In [1]:
import numpy as np
import plotly.express as px
from sklearn.metrics import accuracy_score, confusion_matrix
1. Form a matrix A for each digit, such that each row in A represents an image of that digit. (You will have 10 A’s).¶
In [2]:
# input data
training_input = np.loadtxt('trainInput.csv', delimiter=',').T
training_output = np.loadtxt('trainOutput.csv', delimiter=',').T
test_input = np.loadtxt('testInput.csv', delimiter=',').T
test_output = np.loadtxt('testOutput.csv', delimiter=',').T
In [ ]:
# Create grop according to training_output lable
training_matrix = {}
for i in range(0, 10):
training_matrix[i] = []
# divide training_input to corresponding group
for i, data in enumerate(training_output):
training_matrix[data].append(training_input[i])
# turn value to array
for i , data in enumerate(training_matrix):
training_matrix[data] = np.array(training_matrix[data])
print(f'{data}: {training_matrix[data].shape}')
Matrix A0: (319, 256) Matrix A1: (252, 256) Matrix A2: (202, 256) Matrix A3: (131, 256) Matrix A4: (122, 256) Matrix A5: (88, 256) Matrix A6: (151, 256) Matrix A7: (166, 256) Matrix A8: (144, 256) Matrix A9: (132, 256)
2. Determine the singular value decomposition for each A. (Right singular vectors Vi are anorthogonal basis in the image space of that digit. We will refer to the right singular vectors as “singular images.”) You should get 10 sets of singular images, one for each digit.¶
In [12]:
singular_image = {}
for key, value in training_matrix.items():
u, s, vt = np.linalg.svd(value, full_matrices= False)
singular_image[key] = vt[:20, :]
for key, value in singular_image.items():
print(f"Matrix Vt{key}: {value.shape}")
# test Vt matrix
for i in range(0, 10):
test1 = px.imshow(singular_image[i][0].reshape(16, 16), binary_string='True')
test1.show()
Matrix Vt0: (20, 256) Matrix Vt1: (20, 256) Matrix Vt2: (20, 256) Matrix Vt3: (20, 256) Matrix Vt4: (20, 256) Matrix Vt5: (20, 256) Matrix Vt6: (20, 256) Matrix Vt7: (20, 256) Matrix Vt8: (20, 256) Matrix Vt9: (20, 256)
In [15]:
# lease equation:
# b = Ax
predictions = []
for data in test_input:
min_residual = float('inf')
predicted_digit = -1
for i in range(0, 10):
A = singular_image[i].T
b = data
# Lease eqauion funcion x, _, _, _ = np.linalg.lstsq(A, b, rcond=None)
x = np.linalg.inv(A.T @ A) @ A.T @ b
print('Each least square approximations', x)
reconstruct = A @ x
residual = np.linalg.norm(b - reconstruct)
print('Distance', residual)
if residual < min_residual:
min_residual = residual
predicted_digit = i
# get each prediciton
predictions.append(predicted_digit)
print("Each test image's smallest residual:",predictions)
Each least square approximations [-5.41666556 2.41227133 -4.39537401 0.75664743 -3.70285325 -0.90125619 1.57306974 -1.30962446 -5.51389539 2.58637327 0.31978069 0.09088643 -0.96662854 0.28462644 -0.82679362 2.2250073 -1.62089348 1.40388135 -0.54332827 -0.58966673] Distance 9.450711113293487 Each least square approximations [ 7.18350384 0.05136589 -1.49083109 0.98947995 -0.1653551 4.13234743 -0.95732688 -0.7623245 1.55905772 -3.34351012 0.45985687 -1.04857239 0.5388918 0.7610206 0.44893412 0.64506411 0.4519482 1.40257684 -1.15601582 0.37393031] Distance 10.895407527825517 Each least square approximations [ 7.19285783 0.58763115 -0.48685216 -2.07888026 3.72047026 3.84501636 -0.89360075 -1.82388366 1.9582215 0.63464952 2.42213996 -1.16167719 1.04270674 -0.36627084 1.17241428 0.34896153 -3.76007856 -0.60774207 -0.86264051 1.33529276] Distance 9.569496016713453 Each least square approximations [-7.808613 -0.41321026 -2.88700221 -5.42480417 3.38578424 -1.56627691 1.58393959 0.0079002 -0.60269025 0.53767832 1.63794034 3.88882098 -0.86534402 -0.42814356 0.85373993 -0.34661926 0.29864161 0.83019957 0.41657096 0.32304571] Distance 8.69160717469732 Each least square approximations [-10.97597174 -1.61215334 -2.45639824 2.95559072 -0.79141932 -0.2312318 2.79816968 -2.56811049 0.2371577 0.39937128 1.55609047 0.36314595 1.45575688 -0.15631378 0.52968876 0.27235731 -0.02766657 0.27703254 0.57507425 -0.69509572] Distance 7.2848993733497585 Each least square approximations [-7.70387956 -5.07947358 0.80450041 0.75446882 -2.20806465 2.40766401 -1.56724037 -0.98333828 -1.33100195 -0.47964015 2.61278336 -0.4133755 1.59156105 0.79640151 2.29995925 -0.70834239 0.11048488 -2.41664086 -0.43879709 0.71473149] Distance 9.337940471185117 Each least square approximations [ 5.86178225 -1.15568377 4.87772039 -2.11439537 2.30214632 0.45585232 -2.72569102 1.83460966 -1.12332715 1.06569289 1.10219312 0.22035487 1.27633405 3.63792329 1.53474372 -0.58368214 2.1878388 -2.99239836 1.61495957 -1.79535094] Distance 9.54562239560395 Each least square approximations [10.91207512 -0.18596879 -1.90557563 -2.64338432 -2.62318758 1.10751806 -1.36831632 2.23172477 0.04841537 -1.41343066 0.64099916 -0.10083406 -2.31216394 -0.70966528 2.56938876 -0.61925797 0.74541366 0.74841249 -0.06709641 -0.70742457] Distance 7.11404427777149 Each least square approximations [ 9.63630796 1.66080474 -0.12994091 -1.64486192 -3.8050415 0.24449432 -0.70648363 -0.4031351 0.76848087 1.10751295 -1.32761121 -1.92357676 2.86241543 1.34469654 -0.66230396 0.83895311 1.27380452 3.18733967 -0.71243476 0.29094689] Distance 8.236318270352132 Each least square approximations [-11.53803915 6.27212339 2.00658099 -0.79581375 -2.36652171 0.19407329 0.75655947 -1.65086663 -1.06390768 -2.22711609 0.76208795 1.09188031 0.07667217 -1.44401047 -0.08567554 0.49100354 0.40220629 0.14546447 -1.97110066 0.51994376] Distance 3.4013881657280094 Each least square approximations [-6.07853475 -2.95904323 -2.13461667 4.03642947 -0.32082656 -6.32743531 2.24049521 -1.4276063 -1.50402153 -0.45927829 -0.07482248 -0.33993052 -0.94747897 -1.09572777 -2.45090536 3.27214827 -0.5631208 0.10731587 0.81775048 2.49244323] Distance 7.987032051625507 Each least square approximations [ 5.81055573 3.1774687 -1.64941618 -1.55715643 -0.91047365 2.39099752 -1.22961669 -2.01701908 0.99934519 -0.38883119 1.11424873 -0.37421414 0.8331995 0.8439318 -0.09415812 0.48038368 -1.05384752 2.71624601 0.34572062 0.26774681] Distance 11.496614052557355 Each least square approximations [ 7.60312173 -2.43251922 3.26038172 -1.45286179 1.24731499 0.09837094 -2.38998763 -1.54618049 3.40278365 -1.54923113 -0.2904652 3.1281011 -0.35749017 0.46566756 0.3047055 0.54839528 0.32733215 -0.23712968 3.1077893 -1.60544398] Distance 9.112643048644012 Each least square approximations [-3.96008271e+00 -2.52371103e+00 -4.72457697e+00 -5.76500917e-01 -3.14268883e-01 4.25616721e-01 2.88181192e+00 1.95335539e-01 2.24038739e-01 -2.23114157e+00 1.57834960e+00 -2.14082853e+00 -2.14474817e+00 -2.77083761e+00 -1.79666607e+00 -2.22225826e+00 -3.26805055e+00 -5.40066647e-01 9.02430302e-01 1.16280388e-03] Distance 10.416279918277697 Each least square approximations [-7.22773883 0.336334 1.87102279 1.69919354 -1.6961897 -0.72858854 -2.27908713 -1.49883958 -2.62019842 -0.5276691 -3.17448974 0.38990539 1.09949164 0.44382253 3.51454395 1.49442901 1.47296331 2.87213145 0.33242948 1.9033187 ] Distance 9.436813981198455 Each least square approximations [-5.48580665 -1.20005684 1.55767874 2.25850126 -3.58362327 3.25175055 -1.58806176 0.55278185 3.15937073 1.30803606 2.49694171 -1.84484189 1.72666968 2.07846186 -1.83493884 -1.25133151 0.97996397 1.1538635 -0.05985707 -0.53653367] Distance 10.2326200384847 Each least square approximations [ 6.71184952 4.81649425 4.32305023 -5.46087886 -0.4422107 -3.61473419 -4.35857612 -0.30114008 -2.93694995 0.5279442 0.77077851 -1.32513619 -0.01158543 -1.75990823 0.75726191 0.87113819 2.28729869 2.35403856 -0.40852268 0.12233965] Distance 5.514822264150269 Each least square approximations [ 6.1603419 1.25237791 0.76017173 -2.80626578 3.01227897 1.57512253 -1.00744038 0.93187551 0.90099384 0.06905369 -0.96483954 0.65431851 0.15815538 -1.89734612 1.42141705 -1.17702875 -0.81349958 0.81698293 -0.64666603 1.65317682] Distance 11.448301743726224 Each least square approximations [ 4.46215113 -3.04777236 0.70747083 -5.56569999 -2.5706134 0.94841942 -0.13804148 -0.48254646 -0.0769054 -0.56121965 -0.07263612 2.50980816 0.0099796 1.41279056 -1.4020722 1.66962063 1.40016122 1.55140587 -2.49208747 0.51294458] Distance 10.653983827469796 Each least square approximations [-5.82488243 -0.90272017 3.51694109 1.22909324 -2.59382518 1.13984076 0.83745071 3.79923712 -0.70635781 0.60368594 1.24359239 -1.12028976 1.19041823 0.87053397 0.65116006 2.30649301 0.74598273 1.63154976 0.04497469 1.41033874] Distance 10.843435487864376 Each least square approximations [-5.39364452 1.53383029 -5.86336333 -1.38425191 -1.91764615 2.68191292 -3.62915129 2.92410179 -1.5302544 2.02904592 -2.08393945 1.63680185 -1.09024105 -0.46379049 -1.49274529 2.64017972 0.41941035 0.52777524 -1.18438321 -0.95120467] Distance 8.947268657206102 Each least square approximations [ 4.95019413 0.58353513 -0.18441236 -0.81009912 -0.5392329 1.41263053 -1.6084425 -2.07858638 -2.90889546 0.0449694 -1.81390266 -0.21117144 0.80871979 -0.92970473 0.01070726 0.36576556 1.36933875 0.23407652 -2.99277243 0.75613456] Distance 12.148701369433475 Each least square approximations [ 6.27618296 5.24296721 -4.0715116 -3.71731287 0.6361852 1.38224938 1.24193424 -0.62124354 1.41812701 0.69179625 2.63316779 -0.95156318 -0.14244646 1.04598124 2.01348003 0.63568416 -0.62545519 -1.63279317 -2.22813579 2.58732271] Distance 8.665643110508775 Each least square approximations [-11.32545379 3.99436491 2.34158639 -3.46479479 3.86874076 -2.02020904 -1.29977497 -0.06441137 1.22085099 -0.68618635 -0.47636193 -1.26117837 0.11280467 -1.09934651 0.45657572 1.1174819 -0.29546375 0.39699865 -0.0786004 0.83208029] Distance 4.16866221588947 Each least square approximations [-6.20677488 -1.1324931 -2.04079763 0.30720056 -1.7457654 1.27825804 -1.18010605 -0.51184352 1.72023396 2.05846154 2.44453572 0.47310748 -0.19688573 0.00751524 -1.36906332 0.42330711 0.99653415 -1.55343785 0.00907485 0.42971489] Distance 11.736596119852534 Each least square approximations [-8.1979156 -0.82877566 -2.13749534 -1.6587938 0.27359461 0.47079328 -1.15636428 -2.91857969 -1.99675827 -2.77334755 -1.30104247 -0.02849329 3.41229323 -2.72479397 -0.69451277 -2.11116678 -0.6255552 -0.36086574 -0.09034805 1.02333271] Distance 9.105363881895077 Each least square approximations [ 5.39806289 -0.41848604 1.99707638 -0.94612847 1.87852718 3.41024618 3.39816892 -0.56692593 -2.02055609 2.83701448 -0.00929482 1.2968893 0.91473948 1.62880786 1.68933256 -2.40119584 1.21139005 -3.29995177 -0.07904017 1.94277799] Distance 10.195265866043144 Each least square approximations [ 7.78444766 0.48571415 1.4081764 1.86873814 -2.50890751 1.21514626 -2.02174505 1.50360765 0.51869641 -0.25156094 3.41328362 0.11953466 -2.09749587 -0.70778826 -0.01793082 3.11815386 0.40186094 -1.08441943 0.73311633 -0.83689231] Distance 9.879519746112297 Each least square approximations [ 8.41718001 5.1111988 -2.09952148 -3.310713 -1.11770848 -0.94803311 2.54947857 -0.64284846 1.46519802 -0.56674241 0.63389246 -3.96739087 0.03633176 -0.35277096 1.45824755 -0.25787737 -1.78622828 -0.27424911 -0.96236602 -0.5338486 ] Distance 7.773044418432699 Each least square approximations [-7.41952807 2.36385525 1.45869572 -2.24310078 -1.80214513 2.44315686 0.35783795 -1.86844701 0.77910276 1.46702841 -2.35074032 1.51916679 -0.96898119 -2.12086498 -1.526271 -3.38879194 1.24266896 -1.99260756 -1.74896817 -0.38904073] Distance 9.382345183715481 Each least square approximations [-5.46889596 -2.33107169 -1.91329851 5.30236589 -0.405879 -6.28801232 4.34755797 -1.55058838 -0.73416199 -0.33596314 0.94435604 0.8357817 -1.10276689 -0.40689538 -1.94215853 1.78496529 0.69949008 -0.35449075 1.70088819 1.34748597] Distance 7.747874613285436 Each least square approximations [ 5.25164547 2.64220255 -1.55308602 -1.88419466 -0.66199645 3.75996674 -1.6321831 -0.88570713 1.70078144 -0.76175719 2.21466093 -0.99804015 0.40313659 1.33061483 -0.20698366 0.60759078 -0.43825315 2.5142576 1.29900276 -0.6486881 ] Distance 11.188172189639028 Each least square approximations [ 6.95897342 -3.90080605 2.90709767 -0.67565099 2.64291051 0.05190539 -3.52488986 -0.97246432 0.95519038 -1.95876715 -0.19826989 2.47575548 -0.44466698 -0.985404 -0.26631025 0.69499241 0.35066942 0.32718865 2.78603926 -0.02965533] Distance 9.514208787131173 Each least square approximations [-3.21680504 -2.71156302 -6.59773976 -0.82193939 -0.16336498 -0.20393173 2.95699732 -0.19864336 0.32727939 -3.21444392 1.24437417 -1.20380688 -2.41053041 -1.9747596 -0.89478592 -0.39646931 -2.19260532 -0.63432155 2.21414204 -0.41742083] Distance 9.945517015753158 Each least square approximations [-6.97801426 0.1634958 1.41669107 0.35777267 -2.41358166 0.21719574 -2.72752387 -1.57901503 -2.65107163 -1.96045142 -2.56746529 1.14219103 0.79532383 0.64516187 4.07270275 1.22355135 1.15605329 2.40364055 0.58371185 1.67470104] Distance 9.446872307971105 Each least square approximations [-4.82595336 -1.08288139 3.39384662 1.74976444 -4.18490441 2.47080286 -0.22067583 0.95824721 3.77848432 1.86566893 2.53143094 -2.04337885 0.86879924 1.01721869 -0.65172246 -0.9071468 1.24491747 1.1359535 -0.82150885 -0.16024645] Distance 10.272117616753734 Each least square approximations [ 5.98575297 3.27318804 5.22829686 -3.77385862 0.26718583 -2.34687579 -3.81724342 0.8011125 -2.32570027 -0.45280447 0.87536544 -1.34334083 -1.46675942 -1.16550458 0.75302887 0.8513525 3.09165665 2.99455104 -0.71253661 -0.51396004] Distance 7.928856785267236 Each least square approximations [ 5.71619594 1.68013783 0.47586276 -3.57731089 3.00083786 2.36816488 -0.72675453 0.48343338 0.34682108 0.44808488 -1.39486161 0.2888156 -0.38832659 -1.04927477 1.56814808 -1.07802239 0.46961296 1.01092846 -0.7498478 1.77914458] Distance 11.312533079159657 Each least square approximations [ 4.19339007 -3.22925821 -0.446545 -5.5433824 -2.57358583 1.76456896 -0.51248981 1.3772874 -0.36354273 0.09305728 -0.45212615 1.94581057 0.4380126 1.04247447 -1.32285379 1.36650472 0.57489269 1.84797643 -1.95925177 0.68955217] Distance 10.776753776032999 Each least square approximations [-5.58686989 -0.61876648 3.3334485 2.56195383 -2.28534762 1.0645695 0.37988564 3.85330026 -1.59798103 0.89665193 0.41554178 -0.90300422 0.80554946 0.45125103 -0.25037301 1.79442159 0.78736726 1.16578911 0.0387396 0.92264764] Distance 11.051276586733833 Each least square approximations [-6.50207977 -2.55844304 -2.95483203 1.04515489 3.69930757 -1.25126987 -1.20332412 -3.60905823 -3.2113318 -2.6820601 2.08688374 1.16099653 1.22371474 -0.55103327 -1.6830105 2.501361 -0.6671926 0.65320598 1.26015378 1.60007857] Distance 8.588480089776201 Each least square approximations [ 4.84987885 1.54822794 0.07530864 -1.09153719 -2.33304785 1.26587421 0.65251178 -1.86381753 -4.90424224 1.19951854 -0.43505706 -1.64763258 -0.19352843 0.05615897 -1.0395924 -0.09911235 0.7984933 1.08792115 0.39111123 1.18614811] Distance 11.414211664632983 Each least square approximations [ 5.35713364 -0.5610664 0.93643192 -2.29215535 1.15646153 -1.89129278 -2.33324153 -2.5240587 1.68300711 2.8535126 -2.7097933 0.27751547 -0.13727158 4.1894466 0.3846828 1.14208122 2.0670803 -2.60922894 1.38572028 -1.68362976] Distance 9.804297471853177 Each least square approximations [-4.23093789 0.57094758 -2.93363107 1.27314613 0.14227992 2.46160179 0.38394823 3.44885751 2.70882806 0.45923957 -0.26200523 1.1353812 0.69533625 -0.54446534 -0.50268662 -0.06840245 -3.36545618 -0.49710939 -1.24256196 -0.25400972] Distance 11.469534914258693 Each least square approximations [-4.10933056 1.20260185 2.04657081 -0.89489585 -0.89846072 -3.81444703 -0.591121 -0.31861524 -0.2334465 -1.43021171 -4.70940688 -1.39854962 3.59590697 2.47923001 -0.69932594 1.10504212 0.11375137 1.03436149 0.19308092 1.95203842] Distance 10.496134354933375 Each least square approximations [-6.35703477 0.83051169 -0.10722084 -1.64641553 1.0139853 1.77271215 -1.11289803 0.32583685 0.3143564 1.07161203 1.23660869 -1.63784388 0.5776684 2.85211342 -1.93729306 -2.7430441 0.65970142 0.02512161 0.73639189 -0.92571746] Distance 11.17464396338568 Each least square approximations [ 7.29947966 6.04451704 -1.69035522 -6.046002 -1.09298319 -0.76019428 0.98699507 -3.00409002 1.16987608 -0.78196997 2.61896901 -0.75232764 -1.44489324 1.4099944 1.43267494 1.56478404 -0.45005522 -2.55215323 1.07481515 -0.76261443] Distance 5.8151012641239515 Each least square approximations [ 4.11847632 1.46294163 0.05644443 -3.34934623 1.10645755 0.56602102 -3.00159474 -1.83182624 1.72423819 -1.45500353 -0.01125328 0.38207882 2.41456478 -2.88855544 0.14611784 0.2680949 -0.28643939 1.41556949 0.69998647 2.0329113 ] Distance 11.437067574113387 Each least square approximations [ 3.12045513 -2.84030961 -2.00860164 -4.61739007 -1.01604296 0.19009384 -0.57794025 -2.50770403 0.22169778 -1.45384288 -0.49204987 1.59982068 -1.35309909 2.61425677 0.65493034 0.19234831 -0.4691178 -1.87220778 -3.13719479 2.02581872] Distance 10.89194130919995 Each least square approximations [-4.04376686 -1.24973496 0.48488056 2.93403374 -1.43106322 0.02321632 0.86050774 2.83792835 -0.21797098 1.37727671 1.49034266 -0.10659802 -1.73810821 0.68798756 -0.85161201 2.57646869 2.24156079 0.77702471 -0.47142691 1.14295683] Distance 11.89367581966722 Each least square approximations [-12.16404128 -3.11537549 -0.584457 -2.49696103 3.2179745 0.67138518 0.51303129 0.10184733 -0.35262583 -1.47508252 -1.14201784 -1.98878682 -1.3592685 0.95358761 1.19406735 0.28241524 1.21472297 0.1065781 0.32545101 -0.56692257] Distance 3.5810108987464027 Each least square approximations [ 3.4493597 1.88754214 1.23391181 -2.08033158 -1.88169663 1.42615044 -1.65460765 -1.7061311 -4.84040407 -0.43351179 -2.72723218 -0.28569559 0.14107021 -1.16287193 0.24218182 -0.24650674 1.37429735 1.0680318 1.4234798 0.09435962] Distance 11.474235044065443 Each least square approximations [ 5.17864654 1.52088388 -0.15665436 -1.39479792 4.96241325 -3.82038021 1.40495378 -1.07129645 2.16123329 3.4304076 1.88497463 0.93713185 -1.34204334 2.36946615 1.81860023 -1.52073126 4.35382827 -1.62186534 3.2405887 -0.53501987] Distance 7.884316399887833 Each least square approximations [-6.50789326 3.49406311 -2.50159049 1.25641532 -3.90364702 1.33397065 1.89874234 1.23970933 1.14018023 -2.26200866 0.07082118 -0.09859497 1.19133623 -2.12762783 0.29992642 -0.6054529 -1.07092128 -0.53028747 0.83055154 -0.54882628] Distance 10.10320473750104 Each least square approximations [-4.2418005 -2.22182569 0.80517422 -2.54954072 -1.0864729 -3.66962087 -1.52480634 1.49443541 -0.26638692 -1.01668806 -3.2472323 -2.05594792 1.5212169 -0.97468067 0.98116889 1.830421 -0.08635263 0.86928147 0.647277 -0.07729341] Distance 11.312007728370444 Each least square approximations [-7.56418524 3.8723071 -1.05987345 -0.42959766 1.52109521 4.02524291 -1.20160164 2.23520049 2.39667823 0.89421184 2.38893518 0.04194292 1.35166079 -0.96003916 1.3405466 -3.47709031 -0.04955249 1.03063809 -0.12768135 0.95678658] Distance 8.516163575457313 Each least square approximations [ 7.42966503 6.8103977 -1.29798438 -1.8338359 0.47968264 2.74652615 1.51221228 0.96454061 -1.52694256 0.05743554 0.93317944 0.68222444 0.0891913 0.30117352 -1.82245175 1.62611553 0.16113837 0.97802416 0.33664134 0.46616133] Distance 8.556713996388899 Each least square approximations [ 3.96478842 1.15239649 -1.30116215 -3.76999099 1.95137368 0.88362744 -3.35137035 -1.80707074 0.96543906 -1.12184519 0.80629241 0.21282737 1.40825668 -2.78264012 -0.37163376 3.17595603 1.81079489 -2.0253439 -0.37102595 0.65184042] Distance 10.911723369914778 Each least square approximations [ 4.961365 2.17372463 -2.51622856 -4.58198576 1.79201781 -0.68517911 -2.20727082 -3.36223604 0.82426303 -0.39617472 -1.41642117 0.67758995 0.24882691 0.6008801 0.55454817 -0.19021201 -0.69537084 -2.62782418 0.22180583 -0.06863024] Distance 10.67007949764353 Each least square approximations [-4.32669623 -0.00684954 0.92058957 2.66400416 -1.45624407 -0.11613345 1.48164356 0.67623527 2.1831368 1.88168396 0.22205216 -1.65218207 0.27930976 -1.40676538 -0.27348894 1.13947186 2.36381621 -3.10039855 1.1713737 0.80753804] Distance 11.776833613950167 Each least square approximations [-12.36790274 3.93601359 0.80673231 -1.44431473 -1.45116786 -2.33538218 -0.82973331 -2.25885355 1.08993984 2.08323986 0.10924732 -1.28564612 0.32417439 -0.60265794 1.18691171 0.8030059 0.46505175 0.39316009 0.07909437 0.89025111] Distance 3.5004027581226564 Each least square approximations [ 4.5794991 0.88390494 0.07116257 -2.55539719 -1.38633107 1.60417573 -2.79542781 -2.0851675 -1.81352112 -2.01515852 -3.55882408 -0.33244888 0.87212127 -0.40825877 0.68225257 -1.07506715 0.24094874 -0.0248978 1.9540192 -0.54269883] Distance 11.657214318694825 Each least square approximations [ 7.72639258 3.61010568 2.7657242 -2.71132621 4.3388236 -2.72561805 -1.0055987 -1.69180651 0.42942431 3.7492755 1.71177398 0.74146828 -3.13166987 0.21028943 1.33894228 0.82537503 1.42962827 1.1780461 0.81532365 -1.31884768] Distance 7.344438406321931 Each least square approximations [-8.49485963 -2.3036584 -1.30518475 -1.40486316 -4.77678358 -0.93596585 2.60984543 1.06111267 0.08178359 -2.14989871 -2.81052588 1.18342256 0.68102886 -1.07596135 0.61703753 -0.64717153 0.8946066 -1.48279733 -2.15331906 0.22032426] Distance 8.418467884398215 Each least square approximations [-7.22123151 -3.22224704 -0.14204058 -1.86484681 0.11909333 -3.31572773 0.29352137 0.98433537 -0.86817897 0.40326949 -1.13579257 -0.02421957 0.40305627 -0.49578586 -0.95228843 2.9288898 -0.67203901 1.12209169 -1.20614323 -0.40114762] Distance 10.68479150927557 Each least square approximations [-9.03650849 -0.21671126 -0.85547615 1.43717267 -1.31182602 2.41464614 1.80986169 3.24473435 2.56142673 0.01706204 1.68652281 2.16555016 2.08526671 -0.45678339 0.41378367 -2.52397606 -1.19051572 1.13659705 0.70473256 0.07127191] Distance 8.568493376180276 Each least square approximations [ 9.04033762 4.18742205 1.47199239 1.86750345 1.62291011 0.14990124 -0.43479158 2.11452883 -3.25654226 -1.26831326 1.6831248 1.68049713 1.71789636 1.42633898 -1.44322249 0.05560473 -1.66340714 -0.83016825 0.44725788 -0.19986068] Distance 8.173763026011258 Each least square approximations [ 6.76531223 -0.25564113 -3.77768384 -3.79962888 1.83296892 0.54951715 -4.64673814 -1.28033306 0.31095858 -1.21092846 1.76260569 -1.6552553 1.06899256 -0.60169907 0.07006419 2.98320315 -0.57419173 -1.58420448 -0.04550563 -0.46760383] Distance 9.239416001873492 Each least square approximations [ 7.68564092 3.33551508 -2.87318641 -3.15715624 1.28047128 1.53041507 -3.05037472 -2.57222087 0.71512565 -1.61992496 0.47423188 3.18279466 -0.64876103 -0.93586814 0.61049188 2.26112142 0.90843936 0.75764077 -0.11352214 -0.45308765] Distance 8.801772941641813 Each least square approximations [-6.99334117 2.32804839 0.02224391 1.63730375 -1.85951442 -2.66043671 2.99166784 0.82923196 3.42656861 3.69288987 0.55033385 -2.05141483 1.16214834 -1.98138743 -0.90797764 1.84485069 0.28669804 -0.90391153 2.04837444 1.02290583] Distance 9.217633948181062 Each least square approximations [-12.62281341 3.38757311 0.69798069 -3.54969767 0.61024866 1.41660934 1.21962459 -0.77935734 1.11087468 -0.45472674 -0.59884053 0.61557762 -0.51234942 0.12456357 -0.25492272 0.39982823 0.34353049 -0.60399683 -0.12909666 0.12767163] Distance 3.903383880227054 Each least square approximations [ 2.86639005 1.64007741 2.09926233 -1.52765167 -2.88418725 2.55181544 -2.68694829 -1.68302567 -3.14708428 -0.75972041 -3.1377873 -0.90944903 -0.4138119 1.73953683 0.28825854 -0.54616822 1.4200017 0.3495167 1.1836134 0.39959374] Distance 11.655253680265751 Each least square approximations [ 5.916431 2.22507574 1.10800794 -2.98658696 6.19463296 -2.6863674 1.05168118 -0.56142672 1.11819641 3.50481259 2.4757414 0.05303131 -1.77135633 0.3269483 0.98101708 -0.10764183 3.34344819 -0.34656079 -0.11319721 -0.81121754] Distance 8.592899081433519 Each least square approximations [-8.16317314 1.02604233 -1.66579582 0.23930624 -4.88786364 -1.89273932 1.14392517 1.32105632 -0.84758575 -3.22143102 -1.88552304 1.72704237 1.74581399 -1.2743408 2.60972379 -1.00555928 -0.17622469 -1.04601376 -1.45666432 0.75582732] Distance 8.474108229239375 Each least square approximations [-6.00494742e+00 -3.99435178e+00 7.13438160e-01 -3.44646872e+00 8.76629247e-01 -3.24540852e+00 -1.36861404e+00 2.76150536e+00 9.80023725e-02 -1.26305116e-01 -9.34047555e-01 -1.18242360e+00 -3.30697314e-01 -6.29281517e-01 -5.30855878e-01 1.77029251e+00 3.60629016e-01 6.95620912e-01 3.38164981e-03 -6.94852196e-01] Distance 10.690675571681762 Each least square approximations [-8.8211907 2.17168458 -1.07731136 -1.21848212 0.66176724 2.81041374 2.28406766 1.80369042 3.01383191 -0.9461104 2.87881529 1.85124076 1.62917236 -2.02272277 1.36281609 -1.88405261 -0.58742858 2.00002414 -0.30967326 0.61889797] Distance 8.133568850646874 Each least square approximations [ 9.18619356 4.07312839 -0.99781247 2.60507318 0.91935318 2.75554902 0.64260991 1.47812186 -3.53728419 -1.6418056 2.34076275 1.33007082 0.1762371 1.24075928 -2.1298451 -0.66349747 -0.3650277 -0.30945851 0.93928319 0.63705775] Distance 7.5160627593138685 Each least square approximations [ 4.80968263 0.8218158 -1.94612333 -3.99904573 1.03461494 0.75489535 -4.52589424 -2.14459794 1.15037843 -1.00092035 1.67629715 -0.29301378 0.26310411 -1.99851072 0.06218865 3.88937022 1.69151097 -1.99999784 1.47827128 0.78378481] Distance 10.120197989919882 Each least square approximations [ 6.84565962 4.38484611 -4.42855496 -3.83869108 2.00092313 -0.41442661 -2.79221595 -2.72195121 -0.29887864 0.50955874 -1.36668218 1.98471846 1.2585285 0.1382535 1.65250532 1.48471429 0.54907411 -1.70608742 0.04735121 -0.4415331 ] Distance 8.419270202917106 Each least square approximations [-5.61292258 1.63349527 0.42560286 2.98863334 -1.31697509 -1.34864596 2.6954992 1.06982984 3.68747415 2.62244623 -0.72824131 -1.45419339 -0.37915095 -2.27276882 -0.53206781 0.9330934 2.42758681 -2.94158604 2.4299362 1.59853306] Distance 9.948246099335485 Each least square approximations [-9.72255802 3.27422014 -1.35560129 -1.14292789 1.17469806 -0.51189772 0.46436636 0.5475516 -0.76917004 -2.6081384 4.14219732 -0.81070231 0.97825585 1.14364751 -0.4897348 1.7354867 0.34785008 1.08759421 0.28938914 1.16815335] Distance 8.222032014268805 Each least square approximations [ 5.90627547 -0.33978155 1.36122508 -1.86003895 -2.69523081 1.04714278 -1.06156407 -2.25990363 -2.1622337 0.7564753 -1.31546992 -1.14243565 -0.42483714 1.51221516 -0.82109764 -0.06623142 1.29255623 1.3307532 -0.19932526 -0.27178577] Distance 11.905394806720418 Each least square approximations [ 8.10932435 -0.2566397 1.41554575 -1.93384774 2.25175378 -0.11490746 -1.9548568 0.92075992 0.97266339 3.90032935 0.73156486 -0.05046027 -0.2039492 0.20364131 1.85542743 0.27027187 4.8399487 0.05334802 1.75500123 -0.37986564] Distance 9.13011100596216 Each least square approximations [-6.71010301 -1.43661625 -3.00428712 -0.96146842 -2.7076023 -0.48472454 -1.08230601 2.65038677 -0.49911208 -1.39917542 -2.84730467 -0.44933293 0.78340762 -1.88591756 1.01797722 1.44236303 -3.49986433 0.62030081 -1.89304822 -1.06115407] Distance 10.182423056379735 Each least square approximations [-6.57720468 -1.12742832 3.90585205 -3.68861177 0.168274 -4.4518347 1.76447538 0.92839462 1.86367661 -0.40578135 -3.72198287 0.6481256 -0.08996937 1.15243783 -1.073141 1.13730784 0.43423637 1.44855342 0.91922563 0.9232478 ] Distance 9.420101152885366 Each least square approximations [-9.09643853 -0.29863692 0.26196595 -0.91003671 1.94198025 0.74802035 2.15851856 0.30932711 2.0978398 -0.43648281 2.23879743 2.144126 3.0427524 -0.47732664 -0.73895243 -0.36029635 -1.24346145 2.23209258 -0.81605117 -0.64981196] Distance 9.31843413079916 Each least square approximations [11.67014582 5.53260647 0.18189788 2.5223457 -3.27153513 2.4642071 -0.4219234 -1.20726451 1.52558316 0.25703495 0.22076132 2.14474918 0.50560885 0.36287678 -0.77195104 -1.3334993 -0.41987843 0.80841307 -0.02026627 -0.15842219] Distance 3.0598443850181374 Each least square approximations [ 4.74406488 2.08772716 -0.43106376 -3.10357918 2.31544196 1.250663 -3.21189417 -3.1612523 1.19471702 -2.72282112 1.44995874 1.0744426 -0.93422842 -0.42755066 1.42340009 -0.23294358 0.75538962 -0.60087193 0.84108048 0.18740973] Distance 11.436944493811643 Each least square approximations [ 7.00040028 0.7970213 -3.48150371 -4.92933718 -0.30886385 1.42947292 -2.90902686 -1.37633168 1.9106277 -2.46886051 0.29166326 2.93413001 -0.79876298 1.90676211 1.16655874 -0.52452996 -0.84716097 -2.63111615 -0.81272937 0.73651263] Distance 8.937615251881567 Each least square approximations [-5.2714093 -0.50723825 0.0318289 4.11444795 -2.58260824 -0.56351744 1.78629007 2.02114152 1.1687209 1.39363607 -2.26680291 0.48141292 -2.10935345 1.06917635 0.15154867 3.06120452 0.40760571 -0.75847227 -0.56360552 2.05875779] Distance 11.109879042178532 Each least square approximations [-6.24998575 3.55954708 -6.20487523 0.55442859 -1.47882651 -2.85630973 2.54190342 -1.28191748 -4.45693777 1.24023692 -0.97586836 -0.23841736 -0.37589384 1.30915432 -0.92429299 1.61699701 -1.65672198 2.19205473 0.12727513 -1.42537964] Distance 8.134052732135734 Each least square approximations [ 9.60744802 1.76792143 -1.97815426 -1.78713097 -0.72092725 4.13750895 -1.1351322 0.96809368 -0.03785951 -1.90064873 0.86391908 -0.14490796 0.66986561 0.78343052 0.03182077 0.70680906 1.448556 1.24933726 -1.88831045 0.91856521] Distance 8.72204163594843 Each least square approximations [ 9.20754312 -0.21860844 -1.63857327 -2.85900848 3.66143695 3.29924375 -2.25459895 -2.60401519 1.92654385 -0.06518333 0.60030771 -0.7465915 2.2819561 -0.62494305 0.76872201 0.20831589 -1.36262072 -0.95920221 -0.44459582 0.68928273] Distance 8.144375284849838 Each least square approximations [-9.2510808 -1.50992786 -4.18085023 -3.00262991 3.26769617 -0.02405402 0.99556278 0.28959909 -0.37960246 -1.34684266 1.77059235 3.38644797 -1.19068761 -0.58332215 1.11420777 -1.46554857 -1.02623809 -0.81172986 1.02049738 0.97291881] Distance 7.808162048684757 Each least square approximations [-11.77513454 1.47104934 -2.64927915 1.6430528 -2.16718897 -1.49187189 -0.92963533 -0.16455625 1.31511043 1.28535207 -0.72559192 -0.37464699 -1.34926243 0.4965217 0.70370884 1.66247676 -0.25907458 0.16197464 0.86259776 1.02272216] Distance 6.548223138119259 Each least square approximations [-9.08110858 -4.18882545 2.16963318 -0.1772274 -2.46888109 2.71544129 -1.56883861 -1.5884024 -0.74604809 1.58462102 1.24783953 -1.05284745 1.59987802 0.03630083 2.07235793 -1.08481217 -0.42110186 -1.10984509 0.36644668 -0.7034523 ] Distance 8.571951316797657 Each least square approximations [ 7.99244122 -0.54552823 5.67862081 -2.59478677 3.47652304 0.73415863 -3.05260917 0.14113443 -1.52309085 1.34954156 0.30109958 -0.07326157 -0.22497374 2.08281657 0.40893783 -0.65860249 0.81258416 -2.92126893 1.59834893 -1.33758096] Distance 8.037554007286216 Each least square approximations [12.10259584 2.891231 0.48456428 -0.87089264 0.32048471 2.16854846 -2.17608896 0.88765106 1.17364995 -0.75721468 -1.90487699 0.19232217 -0.17002461 -0.97716853 0.86662987 -0.47706478 1.00588967 -1.61119743 0.71087162 -0.77647406] Distance 5.834231609308266 Each least square approximations [10.67947698 -0.06212376 0.43281331 -4.46386897 -2.89789742 0.35885707 0.12398436 -1.76263128 0.15006965 1.50064465 -0.58326915 -0.38783842 2.10559494 1.08771621 -0.21045957 1.91979468 1.52481453 1.1853955 -1.3681623 1.7581171 ] Distance 6.772361666131048 Each least square approximations [-13.02660438 0.87619089 0.96548836 -0.36168841 -2.54840295 3.55683237 1.8646012 1.11626257 -0.77179328 1.02627298 0.73487458 0.78692721 -0.09947833 0.08066089 0.23421009 0.11129365 0.44881959 -0.75015854 0.77944585 -1.01286975] Distance 3.4360133911304396 Each least square approximations [-8.94605298 5.13053049 -2.24520183 1.79755506 1.0650415 1.68129519 2.00063109 0.49826939 -0.4496195 -2.79371204 2.10475615 0.97979703 -0.43507133 0.55529796 0.01997212 -0.20775513 -1.59655605 1.75635268 0.37285229 1.15695594] Distance 8.524713270893185 Each least square approximations [ 7.52373717 0.19776727 1.72712833 -1.68051267 -2.95253344 1.81409815 -2.46432282 -2.23111901 -1.48724534 1.53006429 -1.43271534 -1.00287447 -1.04329257 1.37047858 -0.96579014 -2.41482067 1.40248516 0.55839296 1.28068652 1.13678563] Distance 10.41599913618357 Each least square approximations [ 8.56991969 -0.95414239 -1.05192322 -1.77370587 4.10514327 -1.88116808 -2.2920951 -0.90460466 -0.38654225 1.39007383 0.95771788 0.35842133 0.99099809 -0.21496235 0.27497958 -1.98812177 3.57340444 0.01413425 -0.30905634 1.22191903] Distance 9.431172530370036 Each least square approximations [-7.01621062 -2.62068131 -5.05283693 -0.08887608 -2.49588404 -0.47890808 -1.22477003 0.01581595 -0.94176816 -2.14438197 -0.60526247 1.16938372 2.7652156 -2.49795195 1.54853103 2.33626193 -2.84634377 1.05683408 -3.39869007 -0.37633784] Distance 8.780231941700134 Each least square approximations [-7.47762884e+00 5.84802362e-01 2.61917792e+00 -6.09760930e+00 -8.16612327e-01 -2.79587516e+00 -3.46702240e-01 -2.57585587e-01 1.07885525e+00 -1.55412470e-01 5.10935319e-01 -1.30159500e-01 -2.47584016e+00 8.66814784e-01 -1.03362890e+00 2.18403147e+00 1.05094032e+00 9.08043988e-01 -8.41014158e-01 6.03070400e-03] Distance 9.527240168855661 Each least square approximations [-10.15645321 -0.73479492 3.60272344 -1.96306816 1.97594677 -0.51396293 0.75484901 1.60004574 2.54900877 -2.74185138 1.46320164 0.77342316 0.27942888 0.51696613 1.7345657 1.68361067 -0.24424829 1.98006392 -0.33683133 -2.059854 ] Distance 7.579813987844928 Each least square approximations [12.69783784 -1.36894286 -3.65276272 0.94922627 0.3305759 2.84870218 -1.28233107 -0.56498889 -0.75194228 -3.14511835 -0.16470463 -0.94338092 -1.45906876 0.50448721 -1.53654848 1.29607937 0.05454493 0.25866447 0.18358582 -0.64359077] Distance 3.271303831344983 Each least square approximations [ 6.44143591e+00 1.81421654e+00 7.68381213e-01 -3.41061970e+00 2.26822246e+00 8.48284433e-01 -1.34885523e+00 -3.79197051e+00 8.04971611e-01 -1.54009460e+00 1.68855318e+00 3.39583493e-01 1.72457417e-01 4.64795552e-01 -6.45628678e-01 2.57856898e-01 1.41326093e+00 -1.73701503e-01 2.72584722e-03 1.78121021e+00] Distance 11.205966294006986 Each least square approximations [ 8.27106469 -0.42630667 -2.61568899 -2.97594022 -0.06379961 -0.73278561 -3.83503255 0.83287699 0.97511092 1.45516599 1.22800221 2.66606851 -0.99757128 1.17870417 2.33439589 2.30442181 -0.33882686 -2.74097359 0.78317981 1.99441338] Distance 8.903855967618357 Each least square approximations [-6.58784946 -0.99733817 0.81939334 3.88432689 -0.68059866 -1.28586266 0.40203895 0.67181823 0.65879479 4.03631842 -1.52282911 -0.15196791 -3.32788135 1.27423004 -0.66642598 1.96637361 0.64211519 0.35822517 -0.87864979 2.44739059] Distance 10.502162565418411 Each least square approximations [-3.5259733 3.94725025 -2.32328306 3.60938264 -0.78704461 -4.53719134 -3.15451774 0.61521516 -1.11834515 1.80020978 1.54298269 -0.4409318 -1.31716173 1.08902816 0.43125688 2.53880375 -2.53086755 1.06455227 -1.03588482 0.52987748] Distance 9.977933845573432 Each least square approximations [ 6.62177903 -0.75403809 -2.7196914 -2.55279826 -0.66828949 1.94847563 -1.70201881 -1.47207516 0.81965731 2.09583434 -1.39621177 -0.46600192 0.10068919 0.58855993 0.17394119 1.4678587 -1.54736352 1.05080969 0.07501618 -0.41737591] Distance 11.04338865089231 Each least square approximations [10.93259723 1.82049063 2.3819642 -0.90987125 -5.00327055 0.49966771 -1.08847364 0.11783527 -3.11516865 -0.4715865 -2.23953435 1.34268554 0.50651114 -0.30605597 1.09481578 -1.26157764 -1.32578993 -0.16701846 -1.4413899 -0.46904766] Distance 4.82255462752848 Each least square approximations [-6.11074083 -3.52596846 -1.15096881 -1.26146276 -0.47185638 0.90532502 1.7356231 0.21160457 2.74589479 0.23106364 -0.98019406 -0.53125954 -4.67571379 -2.43753508 -0.60502335 0.65211695 -2.09408964 -0.19023626 -2.96329492 1.1881892 ] Distance 9.706147878351144 Each least square approximations [-6.33735616 2.47083935 1.28351072 -2.4821075 0.44015106 -1.7525205 0.19030108 -3.95248287 0.72412143 0.76459141 1.10129375 1.36099472 -2.06417921 3.419741 1.49586967 0.76865306 1.79091254 1.79360261 0.59226291 0.54190281] Distance 10.000928989276467 Each least square approximations [-5.25580471 -2.18404181 3.22825732 0.15531291 -1.37356611 0.27054697 -2.2210019 0.02331744 -0.26701708 -0.51196607 -0.88414309 2.02197663 4.07465958 1.1690439 -0.26455348 0.80914596 0.51077274 0.32166896 2.06206206 -1.52061453] Distance 11.067302515828539 Each least square approximations [ 7.63473405 0.49958388 2.5924831 -1.17734052 1.223652 -1.84603047 -1.12884421 -0.1992184 0.48274287 -1.33802195 -2.90730692 -1.92540266 2.09101279 -1.23300802 1.86738589 -0.88803661 1.02301173 -0.89318373 -0.01208867 -0.64052411] Distance 10.177089053195914 Each least square approximations [ 7.01379951 2.31702268 1.02651882 1.59836652 2.09394595 0.37786245 1.20993574 -1.87432026 1.21953624 -1.68339188 1.82367417 -1.45534425 0.1807021 1.337288 0.22805939 -0.51964203 -1.07742189 3.33556929 0.15344164 -2.07253686] Distance 10.337096302673505 Each least square approximations [ 6.39599767 -1.04853834 1.4326981 -2.81636952 -0.0755794 3.14592951 -0.76866206 1.70559316 1.84669827 0.09999817 1.78121301 0.35843979 -1.21024062 -1.7662497 -1.25318735 0.77739419 0.22081817 -0.1555742 -2.61512155 1.77641951] Distance 10.68179864643087 Each least square approximations [-5.9596118 -2.67271554 1.27618631 0.83118511 -0.57654931 0.02905608 1.4245109 1.28577702 -0.5649443 1.74427734 -0.75133727 1.77530681 0.90090397 0.04214396 0.64288125 3.07010417 -1.76529492 2.57500425 -1.54027483 0.27470109] Distance 11.141079155004213 Each least square approximations [-9.52874057 1.47883663 -3.45024549 -0.67697583 1.59706506 -1.14555348 -3.12258157 2.14226411 2.606986 2.59610159 -2.55674614 1.63721537 -2.41962067 1.61129768 0.14777052 1.79588553 0.26408604 -1.29456926 0.4329248 1.8445575 ] Distance 7.309545490394761 Each least square approximations [ 5.76567701 1.84434215 0.77598578 -2.76054796 -0.27031271 0.94291639 -3.1845398 -3.58047786 -3.60941705 -0.04262285 -3.40696911 -0.77719738 1.14183199 -0.97577868 0.32728216 -1.39995732 1.49712018 0.65625227 0.1130954 0.2087364 ] Distance 10.755567662052604 Each least square approximations [ 8.58001106e+00 5.36811311e+00 -2.43036350e+00 -3.73127067e+00 8.43146358e-01 -3.12453605e+00 4.05681823e-01 -7.48382603e-03 4.82460323e-03 4.47658748e-01 -5.09701542e-02 2.55600391e+00 -3.68496785e+00 6.07268570e-01 1.60274526e+00 5.75992039e-01 3.59012969e+00 9.99302209e-01 1.23410915e+00 -1.56451491e-01] Distance 6.696659671426194 Each least square approximations [-10.13733023 1.617029 -0.2172123 1.94875244 -1.86390508 0.80761871 1.64255119 0.05803435 3.08393509 -3.00650585 -1.62748753 -3.5875584 -1.34836844 -2.95606308 1.25659177 1.7253772 -0.33961487 -0.11160919 -2.6842937 -0.12194352] Distance 6.647040236625931 Each least square approximations [-4.81465891 0.7013039 1.41551444 -3.14049286 -1.9146369 -0.28775651 -3.13314244 -1.86159859 1.15095317 0.70568987 -0.39146271 -1.16727661 -0.44198777 -0.35104647 -1.05383411 2.46540562 1.99995226 0.69594245 -1.5082906 0.0360547 ] Distance 12.10740567849405 Each least square approximations [-8.12327669e+00 2.55729602e+00 -1.35772510e-01 -1.89148507e+00 -9.96557499e-01 2.53944352e+00 -2.45410911e+00 6.36568754e-01 1.08645309e+00 -2.66208315e+00 -1.19195139e+00 9.06604769e-02 3.83931801e+00 -5.93418277e-01 -1.24748476e+00 -2.37644766e+00 -2.40206591e-03 4.35788514e+00 1.19476787e-01 8.60732189e-02] Distance 8.704423780940205 Each least square approximations [ 8.54579476 2.34957293 0.68190123 -2.4484279 1.19042395 1.9866721 1.74078295 -0.84648623 -2.46186402 0.69406729 -0.88892989 1.73286437 -0.41980294 -0.97615882 -0.46418719 -1.0141243 -1.35645185 0.56812558 -0.02962256 1.2096863 ] Distance 10.310586051710917 Each least square approximations [ 6.39329249 1.27732127 2.72516425 0.31239427 1.6726358 0.75437575 -1.90077588 -1.22904223 -0.2912511 -0.09555226 3.52923827 -1.52382363 1.551568 -0.38223914 0.13245378 2.43445388 -0.28993303 -0.57404847 -1.35554562 0.30906963] Distance 11.512148490331805 Each least square approximations [ 6.93390809 1.23087637 -0.50355912 -4.92272934 1.75160174 -0.57219654 -0.67566529 -0.40013043 1.05545397 -2.02212473 0.69342696 -0.98770579 -1.73482571 -2.03203512 1.59623957 0.44397728 -0.85609937 -2.80535835 -1.466293 0.46968041] Distance 10.543030083227752 Each least square approximations [-4.81354221 -2.24867578 3.02614403 0.76513501 -1.04784371 0.37907983 0.64835896 0.56896784 1.85451963 4.74467482 -0.91982908 -0.17837431 0.99747365 -1.51312723 -1.47043514 -0.27015471 0.85025164 -2.13009971 -0.68299364 1.61737467] Distance 11.666985298180247 Each least square approximations [-2.56605603 3.05573125 -6.14864873 1.74775484 -1.4183363 -4.23933332 1.60819252 1.55909886 -1.28792146 -0.04856159 -0.28118524 2.07845399 -2.44791642 1.75329092 0.80069039 0.76837539 -1.03031294 1.5850059 -1.59688727 -1.11975884] Distance 10.282615351013124 Each least square approximations [ 7.28033708 1.79406753 -0.56932773 -3.43551675 1.3599038 3.21518396 -2.00367839 -1.08408746 1.6670717 -0.0296198 2.09446055 -1.51018807 0.72478065 1.42591491 -0.16123222 0.58031454 -0.59449244 1.63292057 -1.1088517 0.12482835] Distance 10.435126485037134 Each least square approximations [ 7.47237162 -1.7658099 -1.96464508 -4.08217825 0.30018124 5.11800132 -1.81115854 0.02582035 0.51434003 -2.95333782 -0.46015914 0.78537853 0.7288354 -0.09946294 1.62474999 -0.65678127 -0.52266142 -1.60590571 0.81376952 1.39797963] Distance 9.127513578067134 Each least square approximations [-5.24135823 -2.31191333 -3.89407688 -1.55241076 5.44382973 -0.47351899 0.22739001 -0.85116642 1.7507153 -3.14251868 -0.12661596 0.91744697 -1.60832415 -2.73573029 0.222904 0.06219486 0.41501123 0.2704684 -1.91119198 -1.79742708] Distance 9.9585883606074 Each least square approximations [-9.17179075 0.45157205 1.96656055 2.75373148 -2.17589532 1.43904204 -0.89902397 -2.77406206 2.32632524 1.81055044 0.7741787 0.32866283 -1.52965076 5.03788458 0.54046954 0.31914313 -1.00941386 -0.35121797 0.85285108 -0.92504386] Distance 7.741411964002415 Each least square approximations [-4.73064662 -5.69824972 3.39610006 -0.75802544 -2.4767859 3.89915428 -2.92658258 -2.29224414 1.95090546 -0.93319387 -1.08354817 1.2877017 0.49870548 1.73452855 1.40967106 1.55556033 0.23771156 0.32364104 -2.02500352 0.08601444] Distance 9.470704148860122 Each least square approximations [ 6.2482095 -2.43145563 6.08710636 -1.81212537 2.28279761 2.15365754 -2.6532469 -1.23777004 0.73725043 0.69985996 -1.73570588 -1.10408852 -1.00832155 0.39559022 -1.57624633 -1.69933166 0.2270859 -0.08940623 -1.6235767 -1.61616876] Distance 9.509109665582415 Each least square approximations [ 8.47044923 0.91340627 3.34418284 1.5438314 3.94903681 3.99050412 0.65100343 1.75823153 -2.53869423 -0.1782292 0.57801452 0.22913241 -2.60365292 1.54832274 3.21067133 -0.26498572 0.71309216 0.62180864 0.93033578 -1.11921627] Distance 7.786887557316558 Each least square approximations [ 7.30881678 -1.63597536 4.10139274 -3.88781396 -4.15212396 0.13587435 -2.5634129 1.62786548 0.46778501 1.49301615 1.24187231 -2.91430848 -0.67657263 -0.12529169 1.93392727 1.37070837 1.83812013 1.50514374 0.87695472 -0.57295903] Distance 8.451191561462647 Each least square approximations [-7.41693231 0.18892795 4.92576359 -0.96035418 -3.36037898 2.11074309 -1.30267475 0.11928046 0.35991378 1.15323308 -4.53705787 4.24158469 0.06736966 -0.72154486 0.59618963 2.0217825 -1.9321155 0.84899214 -0.62315457 -0.77087299] Distance 7.944845458507539 Each least square approximations [-9.79918278 -2.96856041 -2.53004153 1.51290966 -0.80824961 -1.28138587 2.56902776 1.51706436 0.33404402 1.19646799 3.63830316 -0.72249356 0.33860898 -0.7365707 0.9144463 -0.7876624 0.70819547 -2.11351898 -0.35809936 2.9072349 ] Distance 7.010918086685017 Each least square approximations [ 4.70291255 3.14328083 1.27204691 -1.87489217 -0.52386966 2.25538323 -1.91549065 -2.80474691 -2.15798833 -0.9876141 -1.0356493 -1.02096037 0.11588534 0.93569705 0.21544513 -1.08977294 0.56335946 -0.5806858 2.22064506 -1.65269436] Distance 11.516318411169669 Each least square approximations [ 5.41928415 -1.58967986 -0.01224957 -1.71868389 3.87049759 -3.90030613 -2.35043539 -0.51680084 1.91348349 1.2955838 1.36958936 0.737285 -3.15578641 2.09665042 2.59234827 -1.84771348 0.51984263 1.51218237 2.90365573 0.3611415 ] Distance 9.520462229642261 Each least square approximations [-5.35121259 -0.72999359 -5.61873581 0.17095492 -2.52433006 -1.36009732 2.30569992 1.82239912 -1.43767049 -1.62048057 -0.76133544 -1.91486492 1.81135471 -0.7837435 -0.80082234 0.07890855 -0.0092535 0.22253792 -0.3941746 -1.21398745] Distance 10.585500888777815 Each least square approximations [-5.493558 -1.78821292 3.28235976 0.14912593 -2.65744953 -0.39990673 -2.07595199 -0.88140747 -3.78040465 0.08891321 -3.25582202 0.14112549 3.00718303 -0.66238371 1.58558135 0.71522848 0.96704768 2.14416063 -1.35303249 -0.67950214] Distance 10.15417255394025 Each least square approximations [-7.88911854 0.40285883 -0.34332608 1.75672282 -2.20609627 2.38922481 -1.25569615 1.48562009 4.87166615 -1.37295063 1.97541866 0.4566547 -2.48140971 1.0342356 0.76723521 -2.63853877 0.37460547 2.25301392 -1.66592831 0.76399762] Distance 8.473216815416118 Each least square approximations [ 7.30577718 2.80313057 0.9175621 -3.4736652 0.63585378 1.39992398 -0.92495485 0.91258178 -2.99750856 -1.01727362 2.36027633 2.66702636 -0.48585409 0.13600842 -0.2466474 -0.01277996 1.02725504 2.1567891 -0.52638934 1.40277504] Distance 9.781460827392548 Each least square approximations [ 4.60526968 -1.57915843 -0.85586656 -6.08301957 4.60177558 -0.06751219 0.05458707 1.9199667 -1.84232521 -0.68233811 -0.2436646 0.67245207 1.06844145 -1.89933208 0.32476395 2.54774976 0.77394764 -0.78866242 -0.77033875 1.11223578] Distance 9.988218395011454 Each least square approximations [ 4.88154814 -0.40062511 -2.77999935 -3.96042506 -1.09092073 -1.84777088 -3.84014981 -0.39439377 -1.28410449 -0.07660159 1.65346601 1.97444256 -2.38217058 1.158516 0.19898074 0.33769482 -0.12699727 -0.11051815 0.68235871 -2.37837709] Distance 10.785290481830543 Each least square approximations [-3.99774523 0.8405153 4.56450017 2.61500185 -2.69025827 -1.94800015 -2.24030738 1.83364423 0.21096277 0.88904934 -0.2547434 -3.23050932 1.66964974 0.22925936 -1.9309674 0.78500894 1.40105391 0.50433262 0.74073619 1.54501956] Distance 10.834752480812805 Each least square approximations [-6.52917084 4.80031259 -4.9133137 2.72267349 0.40031886 -2.59969315 -2.11073692 3.43648274 -1.47655205 0.950308 -2.78992692 -0.29952335 0.37982495 0.3611466 1.22618858 0.71436946 0.36377484 1.72769969 -0.28603354 -1.7647094 ] Distance 8.548656480392975 Each least square approximations [ 9.38586332 -1.04923978 -0.94153836 -0.76226202 -1.82878668 2.58757731 -2.37392597 -1.72356586 0.1237046 0.01872485 -1.59321729 0.65338001 0.33660396 -0.508013 -0.06581983 -1.18778263 -0.48729099 -2.13900139 0.09867503 0.08959395] Distance 9.702626300538597 Each least square approximations [ 8.58333807e+00 1.28002871e+00 -4.19001553e+00 -3.75423066e+00 1.06222315e+00 -1.46686379e-01 -6.43512081e-01 -2.46778380e+00 -1.63902012e+00 1.80230192e+00 1.86321758e+00 -4.58399724e-02 -8.34402867e-04 -6.92768015e-01 1.66285663e+00 7.90605396e-01 7.17413576e-01 -6.51510809e-01 3.77096406e-01 1.32681152e+00] Distance 9.072556029596 Each least square approximations [-10.62248837 -4.65048612 0.66462879 -0.24558849 1.26271954 2.33382141 0.45811703 0.3651108 2.61993145 -1.15168019 0.94386743 3.16792408 0.72313358 -2.55384405 -0.54680366 2.06314425 0.8391043 1.42216097 0.92008175 0.23317898] Distance 6.029274418719987 Each least square approximations [-9.57516273 2.31517565 -2.39550592 -3.13261609 -2.43890115 -0.06392234 -0.37260177 0.6056427 0.57254644 1.65234901 1.95884481 2.59090686 0.90452578 0.28839487 -1.48532785 -0.42672242 -0.19081262 -0.40909296 -1.24226951 0.50949619] Distance 8.665472137270864 Each least square approximations [-9.63608133 -2.82497238 3.79351612 -1.25417041 -1.52129268 1.24064786 -1.21046197 2.73268746 -3.82512286 -0.17992651 -2.96980819 0.21687079 -0.39208434 -2.22787113 -0.11943125 -0.09481567 -0.09107557 0.27088705 0.5178514 0.49073711] Distance 7.362177799387868 Each least square approximations [ 8.32953605 -3.07214792 2.60970139 -1.99480838 2.85669665 0.33591567 2.14997437 0.68177691 0.11968617 2.322551 -0.67404022 0.7544002 2.9538294 0.81265969 -2.07993262 0.11911056 -0.44652639 -1.74040704 0.23967863 0.06265301] Distance 9.307555020832122 Each least square approximations [ 9.19960578 3.44749796 0.24975553 -1.38395022 0.75059223 0.96168309 -1.26823614 -1.70890244 -2.01241242 -1.30305971 3.75626185 -2.60374898 0.62245953 1.94435933 -0.6408634 1.29105783 0.24135756 -0.94938333 0.86016468 -1.12964192] Distance 8.525109565053256 Each least square approximations [11.18967024 -0.75721626 -0.06296249 -0.54006285 2.21513251 -0.66336258 0.80198827 -0.32898945 2.57266972 0.63622965 0.33099785 0.69579127 -3.92188475 0.26052464 0.96123325 0.6356841 0.52502414 1.1361831 -1.63928181 0.26899886] Distance 7.221608966709145 Each least square approximations [-10.37229943 -1.41090523 -0.98692591 0.29340559 1.51151471 -1.01832975 -1.3851066 -0.67031388 2.97577759 3.25136889 -1.60732444 -0.32122934 0.77514851 -0.39158428 -0.8523238 -0.59148976 -1.45201976 -0.89901597 -0.64097995 0.93023814] Distance 8.281698508847553 Each least square approximations [-6.06314096 4.31395863 -6.24006659 4.32551619 1.2685546 -0.72372793 2.3520105 2.75320539 -3.28000066 -0.78060686 0.59330883 -0.47694131 1.67931348 0.90288795 -0.06250218 0.43231739 -1.87921919 0.53724717 3.14534642 -0.94847632] Distance 8.434998008383175 Each least square approximations [13.83773431 -1.3864928 4.37051495 -0.48622179 -0.88098015 1.98546072 0.51678346 1.98954616 -0.74871549 -0.20184644 -0.3177568 -0.64459023 0.11446457 0.04569311 0.13602807 0.49893595 0.14142724 0.74494912 -0.30381716 1.0151628 ] Distance 2.2396790701154314 Each least square approximations [10.09068097 -3.00219788 -4.43301522 -2.40081004 2.43509 -1.17147308 -1.22465986 -0.54809372 1.42077994 0.99735314 0.85399967 0.82721175 1.82111393 -1.4358535 1.55973151 -0.55126452 0.7975738 -0.25410248 -1.52321965 -0.24935591] Distance 8.295990313581683 Each least square approximations [-8.90176126 -3.79129775 -5.19347947 -0.39971955 1.26736961 1.69075542 1.24804856 0.26734578 -1.3767917 -0.29571387 1.29145577 2.56103369 -0.50709176 -1.59049037 0.28703536 0.94212103 -3.08985017 1.00066337 1.31206022 -1.16091611] Distance 8.68190361589536 Each least square approximations [-9.87033328 4.88982497 1.71994858 -3.10572427 -5.02470752 -1.25831279 0.11713458 0.33751893 4.28772536 -0.02031971 0.4034585 0.08418599 1.76275326 -0.66371764 0.33967228 -0.31905884 -0.63585197 2.74992054 -0.80630099 0.42367884] Distance 6.147263012170137 Each least square approximations [-10.17863582 -1.79652932 5.62498966 -1.74867755 -0.84063031 0.32248335 -1.4601425 -0.43814573 -0.16640429 0.21066793 -0.95331284 -0.81936558 2.04660738 0.45510649 1.382554 1.11567125 0.81566483 0.75900643 -0.7293246 -0.37576475] Distance 8.603323257884739 Each least square approximations [10.8085176 -3.54958385 3.26131969 -3.20015496 0.39918972 0.69978258 -0.7692762 1.03128939 2.79535416 2.62123906 -1.88485428 1.61383161 -1.46134566 -0.37735537 1.2345078 1.86580433 -0.47028724 -1.84818119 1.29252936 0.34693228] Distance 6.60626031400267 Each least square approximations [10.00280751 3.23073116 2.7909151 -2.66057246 3.45858566 0.05809272 -0.67214382 -1.26152258 0.58777884 -3.53786938 0.95849972 -0.93177567 -1.53744093 -0.4911235 -0.68631756 -1.46577789 2.37849158 -0.60913493 -0.43803643 -0.19646009] Distance 8.01865425803638 Each least square approximations [10.91110685 -5.22184677 0.93053947 -3.42672549 0.19635951 0.42085836 -2.58851835 0.27196414 1.66400808 1.37132605 2.42851734 -0.07691844 2.21512784 1.14652794 1.93474663 -1.37968718 -0.59914152 -1.10101876 -1.33465917 1.64308268] Distance 5.950564279193118 Each least square approximations [-10.90742369 -3.32009365 1.30247679 2.8658228 -2.2186622 -0.51183717 -2.08002761 1.10084619 -0.12947228 2.1865036 -0.20202986 0.43797841 -2.12637385 2.11489401 0.0763899 -0.11272007 -1.1017565 0.16043167 -2.21551635 2.32581638] Distance 7.319381795749015 Each least square approximations [-4.22523053 4.65113928 -2.18270195 3.15447038 2.85977754 -1.74621495 1.33631333 2.99106249 -1.96088549 -3.53473755 0.67319627 -0.35127379 -1.01835185 1.01761569 -1.57335655 0.60197352 -1.87138153 1.47082146 2.38009841 2.1331449 ] Distance 9.529731765576809 Each least square approximations [ 7.64738391 -0.07820317 2.20812498 -1.14934214 -1.75859505 1.9348987 -1.76933594 1.11892233 2.57353358 1.74521305 0.95934413 0.78390124 -1.09449616 -1.3714158 -0.07447593 0.70622206 -0.20321558 0.71036761 0.29134164 -0.08051933] Distance 10.646816917359724 Each least square approximations [ 7.92592655 -5.48536198 1.12127041 -0.9244512 0.11991644 -1.25112153 2.84055398 -1.49084376 -1.55880445 -0.53697263 -0.50706845 -0.20883007 1.24745657 -1.68784179 1.80740402 -1.3878771 1.80712006 -0.41025905 0.69262535 0.01071541] Distance 9.014435232293277 Each least square approximations [-5.15847492 -1.66438645 -2.95971226 -0.59423472 0.71475506 3.37097469 0.84807605 1.11035059 -1.46890909 -2.55023177 0.12217641 0.71862661 -0.59958046 -1.21209851 0.52791941 -1.5842706 -3.25462646 0.37371773 1.45646801 -2.10033476] Distance 11.013110714253608 Each least square approximations [-7.38820214 -0.24420909 3.43526474 -4.27763885 -1.5284325 0.17357999 0.97518197 1.01249157 3.58083624 -1.79877293 -1.03800898 -0.04651469 -2.10338514 -0.12372054 1.23086229 -0.46354192 1.56974244 2.69335766 1.62590235 0.51069103] Distance 8.925619538835464 Each least square approximations [-6.37239249 0.14277299 4.78526347 -0.14498391 1.26794018 2.49299341 1.76466597 -3.49360612 -0.54518678 1.85466744 -0.61217556 0.02901714 2.48447021 -0.81759178 0.18299594 1.37411274 -0.88439362 -0.34144927 -3.31264033 -0.63819615] Distance 9.635278207693837 Each least square approximations [ 8.50989064 -0.49788408 1.12967811 0.29382594 -0.36758224 -1.32874144 1.07949387 2.7008746 2.08174558 2.98884748 -0.27475097 -1.90368215 -1.63919704 -1.72339446 4.14875385 -0.65159756 0.60282554 1.60909847 -1.45876304 -1.47809181] Distance 8.530431806329181 Each least square approximations [ 4.47014542e+00 3.17040567e+00 2.47221226e+00 -3.53743545e+00 2.60809290e+00 1.87679893e+00 3.04192914e-01 -2.00325251e+00 1.57852686e+00 -1.63813374e+00 2.63721275e+00 -6.42587025e-01 -6.03497695e-01 4.43387200e-01 -7.76747349e-02 -6.24716427e-01 1.46505375e+00 -1.49190836e-03 -5.97985352e-01 -6.69465732e-01] Distance 11.18667834734185 Each least square approximations [ 5.67128597 -1.60460182 -0.55568286 -5.00919911 1.57971579 0.60235832 -2.51436189 0.86567029 0.62059047 1.38807194 0.28702827 2.21554726 1.45421219 1.69648427 -0.47369939 -0.97894026 -2.81448401 0.86724304 -0.41196031 1.91730669] Distance 10.421931191772966 Each least square approximations [-5.53727952 -0.8886113 1.18708683 4.91217596 -1.93242598 0.93267052 0.013069 1.63902684 -0.81715824 1.52082005 -1.58189876 0.0790295 -0.9521562 1.54447221 -1.66422437 0.60848585 -2.38947712 -0.38815975 -1.45505149 1.20638059] Distance 10.91094199686618 Each least square approximations [-4.9938576 2.71036357 -0.39217462 0.47414914 -4.32842404 -1.46822388 -1.3657551 -1.41739664 -4.73667171 2.79372131 -1.94763815 0.70547266 -0.46753954 2.6479961 1.28659777 1.10849086 -1.62020252 3.1805901 0.54317945 -1.06938908] Distance 9.874295645987555 Each least square approximations [ 5.96498597 -2.70337835 -2.40433185 -1.58749437 -1.05330691 0.91650302 0.01759969 1.7989747 1.36626721 -2.54035652 -0.38196309 -0.28755861 -0.60975571 0.41523494 0.30417318 -0.46329334 0.61834564 1.2010251 -1.60509516 0.76271974] Distance 11.958148654147061 Each least square approximations [ 6.44154926 4.42824144 1.47304036 -1.28654883 1.30458691 3.25430418 -2.19645359 -1.9861189 3.37621066 0.73989474 2.3666065 -1.62251738 2.16774875 -1.06911421 1.01988439 1.91888711 -0.96821984 -0.38006759 0.1642417 1.13918373] Distance 9.727098867409602 Each least square approximations [-7.03891984 -1.85966073 1.78508811 -5.60684041 0.85585103 1.33013524 1.87963324 -0.16394516 -0.68163254 -0.53544879 0.72775466 3.69369633 -0.67013841 -0.3891816 0.82814011 0.76136198 1.22166033 0.08040441 0.29598844 1.66007404] Distance 9.946570223539979 Each least square approximations [-7.93901206 0.88575563 -3.14526532 5.28203591 -2.12165847 -2.39884356 1.26864946 0.80604848 0.95741762 0.78001277 2.04335787 2.31122957 -2.12911468 1.35126483 -2.49049835 0.80402663 -0.63741202 2.06829957 0.98710395 0.61949422] Distance 8.327297832832791 Each least square approximations [-6.12117969 -4.53034183 -1.35868261 3.00008004 -1.5939197 1.86966595 -0.57708027 1.66355344 -2.88809407 -0.54894482 -0.28946613 -0.37424669 1.48712864 -0.83468756 2.84301966 0.98090575 -1.26977212 -1.34866985 0.06332414 -1.08078793] Distance 10.50513075248174 Each least square approximations [ 4.53267425 -0.60749768 4.22683418 0.18615593 -0.23874255 -1.03389354 -3.24304949 -0.17537405 -1.29731528 0.54571467 -1.99353153 -0.27076354 0.06732464 3.47262121 -0.5707657 -0.51955387 -0.77600043 -4.01684703 0.27661877 -2.29165676] Distance 11.068624913753952 Each least square approximations [ 9.06357541 -0.09007564 -4.28792076 3.68623565 1.57234438 -0.25001822 -4.31306065 1.74801826 -0.13382395 -1.60161572 1.34843794 -1.15673919 0.1406329 1.70062892 2.22681654 -0.46620827 1.22507628 0.3556029 -0.25529966 -1.0972574 ] Distance 7.662168877369864 Each least square approximations [ 9.05814036 3.25144873 2.2279723 0.56226171 -3.09277236 3.07731955 -0.89785006 -3.74108186 2.93496064 -1.17592061 0.32892914 -0.24804973 0.76714038 -0.26736764 -0.41039078 0.63841689 3.45195571 0.50901759 -1.62913971 0.64634134] Distance 7.4409914420785155 Each least square approximations [-9.82307025 2.71844196 -4.36704683 -5.24386051 -4.86715646 0.26136326 0.60500661 -0.19401119 -0.04929618 1.74274828 -0.98129065 0.72193512 2.15091699 -1.54525449 1.3318616 0.1461593 0.40714093 -0.25496606 0.164951 -0.01145465] Distance 5.054925828240314 Each least square approximations [-7.05540456 6.14103384 0.68956896 3.17359477 1.14336753 2.55450011 0.19018841 4.52682586 -1.16751431 -0.9272622 0.79178222 -1.12533846 0.24124042 0.03206459 -1.49367987 0.16077359 -1.13086781 1.5620872 1.86495776 2.83546588] Distance 8.239734141500046 Each least square approximations [ 7.48439234 -3.90982075 3.07869065 -0.58784052 -3.33384498 -0.99574234 -2.49601356 -2.35799978 1.07249327 2.31679495 -1.60500232 0.23289089 -0.80749802 1.06935959 -0.55627303 -2.68791239 0.9496393 -0.13149585 0.3034477 -0.05406237] Distance 9.562780476701978 Each least square approximations [ 8.19068382 -1.16005372 -0.36207948 -1.25873868 0.65352959 -2.58150674 0.3114967 0.77465841 -0.27614001 3.6507917 2.74219298 -0.10870454 1.13875334 -2.50260691 1.60365051 -1.83447408 3.55666865 -0.16272528 -1.05068615 -0.58856634] Distance 9.458613924168812 Each least square approximations [-6.51791716 -3.9775419 -1.22722162 -1.53373006 -4.26767226 1.14710474 -1.72581303 -0.16230822 -2.0608571 -1.69833338 -0.85088404 -0.88770902 1.74844191 -4.06266498 2.73380672 3.05392819 -3.78790035 2.10848183 -1.94380152 -0.19550329] Distance 7.978047440468634 Each least square approximations [-5.99132359 1.13083534 4.89955701 -5.23999236 -0.04416335 -2.41251015 1.89982637 1.021991 2.10231194 0.57050688 2.9914276 1.93560393 -2.61255775 -0.11211535 -1.78868127 -1.29316625 1.83795667 2.04195116 -0.07643442 0.43263859] Distance 8.941877906795739 Each least square approximations [-8.70238288 0.44188271 4.03782089 0.46949704 3.79564808 -0.79193978 1.54805888 0.9046472 0.27360132 -4.41217732 1.06946615 1.25972946 2.75351101 -1.65302466 0.14277033 3.9324639 -1.00729825 1.81194619 -0.05597481 -1.35498845] Distance 7.145134135706473 Each least square approximations [11.72520466 -2.89322884 -3.6673064 2.09851298 -3.68341775 1.02168658 0.27063103 0.59954917 -0.41985443 -0.99299359 -2.27153956 0.96878203 2.1628517 -2.12894451 1.15366473 -0.21774126 -0.22681368 -1.36725378 -0.84907409 -0.88507117] Distance 3.992377986098814 Each least square approximations [ 3.38735071 2.62645823 0.54531368 -2.00607344 2.94887038 0.57154706 -1.46653967 -3.44947613 1.13040427 -1.96088846 3.35475088 -1.58791572 -1.8919355 0.62416944 -1.1249214 -0.74667083 1.03994249 -0.55472661 -0.35299784 -1.00945857] Distance 11.957092029373651 Each least square approximations [ 8.16021683 0.67305296 -2.29375631 -0.20749309 2.34984729 0.3720231 -4.78239674 1.15371838 1.46682276 -0.40322943 2.90746221 2.65775141 0.4752141 1.89768481 0.72594778 0.30561491 -1.31248482 -1.63163132 -0.64984987 1.88742123] Distance 9.116175721080772 Each least square approximations [-4.63114377 -2.03386375 -1.03379896 3.42010618 -1.70188306 -2.00487346 0.73240456 -0.15616639 1.0520992 3.17658247 -1.00685491 -0.29917975 -2.02702472 0.93695481 -0.02327258 1.90115669 -1.82033218 -0.63299916 -2.18290389 3.13870597] Distance 11.44123163313632 Each least square approximations [-5.82581773 3.1949285 1.11136831 3.11916494 0.61916662 -1.77959824 -0.23446289 -3.31466268 -1.35812523 3.57980073 -0.12402869 -1.13101035 -0.75715743 3.51986628 1.16800315 1.00646581 -1.87916447 1.89080825 0.97156838 1.45984499] Distance 9.911294985686347 Each least square approximations [ 4.79981622 -2.6633022 -2.12435351 -1.46624587 -0.9462909 1.56924695 -1.87979555 -0.24506975 0.93269098 1.88534839 -2.40874565 0.02859427 -1.45417716 0.85168569 0.14028823 0.31664677 -1.06904943 2.19526382 0.56221038 -1.14397211] Distance 12.037179294660378 Each least square approximations [ 1.04339133e+01 1.78039616e+00 4.70918550e+00 5.73608415e+00 2.04154166e+00 1.77977612e+00 9.94131522e-01 -2.53937878e-01 -8.62268277e-01 1.59866442e+00 4.41946425e-01 5.34716504e-01 1.20248552e+00 -7.48992201e-01 9.96358614e-01 -6.92285532e-01 8.42129841e-03 -2.57123998e-01 3.42575763e-01 -2.14505956e-01] Distance 5.140128162625255 Each least square approximations [-4.59513216 -1.45325305 -3.72260414 -4.36045548 -5.94688574 0.92662744 2.33099922 1.5251649 2.0083086 -0.63192495 -0.09640128 -0.15499423 -3.38201243 -0.88685616 0.21350657 1.07355629 -0.85194957 1.32446479 -1.45197312 1.15350706] Distance 9.24791328229923 Each least square approximations [-5.98134469 0.12702052 1.13586059 -2.38523621 2.98508833 -2.74186576 0.47646783 -1.275154 1.14281004 -0.22501971 1.48428183 3.26839189 -1.21211593 1.28295648 2.22097879 2.19249888 1.33718938 3.47958778 2.64906928 1.1134188 ] Distance 9.955392891577576 Each least square approximations [-4.86634761 0.98594535 3.59845438 3.15819212 0.24828069 0.13474125 -2.00122672 0.45987138 0.70350914 -0.02537205 3.07976181 3.20748465 2.65679966 -0.93539395 0.84731492 -0.28150594 0.51147152 0.3040952 0.64316633 -2.04691665] Distance 11.116840878740298 Each least square approximations [ 6.61864598 1.32400363 2.25254132 0.75149625 -2.49412547 0.12190758 -3.45009852 1.31274088 -0.70474501 -1.47133464 -2.58058168 -1.58889091 0.92874 -0.17365409 0.90201461 0.32885116 2.0095798 0.50908512 0.04641754 -0.6015953 ] Distance 10.955905913423964 Each least square approximations [ 5.76961468 3.98678956 -4.74250709 1.01260062 2.50695438 0.75512826 -0.2228136 -1.2022457 1.77294972 -1.92821719 1.24203287 -0.80394385 -1.17519152 0.56934663 2.03465938 -1.19498615 -1.71446148 0.67406361 -0.71458307 -0.0876364 ] Distance 10.398481060136014 Each least square approximations [ 6.90996433e+00 4.08035450e-01 -1.28442026e+00 -8.94566320e-02 -5.12519511e-01 5.54369755e+00 -2.10008500e+00 -3.89743308e-03 4.78488404e-01 8.23450442e-01 -7.65394519e-01 1.11102275e+00 6.24544998e-03 -1.97101645e+00 -3.07942429e+00 1.25985709e+00 1.23528386e-01 -1.24888146e+00 -4.03562942e-01 1.13661091e+00] Distance 10.184506801499763 Each least square approximations [-5.78544537 -1.26871231 -1.68143337 1.78372722 -2.21699332 -1.57452378 4.55406927 0.44880055 0.64164344 -0.92096273 -2.01996969 0.47472288 2.63619129 0.54676201 -1.40226565 2.90525187 0.1870234 -0.17065164 -1.15510066 1.18688063] Distance 10.675237938097888 Each least square approximations [-3.06112023 1.70224127 0.90733094 0.46630042 -1.4152229 -1.60805342 -4.17078808 -3.03968217 -1.53885412 3.8642066 -1.47109227 0.24552401 0.24692231 3.15739148 1.01205872 1.79764232 -1.35609295 2.19425227 -0.18694973 0.30172844] Distance 11.039286420142231 Each least square approximations [ 2.41066048 -3.26838161 -3.30647898 -0.49581296 -0.3324206 -0.13844393 -1.377362 -0.00433932 -0.71953873 1.08059776 -3.21860552 0.1968911 -0.92819426 -0.21110837 0.14367453 0.7814198 -1.43386277 2.78590496 -1.13899376 -0.10010355] Distance 12.350870607001642 Each least square approximations [ 8.80127864 5.79898995 3.02386866 5.52770911 -1.12672348 2.10063452 2.72057064 1.04685364 0.12483202 1.5676678 -1.15799297 -1.29169425 2.15834948 0.65626884 -1.75571655 1.65510057 -0.48599037 -0.54901567 -0.18879875 0.64212965] Distance 4.96383447493806 Each least square approximations [-4.00762478 -0.37106121 0.73308738 -3.85165645 -3.76888984 1.03114734 1.30813956 1.04874948 3.04493698 0.40596203 0.06247024 -1.0355164 -4.68531201 0.37981497 0.32837473 1.96553181 -1.1221792 -0.27762219 -2.38150213 2.69241106] Distance 10.319936736586588 Each least square approximations [-2.64969663 1.32617519 -0.18071002 -1.05183366 3.07648699 -2.42628529 1.06261366 -2.04752622 0.64747977 0.97126586 2.31663259 3.87497655 -1.69263792 1.28721565 1.22798263 1.66218365 1.7847958 2.09695912 1.77822706 1.30018878] Distance 11.550927876950091 Each least square approximations [-2.3892977 -0.01690598 0.43488562 2.75785475 -0.23866458 -1.67305685 -3.96828748 0.59989482 -2.3233235 -0.82526138 1.42452075 3.08399952 3.88833551 -1.45580473 0.25630105 -1.14805111 0.80219786 0.20590368 1.01131898 -2.88464541] Distance 11.32475718018144 Each least square approximations [ 3.11582274 2.26665554 2.14903492 0.31398359 -2.09133504 -0.52369872 -1.6296081 0.58383845 -0.61093891 -1.76973897 -3.30506107 -1.42769076 1.43657261 -0.27055906 0.43142706 -0.25424213 1.23975284 -0.92708817 1.12505262 0.11217089] Distance 12.540003242777503 Each least square approximations [ 4.07348618 3.59688667 -3.91597752 3.95252842 0.11551222 -0.25023196 -1.09147392 0.93287362 1.87931986 -1.76992482 2.24679159 -1.52321471 -0.74928434 0.60983155 1.80135772 -1.25784725 -2.48223726 0.95150383 -0.96052382 0.05330265] Distance 10.797101195556296 Each least square approximations [ 5.41148175 2.17410285 0.26351551 1.40348705 0.12161914 4.69205281 0.61914703 -0.28675261 2.09983279 -0.97403297 -1.64469353 -1.01120881 -0.47448142 -3.28030762 -2.85805339 0.38441592 0.63371457 -1.13868223 -0.58843186 1.43943024] Distance 10.767497690865314 Each least square approximations [-3.80637043 -1.63488836 -2.67910122 -1.53283543 -1.75898586 -0.56423325 3.76921405 -1.31404919 1.10813363 -0.83803367 -2.01375972 1.43246897 2.54672386 0.05794643 0.35443048 1.45869298 0.49497517 -0.35640835 -2.0082698 0.09378563] Distance 11.822014669061632 Each least square approximations [-3.44650403e+00 3.37128124e+00 -2.12059457e+00 1.95677966e+00 -2.11073705e+00 -3.75541177e+00 9.70923045e-01 -2.42022769e-03 -3.88245342e+00 2.15547583e+00 -1.06587759e+00 -4.01325253e-02 -1.67831050e+00 2.06604642e+00 -5.79873013e-01 9.94836252e-01 -2.76431453e+00 2.40353948e+00 -1.66590955e+00 -2.15176564e+00] Distance 10.885609854474257 Each least square approximations [ 7.1669104 -0.92109721 -2.65096097 -2.16248215 -0.36140192 1.73353104 -0.34519173 -0.22118393 2.40864146 0.99366304 2.16938897 0.55720288 0.30726043 1.91779272 -0.51910083 0.86404876 -0.2854398 -0.35322713 -0.14508403 1.42135859] Distance 11.558427706313122 Each least square approximations [ 7.25302904 0.38358905 0.29637449 -1.31890814 0.79876424 3.12430957 -4.20059061 -1.8590363 2.19091843 0.29921687 0.7478489 -0.95506188 2.14925677 -1.11806608 0.19759266 1.95427521 -1.85359219 -2.51758769 -0.40667162 1.66917627] Distance 10.235433220140521 Each least square approximations [-7.18333893 -2.30862794 0.24030557 -3.26780519 2.05606905 -0.50464581 0.74604964 -0.3113865 0.56063746 -0.34402451 2.59896345 4.83950837 -0.48101923 -1.77846364 -0.38568544 0.16675282 -0.90358097 1.94798455 0.32049749 0.50031948] Distance 10.378555393246437 Each least square approximations [-10.06962349 1.13229062 -5.11835454 4.54926246 -1.54464175 -3.30524146 -1.59450808 0.8999556 1.14625827 2.71051787 1.70627901 2.95719945 -1.43520346 1.15652918 -1.12764167 0.37232311 0.76722677 -0.05609776 0.68251189 1.11223706] Distance 5.0994575211165305 Each least square approximations [-6.78150004 -3.78645584 1.13070513 2.61178821 -2.81039199 2.94595275 -1.18449737 1.00168654 -2.2292239 1.5696313 -0.43173525 -0.18843178 -1.11198882 -2.2371723 1.69352064 2.1202521 -1.13730881 -1.98787817 0.98234871 -1.5112728 ] Distance 10.124041678969743 Each least square approximations [ 5.11780297 -1.27982183 5.16167162 -1.02536955 2.06182678 -0.23508211 -3.78704111 -0.48329393 -1.16345757 1.01776253 -2.19994539 -1.11914589 0.21927877 1.96059276 -0.22500459 -0.86177069 -0.34139454 -3.55457986 -0.39099432 -1.10356213] Distance 10.86114860786418 Each least square approximations [ 9.70031658 2.4177281 -3.42043207 2.66503439 1.54324087 2.90833717 -2.00902291 1.79073014 -0.52760378 -1.06447447 -1.14895521 0.76738098 -0.50017725 2.49178721 -1.01024732 -1.12374412 0.20937111 1.18156367 2.4252782 -1.20070534] Distance 7.8744371847461485 Each least square approximations [ 9.94553099e+00 1.20302457e+00 3.02727820e+00 1.48844439e-01 -3.10996705e+00 1.64922540e+00 1.66006113e+00 -3.02605564e+00 1.55243197e+00 3.14720435e+00 1.74241790e+00 8.97761830e-03 -1.15489735e+00 1.30101826e+00 -1.25978270e+00 1.23671267e+00 7.48399516e-01 1.21790106e+00 -1.23990662e+00 3.39882997e-01] Distance 7.785708852746236 Each least square approximations [-11.01784527 0.28851495 -2.95056806 -4.85886018 -1.5058161 2.0372941 0.51330176 0.48192265 1.09068111 0.93216902 -0.70393827 -0.24346524 0.01608392 0.43995246 -0.57047065 -0.01137214 -1.24975441 0.96286803 0.75545755 -0.38280795] Distance 7.253711077579365 Each least square approximations [-6.5070124 4.74310784 -5.50793063 0.62932466 -1.59831187 -1.72714806 3.12585373 -1.80781204 -3.28443481 0.98003581 0.32715692 0.88839934 -0.45921662 -0.92831539 -0.62324204 1.96063398 -0.40711583 -0.13563565 -1.88826119 0.44519956] Distance 8.639972337490983 Each least square approximations [ 6.79517049 3.3157769 0.79705905 -1.41397147 -0.1216487 4.54347919 -2.64317597 -1.09708451 0.54315931 -1.83571835 -0.21873843 -0.68894527 -0.50897407 1.08876052 0.52267857 1.52917568 -0.20699719 0.32992407 -1.09312086 -0.26699122] Distance 10.601048933693951 Each least square approximations [ 7.90224599 -1.38229167 -0.60465552 -3.29138003 5.42685677 2.82801784 -0.62427906 -1.01321077 0.56897616 0.04374807 1.1828858 0.2238727 -0.08811121 0.06060995 1.99882839 0.10955365 -3.00685684 -0.02854721 -1.65681152 -0.59342714] Distance 8.851109064460156 Each least square approximations [-8.4176195 -1.37177583 -4.97454927 -3.22790307 2.49996135 -2.83214789 1.60786344 0.12294622 0.23912324 0.16019084 0.14807097 3.46067191 1.07825273 -0.75953622 0.16628986 -1.88096356 0.12615494 -0.16759538 -0.3858252 -0.24305389] Distance 8.263286037005471 Each least square approximations [-11.19837289 -4.82568593 0.19133484 -1.25317527 0.6394684 0.92738897 -0.16310338 -0.58680955 1.44141571 2.27921689 -0.24856612 0.90651792 1.44752637 -0.36173815 0.13641729 2.06555252 -1.78165592 -0.61194513 -0.34318215 0.0519034 ] Distance 6.357708389728866 Each least square approximations [-8.87149864 -3.69764496 2.39195429 -0.54584559 -2.45918306 1.68596956 0.54012561 -2.35360681 2.10885301 0.81302828 3.3922719 1.51153181 0.03034627 0.20175393 0.23130905 -1.89331907 -1.25223083 -2.14432898 0.18390348 0.32661798] Distance 8.288008468891078 Each least square approximations [ 7.59289854 -0.51812181 5.5365172 -1.58729431 2.64466599 2.05737071 -1.1261445 1.73268208 -0.64144107 0.03599137 2.85260278 -0.12674689 0.98769611 2.07334933 0.95348998 -1.6431586 1.23363051 -1.70364947 0.95981842 0.58308581] Distance 8.998291587678134 Each least square approximations [ 9.86136984 -0.20018345 -0.07032625 -4.99341664 -0.62816717 3.09787688 -1.63223268 0.22938139 0.92992863 -0.68261572 1.9518564 2.27555002 -2.6179987 -0.44234364 -0.35599658 0.89426843 -1.95719553 -0.52549536 1.27748199 -0.93946836] Distance 7.130554699390128 Each least square approximations [ 8.77482711 0.18708124 -3.68685905 -3.74489534 -3.76003762 -1.60488073 -0.51645171 0.99807876 -1.2434396 1.85419996 0.49818796 0.16797126 1.50625584 -0.09545377 0.06799115 1.38988176 0.08713984 2.4860488 -0.95958095 0.27284806] Distance 8.450472557406533 Each least square approximations [-9.93574322 5.23080483 4.98179631 2.4265983 -1.08794979 -0.2835946 3.01464984 1.2374317 3.38256105 -0.19072335 -1.25751139 -0.23994747 -1.44135682 0.92953646 -1.30896854 0.42260794 -0.56985949 0.16119347 0.61347379 -0.56219968] Distance 4.799037344842087 Each least square approximations [-9.86481528 1.13172458 -2.45368435 -1.30022485 1.1525725 -3.89099704 1.01206434 0.80557728 0.1398697 -1.26842928 2.74509737 -2.25949864 -0.93061269 0.45009194 -1.00885929 3.45989167 0.52808998 0.19703214 0.54942365 0.25660886] Distance 7.0986766934846806 Each least square approximations [ 7.32790588 2.05992454 -1.01648908 -1.89364588 -1.63240464 1.3679751 -1.01136406 -1.8171986 -2.18977332 0.40169046 -0.93494249 -0.21459946 0.65269419 1.0764983 -0.66055831 1.21189995 0.83498731 2.05175053 0.57060683 -0.09770768] Distance 10.854535866211029 Each least square approximations [ 8.64256559 -0.07002207 1.52302799 -3.03355922 1.7127802 -0.55535293 -1.70378388 -1.03572892 1.60585804 2.74092765 -0.14077125 2.50823332 -0.05718309 0.859452 1.27170231 -0.85278622 2.91653255 -0.60758221 2.85320433 -0.11136332] Distance 8.59623837528354 Each least square approximations [-7.34217102 -0.95234447 -3.34046184 0.17208239 -1.19741677 -0.0295268 2.26366896 1.35852806 -0.737849 -2.40764463 -0.85949031 -0.92152356 -1.16764049 -2.77710472 0.32896574 -0.33426113 -2.64251297 -1.03870947 0.37443026 -1.0601528 ] Distance 10.143640400512771 Each least square approximations [-8.18884508 -0.19229916 1.33786438 -1.19006888 -1.59342477 -3.89103506 0.01691722 0.21774182 -0.40111891 -1.18203184 -2.91843419 -1.67922813 -0.2312333 0.28102382 1.72332161 2.27761557 -0.26029828 0.96690847 -0.03680573 0.26732048] Distance 9.67283262195946 Each least square approximations [-8.81827169e+00 -2.57031695e-02 2.35743928e-01 -5.72299797e-01 -9.28574783e-01 3.17249222e+00 4.66257884e-01 1.30770655e+00 1.77263279e+00 8.48428008e-01 1.99208353e+00 7.62300500e-01 2.94818977e+00 3.47973830e-01 6.46796667e-03 -1.93111762e+00 -1.89977892e-01 2.14309094e+00 -1.54872143e-01 3.13634355e-01] Distance 9.335211603032814 Each least square approximations [10.40318549 6.97829344 2.71645736 -0.53096434 0.33773214 0.15269926 -2.05958462 0.22265188 -2.21582164 1.81923897 -1.07093119 1.22673115 0.8493683 0.61085141 -1.18614078 0.79166297 0.35266797 0.62614006 0.45831672 1.40545511] Distance 4.258789201898078 Each least square approximations [ 7.10169033 1.9907704 0.45910749 -2.44483831 2.31581111 1.02397303 -2.09015738 -1.99150713 0.5266189 -1.47864865 -0.92528183 0.65197079 -0.68505606 -2.0733767 0.71723643 0.20058473 0.80689036 -0.84970684 0.46613762 1.07002337] Distance 10.803548369156678 Each least square approximations [ 6.9158179 -0.08183673 -1.0672788 -7.1286084 -0.57892367 1.44641167 -2.37440425 -1.21631145 2.12528583 -0.21364883 -0.81801195 2.42553316 -0.6512321 1.3610128 -0.1998858 0.18329648 -0.13605327 -0.36167418 -1.01321809 1.16182604] Distance 8.861424469772404 Each least square approximations [-7.36873384 -1.25666681 1.30245053 2.8724102 -2.71896433 0.80990633 0.6171581 2.9041071 0.06375132 1.22965635 -0.02907267 0.23969436 -1.43318027 0.15542292 0.87621899 2.82257809 0.6514207 -0.51039442 0.59518873 1.30385182] Distance 10.297421381174845 Each least square approximations [-8.26578653 3.94810527 -2.3626205 -0.56733442 -2.85083584 -0.49860544 1.10193976 -1.49060455 -0.38947127 2.28042863 -2.22808632 -0.11612592 -0.82868365 0.08481446 -0.08048187 2.95432126 -1.12893235 0.0317751 2.76470202 1.82365369] Distance 8.776431133882737 Each least square approximations [ 5.87018122 1.22586275 -0.07934152 -1.43695318 -2.67174837 2.47153049 -2.11464045 -1.1665622 -0.44148841 -1.72878599 -2.22593556 -0.41857172 -0.54442093 -0.05949924 0.30175305 0.81503377 -0.77423277 2.5040687 -0.93273167 0.72116353] Distance 11.658240657087076 Each least square approximations [ 9.52648231 3.75944903 1.46864797 -2.51271175 4.27025361 0.07840418 1.767124 0.71451009 1.66020221 1.36024335 2.44228659 0.45746022 0.82571655 -1.71610309 0.98937969 -0.77158282 -2.0384595 0.31754434 -1.10586947 -3.53041897] Distance 6.441932380837612 Each least square approximations [-8.95106255 -1.06386035 -2.51394058 -3.77741481 -2.30139739 -1.27838498 2.19046047 -0.22896963 -0.1111738 -0.17025853 -0.29271053 0.46515066 -2.77799695 -2.66484633 2.92195092 -1.65203206 -0.35546797 -1.30231184 -0.63653555 3.38751596] Distance 7.543226859784007 Each least square approximations [-7.87024115 -2.11888554 1.40190086 -1.96574283 1.14573278 -0.03278261 -0.96259471 0.0121164 1.3395475 1.58632174 0.90404189 -1.01560938 -0.07775243 0.22381831 -0.36610632 0.13449053 1.57131562 1.81086322 -0.40046356 0.06336339] Distance 11.129899386864574 Each least square approximations [-8.33920975 -1.32656359 1.6609398 0.50579303 0.10985191 0.24516038 -2.01037482 -0.06805537 1.29626024 -1.74160684 3.25420605 1.31891531 3.62645652 -2.11665936 -0.25118227 -1.31395577 0.60432466 0.9010243 1.41286264 -1.1380424 ] Distance 9.554479238400841 Each least square approximations [ 8.32338441 0.57042973 3.1289676 0.40084386 1.40147016 -0.17428348 -1.33122593 1.18936928 -1.8038397 -1.09460211 0.49267445 0.39005848 3.19502256 0.14580262 1.88858276 -0.28671215 1.55364743 -1.77964378 0.99629577 0.09227686] Distance 10.030537359135547 Each least square approximations [ 8.09913463 0.32769788 -0.3318299 -1.91392083 1.04063992 -1.11087338 -3.45209309 -0.0365886 3.16254798 -0.17764754 2.52662305 -0.74874718 -0.77989027 -1.84987442 1.36804347 0.46866073 -1.32860494 -0.46441625 0.97948726 -1.15173918] Distance 9.978863464075243 Each least square approximations [ 8.71671169 2.00762107 -3.29057478 -2.65385747 0.13543465 0.60792563 0.03796241 1.08064853 -0.29384199 0.1116393 0.06085624 1.2665832 3.45623456 -1.09960027 0.06581367 1.70982396 2.99885869 0.45250413 -2.28722478 1.60985541] Distance 8.74103427340131 Each least square approximations [-7.86460779 1.04051242 2.14805061 1.90175989 -2.74755646 -0.9354799 3.81588701 1.83427813 1.37437797 0.42957743 -0.66977247 -0.09376123 1.94758527 -1.5666097 1.27388508 -0.82898174 0.1937596 -1.42422355 0.56053141 0.68701389] Distance 9.959912791497528 Each least square approximations [-10.54041226 -5.72046979 -4.20014737 -2.27673696 -0.31796785 -0.79590009 -1.4557309 1.9108695 -2.36066119 1.0216068 -0.77990599 0.46613731 -0.58162194 0.29844746 0.2200691 0.39012045 0.67053407 0.21458499 -0.03782567 0.89075426] Distance 3.7536342869796244 Each least square approximations [ 3.86506642 3.52955842 0.7222837 -1.31585214 -1.0987018 2.16236886 -1.66774277 -2.03713885 -4.55894717 -1.98690504 -2.61657318 -0.74950694 1.20612134 -1.47282116 0.46599864 -0.40273156 1.09690781 0.26446957 -0.80160532 -0.13184715] Distance 10.773292772432944 Each least square approximations [ 5.98789501 2.95279438 -2.07225182 -3.13200887 3.54747445 -2.65037702 1.54043724 -0.0170937 2.80464317 1.12078822 2.01125661 -1.89033091 -1.0275461 3.00951469 0.35512324 -0.82104282 1.71377857 -0.18134852 3.30474 0.9246925 ] Distance 8.575783346868347 Each least square approximations [-7.64347476 2.62795207 -2.1128688 1.68787609 -0.3190679 -0.42014538 0.81131706 2.05545448 0.640636 -1.53650635 0.77544755 -2.09752083 0.19025588 -2.26380364 -1.19691433 -0.09093999 0.09766288 -0.77370804 0.7112379 2.70630892] Distance 9.797375914731868 Each least square approximations [-4.43752372 -0.57453984 1.92227077 0.61410902 -1.43152522 -0.88176722 -3.37871004 -1.7177701 -1.13533062 0.95608276 -2.50221809 -0.37899486 2.07350868 -0.83394152 1.28839109 0.79902523 0.84925016 0.86915422 0.07748634 0.74173154] Distance 11.721054443556461 Each least square approximations [-7.4820968 0.49574116 -2.91696129 -1.06840965 -1.7834463 3.62334113 -3.6619493 0.54301391 1.29767054 -1.7743305 0.89047171 -0.77453368 0.43852601 -1.06787644 -0.10512245 -3.95734985 -0.18918452 1.06779623 0.27296409 1.58181151] Distance 8.586646155062017 Each least square approximations [ 6.26737671 5.00589488 0.26959279 -5.28003484 1.36980496 2.48932404 1.8706235 -0.74560147 -3.15791341 -0.10550201 0.28971903 2.30853855 0.79557308 0.80921727 -0.92317273 -1.33636609 1.70944414 1.95000403 0.30578735 0.26991696] Distance 8.122296248694823 Each least square approximations [ 5.50944315 0.65177232 0.77369415 -2.81335378 0.57638015 0.87494623 -2.60287809 3.34410516 0.67116459 -0.44935249 1.96664432 -0.57530399 2.12994646 -2.92323088 1.0298866 2.7325181 0.80091092 -1.47523934 -0.40291873 1.2493632 ] Distance 10.35638670211716 Each least square approximations [ 5.67355214 2.89861237 -1.1494845 -5.44756912 0.18750256 -3.34478704 0.38246958 -2.65193731 0.87396655 -2.50795085 -0.60249154 -1.61901431 -0.3316087 -0.03531324 -0.69535614 0.45476867 1.08426407 -1.62612098 -0.43163258 -0.86135854] Distance 9.54077480340461 Each least square approximations [-4.93894325 0.36117354 4.47374689 -1.2405619 -1.91806059 0.76032099 0.44868646 -0.04210237 1.37623425 1.36418325 0.35271451 -1.87713819 2.24748058 -1.01639591 -0.18844267 0.01273192 2.93637345 -2.8800338 -0.10202631 1.21232255] Distance 10.683962435592266 Each least square approximations [-6.01466194 0.1169474 -5.2542797 2.16563342 4.32436593 1.48773354 -1.62438555 3.51724901 -0.91518478 2.61072494 -1.70962379 0.91542056 -0.68711504 0.41786722 -0.96665484 -0.48009269 -2.94846306 -1.39165785 -0.51138141 -0.81120075] Distance 8.558478458237207 Each least square approximations [ 6.92770379 0.82597162 1.21893101 -0.28457689 -0.35177045 1.95657856 -1.62825919 -1.54796054 -2.84567984 2.03899508 -0.83240161 0.00794089 -0.37118762 -0.01396072 0.03675121 -1.60683027 0.2474944 -3.45240856 1.32592907 -2.07734186] Distance 10.462731501477043 Each least square approximations [ 6.06929309 -0.20357268 -4.92592495 -1.89113207 0.79484589 -2.93674573 -0.24164672 -0.90132722 1.19886786 2.41368792 0.3609338 0.82371921 -2.17025575 0.92037973 2.50147689 -2.16562171 0.80332359 -0.66680565 -1.55238305 2.64086001] Distance 9.619630958625239 Each least square approximations [-8.93063878 2.40116639 -1.31855605 2.03073044 0.49332055 2.67898665 2.46499831 2.49443446 0.81985734 0.06698981 2.25890914 -0.3252426 2.39595172 -2.56133382 -1.18994126 1.89632569 0.23471469 1.15055504 0.03045402 -0.34408692] Distance 8.162973619662703 Each least square approximations [-5.81176217 2.88106129 -0.99849014 -2.46280288 -2.11332739 1.12937245 -3.55202888 0.48868744 0.8942114 1.28813799 0.85147067 0.77450912 1.23833707 -3.1807972 -0.61444124 -0.60597177 0.2554369 -0.6182085 -0.48803602 -0.20424007] Distance 10.853108167605537 Each least square approximations [-8.66973033 4.01531649 1.3491611 -3.00577111 0.30600922 2.67252166 -1.79449743 0.53273123 -1.87129062 -1.25336161 -1.82490012 -0.50745994 -2.78696428 1.29390474 -0.09578996 -1.7066261 -0.21262299 0.02725977 1.49286309 1.54859184] Distance 7.990957594364146 Each least square approximations [ 5.77864615 -1.60653635 -0.39002688 -5.2929773 1.84541529 4.11126036 3.02236865 0.11619366 -2.79817292 2.03055047 0.10160802 -0.11181494 1.04645854 -0.41826126 0.53148199 1.13617281 -1.02709536 -0.31310424 -0.48925909 0.75291458] Distance 9.594664305441238 Each least square approximations [ 6.13971483 1.95590314 0.4130346 -1.79378532 2.19026235 0.85638748 2.1620265 -1.2102614 0.08713696 -1.63756521 2.8015189 0.19294674 1.74866726 -0.49322644 -2.50777183 2.68907618 0.22190759 0.0135465 -0.80960876 -0.25776573] Distance 10.848339938044907 Each least square approximations [ 6.74526924 -1.10794343 -1.80871447 -3.30911566 1.81854025 -2.34209864 -0.94349837 -0.67480791 0.56873449 1.49793422 1.43643901 -1.4233457 -1.72179117 -0.21066294 -2.13371833 -0.2193503 -2.3686944 -3.50573152 -1.7279332 -1.30617835] Distance 9.720522278116661 Each least square approximations [-6.18887544 -1.72482778 1.47772232 1.77457702 0.33495329 -0.90558789 -1.7816093 0.42469744 1.18038553 3.16263838 0.29443309 -2.12507726 0.77488495 1.245747 -2.20091542 -1.40586996 2.15469587 -1.19335088 -1.58731987 -0.69041088] Distance 10.839865502652717 Each least square approximations [-8.40312966 4.10461019 -2.69961578 -0.14498168 1.11909136 2.98818854 1.62260598 0.44848538 -2.30474711 0.6673021 0.50291877 -0.32252145 1.16796086 -0.01810358 0.16703736 -0.63754538 0.04317923 0.88745819 0.22559606 1.30544958] Distance 9.21691853135988 Each least square approximations [ 5.55975215 -0.07696132 1.20938965 -0.13297442 -1.35547561 2.57523778 -1.8903501 -0.92440584 -1.25582904 1.31641007 -0.81460801 -0.32591855 -1.12102857 1.31455439 -0.35807761 -1.42793862 2.37927917 -0.87509142 -0.10268923 -1.35345204] Distance 11.84900326944591 Each least square approximations [ 6.59753026 -0.33370382 -1.61845286 -0.53686572 4.16038271 0.52857831 -0.86196841 -0.4587537 -0.44007996 4.04767517 3.04622638 -2.06929519 -0.54555895 -1.46592764 3.16198258 -1.11707838 1.43213339 -1.94711187 -1.44323868 0.25043803] Distance 9.289064829683658 Each least square approximations [-8.55924496 1.42410236 -2.97690648 -4.78552676 -1.79643748 -0.45274013 -2.76074977 1.99392177 -0.21714535 -3.3936753 -1.26919998 2.24042448 3.01369886 -1.43471997 1.43978693 0.72992047 -0.39449755 -0.06919842 0.63195433 -0.22710359] Distance 6.9684964495527195 Each least square approximations [-8.08103163 -1.77807698 -0.28038965 -1.72710239 -0.38840841 -0.98423277 0.54180972 1.54713361 1.4709975 1.30876057 0.37220308 0.53693825 -0.90501436 -1.12834772 -1.72291547 0.07748948 -0.90110752 0.7212439 3.06049891 0.70647094] Distance 10.358234294321047 Each least square approximations [-9.75970281 -0.01956673 0.58987477 0.09645345 3.48132093 0.62406379 2.3063016 -0.93114052 2.20308692 -1.44665819 1.21352569 0.34557754 -0.54941789 -1.05240325 1.56018404 -0.76060179 -2.36202037 -0.15128621 0.01779761 -0.32062837] Distance 8.37996220145909 Each least square approximations [ 8.63407532 -0.73780718 0.21120063 2.25052824 -0.39735071 4.416701 0.84999308 1.10104165 -3.0675156 -0.23928618 2.11031579 1.28673485 0.05293735 1.51866331 2.49236697 -0.55784968 2.07775645 -1.84179316 -0.36460007 0.21544168] Distance 8.312408627879526 Each least square approximations [ 5.92244626 2.86124363 -2.84246139 -3.35890865 0.49639213 3.35947474 -2.0964231 -2.11974342 -0.4250677 -1.54991394 1.82949865 0.41942142 -0.06351578 -1.45025554 0.59950284 1.03292228 1.22844295 -1.61401207 1.41690163 -0.86744521] Distance 10.180158942333465 Each least square approximations [ 8.64451092 5.39867622 -4.45823863 -3.2928857 -0.70714883 1.44653942 -3.20516209 -0.48348704 -2.10127275 1.28630559 0.73418184 0.9504017 0.59844498 -0.27652405 0.94354588 0.77885706 -1.65249167 -0.83017651 -1.33898296 0.12963658] Distance 6.38976487211412 Each least square approximations [-7.51943351 2.88594565 -1.87031554 3.3942339 -2.71142142 1.51746739 1.24691787 -0.48094326 1.12174025 1.98361553 -2.40311937 -1.2681951 -1.68646404 -0.30050356 -2.03115701 0.92606106 1.51435688 -2.90281305 -0.2078232 -0.29941803] Distance 8.973155349233362 Each least square approximations [-8.02025715 1.21900448 -2.6469222 -1.78820446 1.8548039 1.56201906 -3.22134234 4.50820352 -0.33722591 0.17219937 -1.93060223 2.13587409 -0.84496717 0.11696086 -2.68058511 2.48455795 0.58218396 1.99754303 -0.99018042 -2.02077219] Distance 7.305949745176245 Each least square approximations [ 4.30491776 0.29859031 1.1792302 -0.27710494 -0.89723925 1.5212906 -1.94368964 -0.96874099 -2.44411776 0.28556072 -2.02511523 0.43030967 0.79081192 -1.06439891 0.06959125 -0.20149094 1.16700321 -1.57315106 -1.34292718 1.74859236] Distance 12.211333746638651 Each least square approximations [ 4.91019167 2.74747944 -3.70308398 -3.77434961 1.49045646 -1.75936751 2.46206552 -1.54114785 0.77633586 1.4134364 2.81225759 -1.07422684 -1.01013975 0.22117 -1.02487864 0.83827344 2.83430469 -1.2212077 -0.03585713 2.26224283] Distance 9.766477359493036 Each least square approximations [-10.46951832 2.01095657 3.93098753 4.49691921 -0.50654463 -0.4004486 0.12042619 0.55713732 -0.7067224 -2.3066175 2.0899841 0.8080642 1.34180078 -1.38186038 0.62328845 1.02012026 0.47969565 0.34404253 1.4048336 -0.86626219] Distance 5.36285757887272 Each least square approximations [-5.25361896 0.62731593 -2.29830934 -2.03680505 -0.53450734 -0.83209897 -2.88631025 1.96506721 0.78444632 0.01361874 0.99142269 0.80906849 -1.32866567 -1.73717107 -1.7353231 0.08913643 -0.47883969 0.08813009 0.6296149 0.34674746] Distance 11.682462001353793 Each least square approximations [-8.23728033 3.29994241 -2.58580046 -3.33335739 -1.66426748 3.60304282 0.45903895 1.42476125 -2.28563431 -2.19666629 -2.36490927 0.01137548 1.75127041 -4.18170385 0.9505253 -0.53133301 -1.31760282 -0.09500866 -0.12664396 1.77572331] Distance 6.407475162772539 Each least square approximations [ 5.87378657 1.88037657 -0.92064141 -1.75589596 1.26037903 2.78107558 3.46788133 1.2873073 -2.65334498 2.90295112 0.21197446 1.94308372 -0.10413453 0.85989041 -2.10103925 -1.14318598 -0.67128623 -0.58745546 -0.83036286 1.09188551] Distance 10.22121494066229 Each least square approximations [ 5.14182402 3.10199672 1.44220094 -0.91454226 -1.74727698 -0.04433267 -3.07000862 -0.31491924 0.02220182 0.37526774 3.47302326 -0.60637889 -0.13336033 0.51001844 -1.40165803 3.56034752 1.70435364 -2.28776314 0.81035123 0.4404057 ] Distance 10.48090204747802 Each least square approximations [ 7.41388107 3.50753929 -1.66846032 -2.96823983 3.33113166 -3.62905663 1.5524352 -3.69602034 2.02279524 -0.34262542 -1.31505869 -2.91505443 -1.29705571 -0.36556701 0.48975691 -0.07972569 -2.07938776 -1.37571345 -1.33419973 -0.26657179] Distance 7.35654014479487 Each least square approximations [-6.67754429 -0.53858328 -0.43301773 -1.26410225 2.06079556 0.99233092 -0.6529369 -1.39599611 3.21136726 2.90517797 -1.62831862 -0.69893729 -0.79511436 -2.11182821 -1.02019251 -2.4995007 1.82562443 -2.68039089 0.01716295 -0.48585155] Distance 9.92902217152408 Each least square approximations [-5.07752589 2.8172529 -5.82670465 1.91266744 -3.11083598 -1.23127131 0.61853759 -0.22583526 -1.99526599 1.75890528 -1.30453181 1.16006 -1.93518748 2.14423248 3.21538832 2.95962512 -2.76803622 1.50415575 -0.68842676 -1.56240166] Distance 9.519201688028263 Each least square approximations [ 8.732937 1.55748907 -2.5923041 -1.17219221 -0.8623861 4.20440581 0.07472906 0.60485822 -0.7726951 -2.76917711 -0.12539337 -0.71906887 1.18049344 0.40839996 0.09268101 -1.42298858 1.17923165 1.76244738 -0.13357112 -0.69662882] Distance 10.050055345961832 Each least square approximations [ 8.5982351 3.10779857 -0.22583059 -3.79047389 2.91136798 3.5816456 -1.30473348 -0.80247252 0.59693945 -1.54949689 -0.39792641 2.73497971 0.84089098 -0.35194707 1.72144042 -1.79075592 -2.04158438 -1.42719555 -0.8805426 1.89466302] Distance 8.622504107190958 Each least square approximations [-9.00936729 -0.60182271 -2.69330247 -3.46889884 2.64273315 -1.37096002 3.73466496 -2.53450394 2.69602797 1.31635683 -0.33052021 1.91779404 -0.80006165 -1.89327841 -1.08974041 -0.53802023 1.3454961 1.30682422 -0.40761749 0.5898318 ] Distance 8.44964000947829 Each least square approximations [-9.85899233 0.5407052 -2.7726682 0.39230217 -2.4190565 -2.13539139 -1.45303534 -2.50056925 2.43956298 0.24558355 2.5864049 -1.52241 1.36556098 2.30361368 0.48145756 1.89176901 0.55460669 -0.81842305 -0.66850873 1.01064753] Distance 8.450770174182944 Each least square approximations [-8.08122917 -2.95965266 2.27586187 -0.20462577 -3.21009472 0.54371908 -3.42980606 -0.11782152 -0.88503747 0.2744062 -0.48758333 2.09944156 1.04011556 1.67988847 1.54319751 0.11312908 0.68341537 -0.17371331 1.45229731 0.90108956] Distance 10.348251283197122 Each least square approximations [ 6.89169942 -1.89326236 3.58559504 -2.41942767 3.74581154 -0.01020263 -4.48411709 -1.33731718 0.31007357 2.61979693 0.19988802 -0.72680554 0.2641309 2.48370338 -0.19784827 0.19661538 1.13316674 -2.07385344 2.12936301 -0.63437696] Distance 9.68964318336856 Each least square approximations [13.79763132 -1.59358079 -0.66837233 2.87703343 -1.37010153 1.41298788 1.59243778 -1.36530934 -0.93470205 -0.23797708 1.28616825 -0.0476569 1.25636767 -1.41364701 0.3153623 -0.61851161 1.1939244 0.17969377 0.26519921 -0.47587295] Distance 2.3790286267108884 Each least square approximations [ 8.92120081 -0.88986562 1.18242139 -2.10856239 -3.99389393 0.68872132 0.53184952 0.03862394 3.93622264 2.15855533 0.69583538 -0.63737513 1.3460579 -1.18132372 2.16517455 2.32598042 1.03885305 -0.15145331 -0.92827906 1.17099052] Distance 9.12982949171952 Each least square approximations [-1.13761511e+01 1.23719691e+00 1.67864392e+00 -2.70741533e+00 -7.84006284e-01 -1.48592745e+00 7.46747460e-01 1.44779373e+00 -2.23109636e+00 1.48724779e+00 -1.89746037e+00 8.13274348e-01 -1.60001845e-01 2.04899300e-01 6.83705265e-02 9.90959369e-04 1.29930999e-01 -9.57429101e-01 -6.94730377e-01 -1.47509663e+00] Distance 7.892030866089589 Each least square approximations [-7.96435146 -7.13240055 -6.48387935 3.55176363 -0.90087469 0.70487127 -0.67331098 -1.96361436 -0.61294464 -0.17921549 -0.84047576 -0.17733933 0.02210378 -0.96486632 -2.25533113 -0.37177126 -0.45243985 1.60486691 1.30269006 0.88965234] Distance 3.1613264416239004 Each least square approximations [ 4.16704045e+00 3.61546183e+00 9.43801724e-01 -1.51092838e+00 -6.57767552e-01 2.51820200e+00 -1.61976437e+00 -1.78459350e+00 -4.34491811e+00 -1.68708417e+00 -2.04326310e+00 -1.34223231e+00 7.44680847e-01 -9.22504992e-01 4.52919871e-01 1.70524566e-01 9.41346034e-01 5.72162944e-01 -3.10844480e-03 -2.48282764e-01] Distance 10.969596050948892 Each least square approximations [ 5.14202476 0.41328779 -2.53336126 -1.77654318 3.2716749 -2.37446895 -0.69231617 -1.4834121 3.47969958 0.35540599 0.88723121 -1.43195764 -1.65787675 3.29004696 1.03054302 -1.30277432 -0.65836585 -1.51389095 2.12093964 -0.87911314] Distance 10.125801262904975 Each least square approximations [-6.07856431 2.39343054 -4.01034077 1.21793555 0.03479703 0.45067614 0.2306461 2.15506051 0.46793136 -0.31916955 2.30841447 -1.77704506 0.24884208 -1.64590694 -3.35669335 -1.22194946 -0.43133524 -0.63395038 0.55695406 0.94092284] Distance 10.289412365218276 Each least square approximations [-4.04384088 1.11533816 0.42097264 0.64419618 -2.11935606 0.92499076 -3.33376733 -2.00455298 -0.85557606 0.46921111 -3.40734839 0.38570741 3.73623227 0.64177055 2.93415197 0.74823217 0.41991651 0.97957902 -0.05631077 1.24122845] Distance 10.933456998669511 Each least square approximations [-6.82981674 0.22039747 -1.80464072 -0.25182238 -1.6944514 2.85738352 -4.22758787 -0.3152783 2.51824873 0.03169291 0.25664046 -1.21936201 -0.26999532 0.62081569 -0.65719691 -4.40739941 1.98051433 -0.13072249 -0.06989082 0.785384 ] Distance 9.238245760980625 Each least square approximations [ 5.00972326 3.16928584 1.32657619 -6.93738088 0.99672053 1.26440654 2.62506639 -1.90398787 -1.85295961 -0.43306579 2.76179779 0.15336081 -0.7188121 -0.12353167 0.54233259 1.48232812 2.56363562 1.03118587 0.40642435 -0.5809602 ] Distance 8.750380030259262 Each least square approximations [ 5.31161032 1.08710182 0.62755249 -3.79089456 1.00180286 0.86474153 -1.01771632 3.44493375 0.82991155 -0.30967463 0.53358448 -0.18115826 2.10176173 -3.60497877 1.26151558 1.18260336 0.51704979 -0.18536534 0.10210662 1.58383403] Distance 10.677051710395302 Each least square approximations [ 4.89124661 -0.18339414 -1.29294415 -4.41409158 -0.63397675 -2.98362973 0.62630049 -1.99739119 -0.92806474 -1.81478066 -0.19547225 -0.96503303 -0.23515726 1.05334607 -0.07565864 0.34835918 0.51212314 -1.36834576 0.05688883 -0.81740807] Distance 11.363014891861122 Each least square approximations [-4.88275598e+00 -2.45976826e-01 4.69878632e+00 2.38508157e-01 -1.33711368e+00 8.23792585e-01 -8.00020807e-02 5.70678886e-01 7.18416032e-01 1.88346084e-01 8.31820908e-01 -1.31480661e+00 2.16170592e+00 8.71160238e-02 -3.36071554e-02 -2.57078827e-03 3.00146785e+00 -1.36662570e+00 -7.32801209e-01 9.13419904e-01] Distance 11.331473995647098 Each least square approximations [-6.83974554 -2.19070159 -4.82792839 0.29032744 0.77918529 -0.57307747 -3.00126839 1.47755807 -0.25913349 1.4629166 -0.30466402 2.44136763 2.10793175 1.07758204 -3.54200814 0.24000216 -0.87106491 -2.8526369 -0.85895821 -2.83135986] Distance 8.155381242587348 Each least square approximations [ 4.37375466 2.22956761 0.57390108 -0.92105102 -1.34800334 2.26611431 -1.42130202 -1.32117208 -4.1832818 -0.49890191 -2.23579437 -0.64581972 1.50878994 -1.44797357 0.36234786 0.5248076 0.20587703 -1.09466198 -0.38784447 0.3019794 ] Distance 11.502479685270686 Each least square approximations [ 5.05425828 2.33624971 -2.61735632 -3.2609973 1.44851921 -3.90356361 -2.05312623 -0.50937962 1.76503953 0.4344661 1.19325694 -2.83022889 -2.17378747 3.14730731 -0.14692376 -0.58620852 0.14820343 -1.48131326 0.67558953 2.26397469] Distance 9.58636992419256 Each least square approximations [-6.96010073 1.37226062 -0.99194322 2.95810579 2.51199105 -2.21213294 2.60850069 4.17501205 1.4775298 1.147142 1.55110842 -1.56444925 1.82176851 -0.84402332 -0.92559474 2.40570413 -1.50318148 -0.97812734 0.54882387 0.7926873 ] Distance 8.891420730991307 Each least square approximations [-3.77756143 1.4878747 -0.82224323 -0.88705702 -1.53775414 0.94550493 -2.47223599 -1.76180977 0.93203948 2.25152228 -0.24433823 -0.58224296 2.48610196 -0.95803361 -0.01115994 0.60499999 0.69752305 -0.52230656 -1.58170348 0.09424596] Distance 12.257135502251836 Each least square approximations [-7.19704498 -0.08330014 -2.30109017 -4.70340008 -1.89761972 2.90037014 -3.34576448 1.50110917 0.2068334 -0.0680938 -0.0775631 -1.28293029 0.28075068 0.04042879 -3.82242979 -0.96616459 0.22852213 -0.50380501 -0.85023455 2.6261649 ] Distance 8.233967662918038 Each least square approximations [ 4.80464259 1.5114272 0.4796232 -4.69117592 2.03023861 1.84269113 3.83495934 -1.51006421 -1.27041195 1.31434667 1.29856674 1.4667837 0.02284035 0.58887282 -1.78358035 -1.11202407 1.75833493 -0.03154904 1.65209569 -0.04051659] Distance 10.385148876323367 Each least square approximations [ 6.0159589 -0.06678689 1.04575396 -2.80046338 -0.51569646 -0.35547459 -1.48785312 3.57983503 -0.22525409 -1.16746139 -0.70408521 -0.49311072 0.52508698 1.52475283 -1.6751836 2.4548355 0.1223614 -0.15835648 1.00996987 1.81531154] Distance 10.919494943673204 Each least square approximations [ 5.3992051 0.27961766 -1.11215176 -3.30744618 -0.12696783 -3.49262741 1.26974694 -1.07858829 1.2133266 -1.60504414 1.1183459 -2.22228937 -1.30015177 0.61795219 -0.49659236 0.28511818 -0.47372172 -1.07939929 -0.39115869 -0.67892338] Distance 11.25580022378196 Each least square approximations [-5.38205658 -0.63325558 4.09784267 -1.06418084 0.43243019 -1.69653197 -0.52554347 -0.79176541 -0.16633013 1.63291057 0.27422649 0.14341667 -0.10133786 0.69262144 -1.40190458 -0.70656257 1.27815516 -0.06037951 1.76660683 0.54560282] Distance 11.647710566775489 Each least square approximations [-7.96330035 -6.68527401 -0.02418173 3.84659691 -4.17664939 1.56933175 3.71917558 0.07441418 1.75181214 0.46143384 1.57036804 -1.06291147 0.35668419 1.80719946 -0.67116846 0.55307098 -0.96760528 -0.36319415 -2.18722913 0.61836227] Distance 5.41705813622464 Each least square approximations [ 1.95608669 1.93075957 1.15235718 -0.83169941 -1.3379657 1.25883319 -1.32922301 -1.77466472 -1.55558734 -2.55387545 -1.43106909 -0.97538986 -0.03399258 0.08063495 1.37470879 -0.98204969 0.19636115 2.15800685 1.5721789 -2.29678389] Distance 12.575547313162167 Each least square approximations [ 3.08423916 0.20642763 0.65696125 0.42733237 3.03183528 -4.34583037 -1.31671285 -0.64798645 4.03372863 -0.79594775 3.20347561 0.9802724 -1.61124748 0.36442192 0.43174221 -1.53363125 -1.35158942 -1.37718899 2.78015128 0.58319198] Distance 10.847398239044395 Each least square approximations [-2.69432208 0.35203321 -3.03418828 -1.07446871 -2.51552852 -2.83493783 4.60353223 -0.60341845 0.24007998 -0.04009586 1.39414586 -2.9358367 1.96760858 0.52400136 -0.61835148 -0.52927349 -2.18782086 1.38705553 -0.2396605 0.60320267] Distance 11.270639513109026 Each least square approximations [-2.37410747 -0.80273807 2.03390173 1.21860272 -1.4123215 -1.808536 -2.43152239 -1.53634627 -2.4309093 -1.69051863 -2.11975486 1.50704974 1.96139474 0.02463831 2.30178273 1.64241804 2.08723089 0.71209992 -1.72781802 0.19649264] Distance 11.939503817671413 Each least square approximations [-5.17274748 1.14894091 -1.17859178 4.69780382 -2.96465239 2.12739184 -1.38507237 2.08203749 2.52048721 -1.24292802 3.86336665 1.33808925 -0.95481336 1.70503256 -0.21379003 -1.04847732 1.66725214 2.44608409 -0.7002714 1.40304578] Distance 9.557794572454622 Each least square approximations [ 4.15177207 2.97756609 -0.64554507 -3.05519471 -0.51798319 -0.53201762 -2.21532804 1.93412439 -0.83854619 -2.47993189 2.57854589 2.38850733 -1.26740513 -1.21947205 -0.82770822 0.56447377 3.62689016 1.29043542 0.8275044 1.06142642] Distance 10.875017794123234 Each least square approximations [ 3.67280264 -2.01293545 -2.53277927 -3.01367308 1.59802304 -0.7854782 0.529911 3.00338841 -0.25496246 0.32643608 0.97505632 1.64901116 2.23549446 -2.39061095 -0.27720941 1.01770996 1.87958109 0.13474655 -0.37289715 2.46306363] Distance 11.503106010187745 Each least square approximations [ 2.68724048 0.45044782 -1.37019626 -0.22546108 -1.47637788 -1.57180818 -1.90176075 -1.93905213 0.22357134 0.3540086 1.79696159 0.4289206 1.00604365 0.86777171 0.74132244 0.79991411 0.88500286 -0.25420513 0.59430729 -1.27212548] Distance 13.134440271937466 Each least square approximations [-2.33290899 1.56358378 3.24323543 -0.12780073 -2.13708812 -2.46438123 -1.18312804 0.35405443 -1.42412722 -0.64555309 -0.57828625 -3.29604645 1.32591988 0.79445882 -0.72225432 -0.20609215 2.99713874 0.12256178 -0.75951108 -0.70057453] Distance 12.083269324939353 Each least square approximations [-5.73693448 2.82333417 -6.83379569 0.95638621 -2.85639406 -1.557948 1.5994879 0.18115312 -2.73500192 0.60753438 -1.73485992 2.80360982 -2.46271311 0.58238618 2.27346969 2.90039867 -2.23823466 1.78104058 0.07731351 -2.04714611] Distance 8.093944612761552 Each least square approximations [ 8.81447926e+00 2.85932705e+00 -1.31962366e+00 -2.02333284e+00 -1.29534632e+00 4.72303873e+00 -1.04723126e+00 1.01281321e-04 -1.19700718e+00 -3.25889937e+00 3.50921062e-01 -1.57275443e+00 3.23355281e-01 -7.24520817e-01 2.10840282e-01 -2.15785821e-01 2.79088894e-01 1.19318232e+00 -1.79028333e+00 1.55791289e+00] Distance 8.887032091379249 Each least square approximations [ 8.75530283 2.31191646 -1.29988829 -6.25200989 3.90561648 2.29054101 -0.81619013 -0.89076247 0.90617133 -2.66965324 -0.47791186 1.73228504 2.21385538 -0.09753385 0.93543929 -0.76889895 -2.11009923 -1.01970123 -0.88347844 0.94025035] Distance 6.987307270897363 Each least square approximations [-9.63751982 -0.99008894 -3.65908569 -1.18247311 4.48845254 -1.6112497 2.69618852 -3.67522195 1.81859032 0.76532962 0.2887067 1.61344409 -0.91640856 -2.10197181 0.59136606 -0.84809235 0.75517247 -0.15249715 0.06005464 0.80934637] Distance 7.207241219085055 Each least square approximations [-9.99881163 0.25325399 -0.78325829 -0.71746229 -3.04110099 -0.7370992 -2.56582207 -1.99744447 2.23649002 0.9090554 1.56635374 -2.09324536 0.50888951 2.73992094 -0.47784911 1.56587182 0.05613061 -0.50895891 -1.10688395 1.47238617] Distance 8.364972911364474 Each least square approximations [-8.16979561 -3.26379423 3.38616397 -1.79320761 -3.7178352 1.12437592 -3.3856457 -0.90431177 -0.41613113 0.186505 -0.25248 0.68444374 2.28922625 0.29460252 1.01311388 -0.59032603 -0.26628528 -0.47597911 0.4310646 -0.08678447] Distance 9.533711593780493 Each least square approximations [ 7.72458797 -1.81239072 3.76329877 -3.1420371 4.80994171 0.09738143 -3.67128983 -1.80613802 0.51806252 1.94014751 0.95551015 -0.01309431 -0.08614619 1.89902909 -0.16448536 -0.09860824 0.16892595 -1.25407902 2.04069336 -1.02387911] Distance 8.71703831182122 Each least square approximations [13.3102393 -2.03777952 2.8866159 1.63177989 0.16125999 1.93934307 -2.22803212 -1.17923344 1.13869004 1.52558425 1.31480207 -0.27933575 0.30586256 -1.00311326 -0.34111308 -0.63915552 0.01353846 0.16715256 0.29774667 0.62639474] Distance 2.87310867443859 Each least square approximations [ 9.00535307 -1.29451431 1.18344862 -3.92519689 -2.89185794 -2.17437197 1.52065361 0.6620628 3.5318415 0.84416555 0.5903498 -0.51255971 2.74113111 -0.73716212 2.92204553 2.12276474 1.46409998 -0.25216522 -1.90395505 1.19853429] Distance 7.789858973311229 Each least square approximations [-11.21502221 0.86916387 3.90355612 -2.37571223 -0.71685929 -0.4550146 1.63703727 2.34591403 -0.90579479 3.38681369 -1.66375 1.50118281 -0.65250479 -0.34759976 1.4289811 -1.29735561 0.30228431 -0.61817218 -1.36912232 -1.5369734 ] Distance 5.971492629910172 Each least square approximations [-6.57585494 3.65430289 -4.15677109 1.20300117 -1.54365863 -1.87525186 2.05268077 -0.97125793 -3.99919124 2.00905532 -0.39025164 1.30540001 -0.8251694 0.03319524 -0.75463263 3.26968508 -2.96822185 1.53867413 -0.05100338 -1.7318163 ] Distance 8.642379934997066 Each least square approximations [ 8.45887554 1.49970867 -1.28130684 -0.49751058 -2.05903115 4.20040507 -0.80089386 0.59125095 -0.08938713 -2.04838279 0.38663804 -0.37464839 1.05144952 0.27335047 0.08508765 0.46147548 0.53415828 -0.19369566 -0.49933834 1.25552138] Distance 10.12271023460306 Each least square approximations [ 7.71861933e+00 8.17469361e-01 -3.54295286e-01 -3.92623520e+00 4.62171079e+00 3.98860617e-01 -2.71797829e+00 -1.82881152e+00 1.66377143e+00 -4.34259958e-02 2.95030749e-01 -1.14207188e+00 1.13704626e+00 -1.54299168e-01 6.23972580e-03 1.70558832e-01 -2.86240379e+00 -5.17679722e-01 -4.41285100e-01 -4.49898340e-01] Distance 9.309876670202145 Each least square approximations [-8.97623888 -2.36266228 -2.61276885 0.41003809 1.20334298 -1.07097591 2.88486162 -1.03911296 -0.33243074 1.70894826 1.78811345 5.24942204 1.12881069 -1.225895 -0.57696874 -0.92458508 -0.26249618 0.73184686 0.48195957 2.2271005 ] Distance 7.770692565750636 Each least square approximations [-10.42725552 1.02812611 -2.89637413 -0.05734119 -1.69789972 -2.91622901 -1.82770102 -0.56554628 0.75552855 1.67496218 1.26510765 -1.19051711 1.42051844 -0.40322708 -1.13184282 0.39752444 -1.10742449 1.87942059 -1.17349487 0.17946812] Distance 7.724685355581043 Each least square approximations [-9.27933452 -1.96548796 1.32650741 -1.86067289 -5.07690534 1.09409078 -1.74726678 1.4839962 -0.98589168 1.67502844 0.27973478 -0.43123469 -0.04888781 -0.44292871 0.70447554 1.305211 -1.54653756 -1.31019686 1.88816893 -1.19850614] Distance 8.130712696943375 Each least square approximations [ 7.36490336 -1.10557977 3.04358298 -2.84881903 4.07710993 -0.27680433 -3.06894745 -0.23661457 -0.12961208 1.04280479 1.39431009 0.46405172 0.98396783 2.78006763 -0.0866468 0.1801654 0.26044306 -2.21579341 2.44577427 -1.59144603] Distance 9.19603673872379 Each least square approximations [ 1.16774885e+01 -4.10777690e-01 -5.99042378e-01 -2.62486827e+00 -8.54622284e-01 -1.93572866e-01 -2.79639386e+00 1.27635081e-01 1.66609598e+00 -8.05938381e-01 -7.13031279e-01 -6.31223573e-01 1.43287362e+00 3.63996883e-01 -4.24393914e-01 -1.46625552e+00 8.03376002e-01 4.25030035e-01 1.40286693e+00 -5.28499112e-03] Distance 6.711906693238633 Each least square approximations [ 9.60448193 -0.18134135 0.22324048 -2.21487315 -1.70547242 -1.44968137 1.32214744 -2.01312714 2.07705332 1.7392324 0.75496208 0.40147974 1.50365524 1.62596484 0.46203061 0.52870792 1.83649364 0.9592753 -2.93271969 0.64898755] Distance 8.616762296389632 Each least square approximations [-12.33528526 1.63027026 0.83972548 -2.53200028 1.40921623 -1.75071026 0.34772097 3.77217961 0.18325946 0.72646415 1.38901339 -1.7028635 -0.7794633 0.16705886 0.72740304 0.02584265 0.21518739 -1.08954489 0.11313743 0.25223478] Distance 4.458372142576361 Each least square approximations [-5.28838864 1.70318579 -2.11478083 4.50051807 -0.79235951 -3.03968484 3.48592834 0.53679436 -0.8153511 -0.20071248 0.056861 -1.14502675 1.58671495 2.02038664 1.50609107 -1.05350165 -3.13528315 0.49009425 -0.27755455 0.08124935] Distance 10.347684240650299 Each least square approximations [ 8.14566502 0.29518543 0.95724777 -0.98600946 -1.26663174 1.90015553 -2.05425342 -1.16558994 1.72919456 0.113454 0.23756929 0.72409975 0.55763562 0.58591233 0.55298903 0.06513791 -1.57473982 1.19432546 2.61140295 -0.13325513] Distance 10.616748655631058 Each least square approximations [ 7.03170767 -2.51745622 -0.47676181 -1.04444792 2.39844893 -1.44443153 -3.57261941 -1.78066823 2.68163587 0.13597838 0.73914037 0.50015355 -0.19493982 -1.33177521 1.24719113 -0.2191323 -1.29673459 -3.05668883 0.80471264 -0.09288346] Distance 10.156352306276075 Each least square approximations [-4.03223968 -4.63136626 -4.38763439 -0.73284432 0.21199933 0.39415505 2.35411059 0.89979145 -0.06841741 -0.75708348 0.74305253 1.43743739 0.07300358 -2.45117956 0.38179014 -1.42625704 -2.25176831 0.06152222 -0.8734199 -2.10262091] Distance 11.019584308639207 Each least square approximations [-8.35890134e+00 2.25575699e+00 -3.63055880e-01 1.23462732e+00 -1.56476484e+00 -6.32084426e-01 3.94212954e-01 -9.98042939e-01 1.66215031e+00 1.27372752e+00 -5.55872099e-03 -1.12189888e+00 -3.37564527e-02 7.78208135e-01 -6.77037535e-01 2.07473890e-01 8.52103115e-01 1.68401474e+00 3.60877101e-02 -4.56418331e-02] Distance 10.779386266840138 Each least square approximations [-6.16929813 -3.31428786 4.40285062 3.88555029 -0.39289384 5.20694538 -2.71597582 1.24767543 3.22628563 1.15741263 -1.97057419 1.23821647 1.04513955 1.60686446 1.98430203 1.85501347 -0.83393044 -0.67973361 0.37929725 -0.62423056] Distance 7.5823405622840525 Each least square approximations [ 6.858257 -2.26751684 2.59545436 -2.13603302 2.29275861 -1.12172878 -2.94654756 1.56215393 1.41003664 0.07479935 -0.79888417 0.27455024 0.06081133 -1.29125731 -1.00320162 0.78217292 0.08658161 -0.53323965 0.41688469 -0.66372389] Distance 10.913807323816517 Each least square approximations [ 7.3362849 0.88028921 -1.91956756 -3.00047081 6.36388181 1.11650019 -0.06127147 0.76782965 -0.81259327 0.94037739 -2.74642767 -0.65694838 -1.21501751 1.04766214 -1.45738458 -2.16757026 0.19474548 0.03631398 1.07927089 -1.24249227] Distance 8.708747220178886 Each least square approximations [ 7.22667441 -2.80950692 4.30643924 -0.58718002 -2.07211576 -1.05595958 -5.70190884 -2.48604234 -0.74802323 0.95199416 3.15367043 1.457773 0.83645808 0.97122205 1.44054618 3.07956519 -0.05708768 0.6854176 -0.06143427 -0.46146588] Distance 7.522659481459036 Each least square approximations [-7.85215557 -0.70112824 1.85974248 1.16497693 -1.41547091 -0.52716641 -0.398588 -2.3536154 -0.75940547 2.82162312 0.28180342 -1.06128154 0.5148036 0.7496373 1.79356963 2.59232908 -2.21086821 0.86973617 1.21836051 0.09227835] Distance 10.224427588150006 Each least square approximations [-8.44353202 -7.77331821 0.69659839 0.94904768 0.57844091 -2.89231667 -3.79642104 -0.41555336 0.9965691 0.94979538 -0.96541906 -0.30572488 1.82657851 0.56145508 -1.00952698 -0.62431341 0.92272752 -1.30791533 -0.62609556 -0.61905067] Distance 5.393582169380481 Each least square approximations [ 0.55937652 1.69474218 -0.36341587 -2.12706498 -0.31276 -0.12752697 -0.94321076 -1.82083325 -3.2973928 -0.97107261 -2.49892589 -0.28229411 1.16300201 -1.45313145 0.87111499 0.06524026 -0.15920225 -0.50983223 1.51847959 -1.21128842] Distance 12.57824386885052 Each least square approximations [ 2.96553161 2.39127504 1.97414228 -0.5885048 -0.16874744 -4.65692382 0.28671537 -1.47951156 3.59831261 1.73095183 1.38262792 -0.04542624 -3.8685728 3.8563545 0.967447 -0.04908928 1.55862059 -0.83176965 3.62086715 1.45703787] Distance 9.331001366840647 Each least square approximations [-2.71634748 1.25919682 0.50128461 0.93906175 -2.43541088 -0.26093045 2.60840479 3.73142251 2.18367467 -1.64295779 0.97174657 -2.47939173 0.21166927 -2.29152536 -2.6613057 -0.30344543 -0.86021209 -1.72364655 0.5581759 -0.12807531] Distance 11.353672515841644 Each least square approximations [-0.18692073 -0.2999601 0.28411052 1.75268785 -1.24320345 -1.47813565 -1.82435197 -1.07462807 -1.85149993 -0.53986239 -2.87487777 0.58856875 2.44635989 -0.05295415 2.20944606 1.20503796 0.30045545 0.75872181 -0.48480784 0.6841328 ] Distance 12.620870734730033 Each least square approximations [-2.86896582e+00 7.60008429e-01 -3.31017728e+00 1.33212361e+00 -7.33431756e-01 4.28122497e+00 -2.29591642e+00 3.69915084e+00 2.51339283e+00 -6.97279749e-03 -1.55717111e-01 -5.70196402e-01 1.29972709e+00 4.37620738e-01 -1.73293502e+00 -3.99102565e+00 -6.95595867e-04 7.21281682e-01 -3.51498809e-01 2.33565499e+00] Distance 10.191103311040088 Each least square approximations [ 2.30209885 6.65006869 -0.37389253 -5.08845408 -0.44110933 -1.32723214 2.82827721 -0.07464156 -2.52674678 -0.65364471 0.72045418 1.37887377 0.29051704 -1.13796626 -1.89001145 0.57368777 1.27969372 1.63806076 -0.44350947 0.38146084] Distance 9.597224682738743 Each least square approximations [ 1.27938116 0.26169413 -2.77928076 -1.69753294 2.31584091 0.43329847 -1.44854483 2.75918448 1.31085814 -0.75467299 0.21963105 -1.58064217 1.36209732 -0.92156437 -0.84085888 3.46373113 0.70904617 -1.00691138 -0.93404822 1.61562374] Distance 11.999252627149248 Each least square approximations [ 1.33066188 1.88348948 0.15941861 -2.18937672 0.63383739 -0.47203464 -1.02001708 -3.72534573 0.6758246 -2.43405249 0.79032763 -0.10808289 -2.4413411 -0.15868971 -1.67395599 0.21636965 1.02370471 -0.36547411 -0.5119199 -1.8506128 ] Distance 12.263689195601692 Each least square approximations [-0.80177509 -0.28719145 1.515055 -1.17410506 -0.84133787 -0.20156712 0.7356499 -0.74227159 1.38349039 1.55805598 1.793043 -1.74354667 2.26103234 -1.79392593 -0.28365761 1.3585239 1.38564227 -0.68039603 0.88463158 1.41504864] Distance 12.827228004144954 Each least square approximations [-6.2529847 -8.20232796 -3.38690117 3.58335763 -2.23307517 2.3840747 -2.15276932 0.3609416 2.37210444 0.5184991 2.08336412 -0.53709822 0.58515289 -0.1726069 -1.48139909 1.01262976 -1.7784031 -0.77345758 -0.393941 -1.03910254] Distance 5.209919390971733 Each least square approximations [ 1.87946847 2.39540086 0.44182364 -1.04235399 -1.29362137 0.34233777 -0.29188474 -1.3960277 -3.85003974 -1.84808133 -2.09045701 -1.52378312 0.76139821 -0.88659467 0.76427277 -0.09312639 0.25283245 -0.12923719 -0.40808492 -1.53527522] Distance 12.18650302166762 Each least square approximations [ 2.4868058 1.46555614 -1.22022086 -1.03713799 0.43515157 -4.0720313 -0.78828483 -0.65706708 3.95451065 0.22718468 2.44889067 -0.55685496 -1.75594014 2.58134441 0.7150587 -2.79200054 -1.6069812 -1.1529371 1.46709441 1.53701356] Distance 10.73235364879115 Each least square approximations [-3.66301368 2.36100571 -1.10488967 1.23298808 -0.80758171 -2.31818131 2.05328704 0.91907998 -0.50894121 1.83030701 2.15711861 -4.57330297 0.79092071 -1.38023 -3.07499182 0.75743915 -0.63703403 -0.59898117 0.35627315 -0.25725009] Distance 10.81044831428687 Each least square approximations [-0.08556391 1.53232833 0.93750953 0.93538763 -2.42923354 0.30769478 -2.20571382 -2.31955919 -0.58556149 -0.74565085 -1.92215006 1.21137607 2.66120922 0.63187014 2.91414321 0.45306399 1.38172994 0.2016829 -1.35019522 1.15584092] Distance 12.028356759212546 Each least square approximations [-4.92231576 1.34509148 -3.65773376 0.70091433 -1.74164638 1.41565865 -4.04907797 1.74045329 1.87549971 -1.33340921 0.64678645 -0.11673007 1.07329317 0.82313388 -0.59398143 -2.46265984 1.2015303 0.15125451 -1.10884475 2.72521226] Distance 10.19376604938624 Each least square approximations [ 2.88524604 3.08661087 -1.56205227 -5.00661386 -0.1569622 0.29909443 1.99951293 -0.72226027 -1.11478987 -0.26221185 2.11856477 2.08087349 -0.50620491 0.26523758 -0.11020649 0.94765309 2.48267894 1.65560194 0.27296621 0.91490428] Distance 11.00935301359405 Each least square approximations [ 2.97733452 -1.39687767 0.01083805 -1.53655982 0.14108756 -1.13234079 0.16872022 4.15571469 0.38078591 -0.02889006 0.49412893 -0.0118109 1.82917527 -1.49045269 -1.06415278 1.56507131 1.65779873 1.08245637 -0.76531576 2.68695389] Distance 11.8041668465188 Each least square approximations [ 1.87509826 0.85415894 -0.94456429 -1.78156905 -0.55284182 -3.36026163 -0.3431582 -0.80287058 1.55673375 -1.62152849 1.36197846 -1.51197976 -1.05675844 0.97340566 0.00524345 -0.0904593 0.05882763 -1.48229873 0.93749209 -0.83421759] Distance 12.5166956606853 Each least square approximations [-1.49446338 0.00570106 4.04630107 -1.40111456 -0.59389027 -1.58134921 -1.6876921 -0.38355698 -1.69044011 -0.04117873 0.23133368 -0.90272594 0.90603717 0.97684616 -0.19107499 -0.89635532 2.34126945 0.06536915 -1.09669851 -0.3405663 ] Distance 12.361848884135775 Each least square approximations [-5.52903196 2.09820754 -4.67447177 0.94559009 -5.33150455 -0.76370365 0.1196666 -0.07642211 -1.51880762 0.4264433 -0.48907835 1.08729213 -1.60386888 0.80662883 3.06626939 3.51828468 -2.83147508 -0.32884753 -0.26192669 -1.118394 ] Distance 9.449777611265768 Each least square approximations [ 6.53402477 1.91872625 -1.22399542 -1.52501982 -2.5639386 3.94444141 -0.51907471 -0.35470934 -0.72846969 -4.62032541 -0.6854351 -1.35024976 0.6860227 -0.54069295 1.03231906 -0.7801797 -0.62941222 1.13605263 -0.04859863 -0.44186684] Distance 10.638752888558708 Each least square approximations [ 6.6419071 3.5821145 0.95633589 -5.71818351 3.19739663 -0.04343527 -0.7192965 -0.13696794 2.21430415 -1.50865807 0.17368981 2.04906801 0.08471443 0.16958906 2.31953752 -1.23730401 -3.93733605 0.35867819 -0.38038699 1.60495276] Distance 8.739297056076294 Each least square approximations [-7.87416988 -1.11848524 -1.97285883 -3.19277566 3.42273219 -1.9392423 6.08471256 -2.51453372 -0.4693227 3.1140604 -0.73150206 0.9029264 -0.27786992 -1.36085057 -1.47720361 -0.49542349 1.92644841 0.87617889 -0.76823126 1.03387936] Distance 7.515168275419208 Each least square approximations [-7.7734682 -1.55589849 -1.38860848 0.01985261 -3.85385326 -0.74324676 -0.36822304 -1.80136133 -0.05430214 1.00460049 1.6778637 -2.85014688 1.62260432 2.13458633 -0.79121416 0.56342028 0.62334403 -0.28121933 -2.58693506 0.42597666] Distance 10.169374328900886 Each least square approximations [-7.8258099 -3.40432393 0.34093961 -0.20590611 -3.76252428 -0.2190922 -2.88000054 0.6099337 -0.6869947 1.04928105 -0.16819957 2.20753914 1.48232329 1.72009147 1.45845904 0.0944227 -0.04342882 0.08503258 1.05439721 1.37686663] Distance 10.087460599809381 Each least square approximations [ 6.04156768e+00 -1.40565999e+00 2.99774429e+00 -2.03522125e+00 4.28777496e+00 -1.28338350e+00 -2.51206069e+00 -6.46715117e-02 7.82195479e-01 1.30102714e+00 1.83037637e+00 2.63891027e-03 9.76173364e-01 3.36531538e+00 -5.62621110e-01 -7.53114479e-02 -2.38536772e-02 -1.90251465e+00 1.92111436e+00 -1.25494491e+00] Distance 10.455125894422087 Each least square approximations [11.93678281 -7.2722039 0.08852103 0.50508073 0.45452953 -1.99999821 0.16654537 -0.48561714 1.17612433 -1.0809699 1.49969105 -0.11309084 1.13598597 -0.26677049 -0.59856332 0.95861224 0.19163245 -0.56947563 0.41737677 -0.27523222] Distance 2.4968121550046405 Each least square approximations [ 7.07198368 -0.38582284 0.48233018 -2.00173575 -3.44719671 -1.40100626 -0.07557631 1.2075592 4.40184523 -0.10719762 2.00768014 0.87870642 1.89994133 -0.46743525 2.24306804 0.71668649 2.21050178 1.2049415 -0.77355586 -0.34550117] Distance 10.201528893249296 Each least square approximations [-8.97703391 3.6190512 3.08213382 -2.51642055 -1.48068951 -4.1593804 -0.73006152 2.51389777 -2.01520624 2.71121639 -0.83172134 0.784475 0.45217537 0.1173756 1.54763008 -1.55739472 -0.20948544 0.67575119 0.01184358 -2.11682679] Distance 7.469992998738877 Each least square approximations [-11.48337933 -3.74764338 -2.94558143 -3.74019595 -0.99749199 -0.7243489 0.1357356 2.01997467 -1.60629909 -1.05395594 -0.22869536 -1.22789837 -0.87532124 -0.06416235 -1.30236207 0.90373523 0.07421143 1.02739413 -1.59580517 -0.99227575] Distance 3.542223100408052 Each least square approximations [ 3.70280684 3.54870245 0.77487423 -1.97984357 -1.38664814 1.8184056 -1.85885809 -2.34230615 -3.7167186 -2.05439012 -2.32902226 -0.73016035 1.28200109 -0.78774511 0.34408734 0.65503292 0.95933926 0.47908702 -0.62047998 0.72618487] Distance 11.225392425096642 Each least square approximations [ 5.78662136 1.73524835 -1.02581634 -3.72196088 3.43695953 -3.2051853 0.86990842 -0.46387394 3.22152631 0.92466789 2.98550929 -1.51063899 -0.19024558 2.87973829 0.68320805 -0.77714438 2.04669837 -1.05718881 2.96797273 0.702259 ] Distance 8.886753565268593 Each least square approximations [-7.70193098 2.19570355 -1.50746006 1.7215628 -0.22516468 -2.06079373 1.07442398 1.25814284 -0.5371188 -2.023153 1.12750982 -0.85077729 0.74493563 -2.525868 -0.47049786 -0.67266548 -1.42182415 -0.89616744 0.36172419 1.44287042] Distance 10.219377757152909 Each least square approximations [-5.30312685 -1.87290113 0.80764703 -0.5360628 -0.92216972 -3.06716152 -2.03051345 -0.09016502 -1.1893579 1.76661796 -3.54144387 -1.00016237 0.2378864 -0.65123202 1.61271815 1.34767182 0.93008483 -0.1214915 -0.72737068 0.308982 ] Distance 11.332750352924553 Each least square approximations [-8.17048544 0.23449958 -3.00415908 -1.19583981 -1.60544259 4.19854559 -1.83567211 1.18903582 1.2870713 -0.07840472 2.62583704 0.44972825 1.45548714 -2.17626624 0.34052846 -2.94029098 -1.03698638 1.22721874 -0.25053884 1.251902 ] Distance 8.308295015200153 Each least square approximations [ 7.46710804 6.18026976 0.19029693 -2.58925022 1.91967209 2.58777419 1.25012408 0.6087385 -2.42998238 -0.4937944 0.68696886 2.53423329 0.90224518 0.95294697 -2.16907077 -1.09465364 0.77827656 0.97423028 0.42361236 -0.31512572] Distance 8.022458118064216 Each least square approximations [ 5.64989434 0.49799695 0.76359045 -3.24949229 0.24929078 0.82930234 -3.91449562 2.21423332 1.38497729 -0.95226469 0.82806449 1.16331378 1.05338055 -2.54378079 0.01540659 2.96528168 1.26366693 -2.17400265 0.87504261 0.60674247] Distance 10.33868988447097 Each least square approximations [ 6.4441523 3.87695917 -1.16675023 -5.28925946 0.35076903 -3.50116684 1.06679988 -3.25680598 1.43719976 -1.38492984 -0.61824842 0.01334521 0.41351594 1.20833042 -0.4565512 0.27182868 0.62647122 -1.35546372 0.22339732 -0.80016318] Distance 8.980520940269432 Each least square approximations [-5.78122386 0.83899385 3.67225293 -0.66348337 -1.47682517 1.51357509 1.51089281 0.06215919 2.09475419 1.09139389 0.39536959 -1.75301676 -0.04679854 -0.88257521 1.03144487 -0.19163952 2.56491251 -2.11909073 0.8591169 0.61720232] Distance 11.053564586636824 Each least square approximations [-4.17452891 -0.15483426 -0.66005942 1.39188095 -2.25495895 -2.32104467 -0.8853845 1.52749856 -1.09887692 1.77470889 -1.88903041 0.43683089 -1.88700596 2.12607939 1.35523347 1.32860869 -0.86722251 1.71911274 -0.8165556 -0.60144376] Distance 11.70172878942226 Each least square approximations [ 3.9942851 -0.48465362 0.99908075 -2.06441413 2.45136443 0.21867988 -1.2988801 0.05976528 1.92944521 -2.07801656 -0.16940888 -0.36136281 0.60392019 1.36693469 0.86815936 0.0902791 1.61482165 1.12399606 -0.33676059 -1.95129276] Distance 12.111748847715923 Each least square approximations [ 4.33528642 -0.0676573 -0.61552926 -1.17742824 -0.75917362 1.80524878 2.67708735 -0.81091125 3.1834384 -0.04181072 1.85389616 0.67550255 -1.30371602 -1.04056087 0.90465157 1.82783487 -0.16284679 -0.2652928 1.06629478 2.2098504 ] Distance 11.643281301314397 Each least square approximations [-3.38575318 -1.1089626 0.08464207 -2.99889137 0.36695771 0.80055837 1.38382898 -0.58249602 -1.92691549 -4.12549626 2.0719587 -0.01970102 -2.24019512 -0.67293952 -0.13624405 -0.6620218 1.58012944 0.14945745 -0.98764541 -1.38401723] Distance 11.566792825683105 Each least square approximations [-4.91881131e+00 9.76093620e-01 8.51328695e-01 4.76544775e+00 -2.61012975e+00 1.91369830e-01 2.34659744e-01 -4.77141177e-01 1.38264187e-01 -1.15553891e+00 1.36261712e+00 1.83061597e+00 -2.71071094e+00 7.46736484e-02 2.88562769e+00 -2.33297273e-02 -2.22151680e+00 3.04106142e-01 -3.95073631e-03 3.82765618e-01] Distance 10.571062707880394 Each least square approximations [-2.46264891 -2.60731703 -0.59193321 1.96568729 -3.10897028 2.53650019 -0.59756578 -0.5810805 0.12275062 -1.30626901 0.04282047 0.23601588 1.18536402 1.65323908 3.82588626 0.93655702 0.37428459 1.43582909 -2.06910997 3.36848805] Distance 11.033848988176418 Each least square approximations [ 2.79211654e+00 -5.22795108e-01 3.93037681e+00 -1.36351621e+00 2.28233298e-01 1.69982767e-01 -1.63563381e+00 2.33685083e+00 -2.56359913e+00 2.58309506e-03 -1.78626595e+00 5.62390790e-01 -1.74860534e+00 8.12460825e-01 -9.14234910e-01 -4.03712529e-01 -2.57416868e-01 -1.29992214e+00 -2.04127125e+00 -9.38157447e-01] Distance 11.818905744661953 Each least square approximations [ 4.32741162 0.67267419 0.12983161 1.9598712 1.97355601 0.88884147 0.766866 2.74712264 -0.04545958 -2.49501355 2.24279602 -1.83529218 -0.15168251 1.52606093 2.41627479 0.97137223 2.5501136 -1.19529988 -0.60978073 -0.50777711] Distance 11.256153059225243 Each least square approximations [ 5.02168005 2.52838428 4.00472776 -1.6127857 -0.32551802 1.64310611 -3.52415652 -0.81601421 0.70717076 1.57761778 0.94116736 -2.44644476 0.94649361 -2.92975453 -0.50445055 -1.55914288 2.94724775 2.46695046 0.16462621 -0.80251532] Distance 9.553559224843935 Each least square approximations [-4.50027391 1.75571722 -0.08986563 -1.91785957 -4.21207752 2.0720282 -2.1240885 -0.55435971 0.5266228 1.64207926 -0.61694103 0.80584994 2.02161862 -2.63638639 0.32512106 -0.03750916 -0.30582252 -0.38344684 -0.92363816 0.77439451] Distance 11.142782593836209 Each least square approximations [-5.69955151 3.73534242 -7.35365199 4.24306587 1.52715113 -3.21413947 2.07904828 2.96503096 -1.64307112 1.16329077 0.4093685 -0.32086907 0.93704659 -0.68504984 0.74832895 0.40265221 -1.30780621 1.24280905 1.15961702 0.6580576 ] Distance 8.957984233013816 Each least square approximations [ 1.51145971e+01 2.06161366e+00 -1.40844933e+00 5.10054147e-01 -5.02315702e-02 -2.74210619e-01 -2.44740291e-01 -1.12249307e-01 8.41444499e-02 -6.13049032e-02 -1.90169266e-01 2.10403353e-01 1.50004406e-01 -1.17342895e-01 -9.14310777e-03 -5.52501407e-02 3.50469526e-01 -1.97228589e-01 2.24319408e-01 -6.82464940e-02] Distance 0.7228691213197379 Each least square approximations [11.08745671 -3.31761989 -4.72989242 -2.51391802 0.55940502 -0.35365024 -2.00696504 -0.46246452 0.27742236 0.6553152 0.4346632 1.96852788 1.48548892 0.47751456 1.80421395 -0.59944274 -0.64655686 0.12589452 0.45667561 0.57009129] Distance 7.554367805717872 Each least square approximations [-9.50273513 -4.48080979 -5.79700938 0.05631048 2.04380517 2.15366635 1.23618606 0.24986056 0.28891398 -0.06562528 0.88236614 0.65591296 -0.76391879 -1.97333072 -0.41243194 0.45809404 -2.39122532 0.62930915 0.94542625 -1.59736592] Distance 8.11527376140112 Each least square approximations [-11.26543463 5.98944911 2.65225576 -1.70086895 -4.44271798 -2.01675519 -0.03887447 -1.64531226 2.30140397 0.51065484 0.35605744 -0.77484309 0.82560139 -1.80418632 0.57084319 0.63453224 -0.81116252 0.69089803 -1.98390489 0.65499522] Distance 4.504549425992879 Each least square approximations [-9.925178 -2.06840757 6.64246344 -0.93218204 -2.4203297 1.18378318 -2.58005251 -0.9573201 -0.81990501 -1.14179733 -1.3790599 -0.67597496 1.01570203 1.59153444 0.62634722 0.2557076 -0.36987496 0.11751819 0.14541362 -0.3268949 ] Distance 8.044777544092575 Each least square approximations [10.47340779 -2.94931611 3.87307051 -3.90212397 2.53920751 0.69087272 -1.938521 0.45519382 1.17640734 3.40191013 -1.79666923 0.573217 0.40199431 -0.35407225 1.60333567 1.99101162 0.35040531 -1.41603938 -0.16946705 0.99810089] Distance 7.0688901762882885 Each least square approximations [10.96241201 3.8495454 3.10568755 -2.15241308 3.83305276 -0.09298319 0.72195648 -0.64259047 -1.12056033 -2.58087816 1.08326308 -1.71831388 -0.77621861 -1.14418646 -2.0303273 -2.42787643 -0.14279174 -0.92022302 -0.34142782 -0.82121177] Distance 6.740124428145696 Each least square approximations [10.74364361 -5.01695132 2.24334371 -4.3630457 0.29787308 -0.06248467 -2.39153034 0.27985189 1.26930945 1.24729407 2.81171355 -0.11784327 -0.63939804 0.97114092 0.09775324 0.73406661 -0.55313541 0.19277791 -1.10034042 1.51719288] Distance 6.9690675857322155 Each least square approximations [-11.45973732 -4.38757111 2.52243974 2.20515028 -2.5713084 -0.01993636 -2.76274021 0.37215949 -0.09213547 1.94095046 0.80841509 -0.84958556 -1.11363413 1.8487284 0.29030779 0.36993818 -1.69249724 -0.18379503 -2.50716066 0.73437394] Distance 6.326657878538113 Each least square approximations [-13.03534274 3.03772164 2.02129595 -3.20074554 -1.40621309 -1.36238609 -0.68234985 -0.64924028 0.62823447 -0.30131907 -0.86698095 -1.15329814 -0.67290483 0.09984724 1.16579916 -0.1500039 0.80703473 -0.46019051 -0.05880822 0.80438479] Distance 2.8306338614617115 Each least square approximations [ 3.17213213 0.8600492 0.96920114 -2.04843428 -2.3100817 1.49969199 -2.9671111 -1.69533541 -1.62849877 -2.24826554 -3.59461968 -0.4313583 0.1481675 -0.08678308 0.52595416 -1.12278487 0.77177293 0.29308484 1.88859036 0.08671105] Distance 12.25964756449555 Each least square approximations [ 6.25412902 3.11686726 2.61798966 -3.37463926 4.63163189 -3.45124361 1.1678115 -1.02063928 1.03646489 3.72409405 2.75488474 0.32298543 -1.87177608 0.44714136 1.37452592 0.67320681 3.16253871 1.15322229 1.8251718 -0.9138794 ] Distance 8.06945605941806 Each least square approximations [-7.58462036 -1.36110408 -0.23150476 -0.68886714 -4.69919301 -0.97884302 2.44501394 0.98389702 -0.87442316 -3.18065583 -2.35736777 1.32009591 1.36073974 -1.56426436 1.44386798 -0.81079834 0.92383723 -1.1056591 -1.60893139 0.7915334 ] Distance 9.577570926714543 Each least square approximations [-5.947892 -4.04305594 0.70054316 -2.31040525 -0.09583745 -4.02031327 0.40097275 2.23203918 -0.67294739 -0.12024519 -1.37558727 -0.23037954 -0.23159977 -0.9316157 0.03068602 1.44020357 0.59882639 0.9523638 -1.07362449 -0.63440452] Distance 11.18209473948345 Each least square approximations [-8.30388838 0.17267446 -1.70480364 0.37703642 -0.41915348 2.99707556 2.44026967 3.37351628 2.04048866 -0.12466756 2.59362016 2.43488158 1.93260655 -1.78590677 1.20728558 -1.93399462 -0.56737662 2.00866887 -0.09498115 0.75604632] Distance 8.928370168292965 Each least square approximations [ 8.82482058e+00 4.59584314e+00 1.34439418e-01 2.63019886e+00 8.56769078e-01 3.30477549e-03 4.41478741e-01 2.24974495e+00 -3.52901707e+00 -1.67324158e+00 1.60699246e+00 1.48729364e+00 1.10010984e+00 1.58816815e+00 -2.51576649e+00 -9.33771790e-01 -1.19777660e+00 1.32905106e-01 4.09063541e-01 -1.23572825e-01] Distance 8.221581862845557 Each least square approximations [ 5.14789531e+00 -3.99386013e-01 -2.99847911e+00 -3.74045995e+00 1.49787800e+00 -6.45641930e-03 -5.18504301e+00 -1.26731764e+00 5.01746386e-01 -1.83218746e+00 2.56029456e+00 -1.13533705e+00 1.48135527e+00 -8.58995928e-01 1.94610180e-01 3.76292047e+00 9.89301247e-01 -2.43103257e+00 -3.05152108e-01 1.37006725e-03] Distance 9.80793908616242 Each least square approximations [ 6.90866893 4.54342537 -2.45314373 -3.02499024 2.58771343 0.64125501 -2.75847504 -2.63248999 0.8947999 -1.16928592 -0.9228816 3.57108972 0.33331016 -0.54762029 0.73828859 1.79348415 1.05717356 -0.1344149 0.61419553 -0.33144875] Distance 9.240202925879096 Each least square approximations [-5.57449752 2.30989573 -0.25990934 1.73942353 -2.25984092 -2.46179306 2.46718078 0.57521291 3.63425326 3.12103147 0.09425474 -2.21163706 0.87544413 -2.2355951 -0.23992935 1.1047223 0.64691211 -1.70148043 2.25457529 1.52252155] Distance 10.461445100272556 Each least square approximations [-3.14910545 2.386111 -4.29715331 0.31564027 -5.0704127 -0.38521079 -0.38891273 -0.26022735 -1.76387707 1.10626148 -0.82228544 1.38360663 -1.9441028 1.71587805 3.84622324 3.57651033 -2.15666284 0.54636464 -0.58982923 -1.93389435] Distance 10.31808578749356 Each least square approximations [ 6.11377714 0.63056191 -2.89917437 -1.50979462 -1.41468423 2.84731502 0.81630772 0.31030012 -0.75933729 -4.26683619 -0.01772604 -1.32725858 0.9789189 -0.03253628 0.19299257 -1.07299213 0.63883745 2.1877855 -0.87352982 0.2275529 ] Distance 11.355758582581668 Each least square approximations [ 5.71047073 4.87614189 0.86761041 -4.85416065 1.82616595 2.92251389 -1.48829624 0.0720812 1.72827416 -2.16156307 -0.13286574 2.92048202 1.50736785 -0.29118409 1.71649219 -1.95317556 -2.52487936 -0.69989203 -0.26379059 2.26803342] Distance 9.207923324889883 Each least square approximations [-6.72712065 -0.5315673 -1.06520056 -3.86664326 3.67062329 -2.23058999 4.66418878 -3.75068706 1.05502299 3.00964551 -1.15784056 0.59558863 -0.57830412 -1.11229205 -0.66557297 0.60776776 2.25829704 0.3876269 -0.56453917 0.47680323] Distance 9.002582340284645 Each least square approximations [-6.78347487 -0.27133558 -2.45858021 1.26971082 -3.15242248 -1.54404743 -0.04901413 -2.36785565 0.98703758 0.85993449 2.79819015 -2.37082696 1.05558389 2.80117934 -0.86658291 1.41345805 0.32246639 -0.550977 -1.99721765 0.59464687] Distance 10.662344231406474 Each least square approximations [-5.92533684 -3.74480001 0.12580953 -0.27256145 -3.25268873 -1.10081158 -3.55104681 0.67691834 -1.39271791 0.03807366 -0.05724818 2.28826539 1.51225068 1.83736613 1.36677635 1.02281186 -0.16056949 -0.37398329 0.39315653 0.66777139] Distance 11.241875376533915 Each least square approximations [ 4.54662627 -1.83413459 3.05056652 -1.20137011 3.01504645 -0.89266439 -4.35620915 -1.73128608 0.71964536 2.37083687 -0.11907269 -0.57268341 0.16056123 3.74572033 -0.82037411 -0.02484143 -0.01244302 -2.40029206 2.30194716 -0.99774268] Distance 10.820053476893085 Each least square approximations [11.8789715 -6.06485064 0.05125249 4.49163175 -0.68733229 -1.63062208 0.32076772 -1.28519967 -0.91898225 -0.52644316 -0.02207502 0.62745226 0.02761087 0.09907328 1.04750891 0.19870658 -0.14761145 -0.51224631 -0.6492418 -0.457796 ] Distance 3.233025844211342 Each least square approximations [ 6.52177856 -0.30962102 1.64723569 -0.85625267 -4.74690619 0.03014219 0.40840361 1.23311483 5.94374567 0.57473223 0.947877 -0.18291602 1.70860949 -1.50019705 3.25380141 0.8402651 2.20421686 0.48207637 -0.05241321 0.19981561] Distance 9.40755298225495 Each least square approximations [-8.62472693 2.32204239 1.48291375 -4.45300463 -1.64517039 -3.06140621 -0.27732298 1.69923902 -3.12508353 1.83126348 -2.0721264 2.37790155 -0.39842974 0.21834172 1.92628579 -1.43900474 -0.10195146 0.1726025 0.12080127 -1.97425001] Distance 8.193259781704448 Each least square approximations [-4.25876423 4.82030634 -4.3262109 5.36996579 1.48321779 -1.93727023 0.93878498 3.45794966 -3.58810678 2.56823056 0.63822301 -1.64502604 1.54903654 0.44643511 0.3537344 0.82272901 -0.66657407 2.60761544 2.05639351 -0.24134713] Distance 9.24745615733064 Each least square approximations [ 1.40223463e+01 -5.25903434e+00 -1.27001104e+00 -6.25068110e-02 1.13880198e+00 4.86975134e-01 1.45416258e-01 -9.69051600e-01 3.87619907e-01 1.16219664e-01 3.70193680e-01 -1.71487222e-01 -2.24168197e-01 -1.27230548e-01 -1.50890772e-01 -2.57768875e-01 7.29894595e-02 9.77828352e-03 -1.79081124e-01 6.45193207e-02] Distance 1.3511289093944345 Each least square approximations [10.63424181 -2.19558282 -3.81396186 -0.11051078 -1.03229417 0.42953553 -2.63865515 -0.32016712 0.06353007 2.26465299 1.73754094 2.41933775 2.22806392 -0.39534745 0.9759218 -0.35103958 0.03322843 0.09800864 -0.04181021 0.73217026] Distance 8.319659421578269 Each least square approximations [-8.61037362 -5.28928114 -3.71058695 -1.87388824 -0.0535875 3.07676451 0.65882542 -0.22778397 0.08524392 0.80116238 1.21957196 1.2951172 -1.3479947 -1.07896059 0.67296008 3.13617153 -2.8674661 1.59169449 1.04789694 -2.69522349] Distance 8.074394897506451 Each least square approximations [-10.18810877 6.57327784 1.73552863 -1.91106002 -3.42274985 -2.25025775 2.61894584 -1.3972156 1.54220858 -0.29530294 2.20370319 2.06773633 1.33665777 -1.25250055 -0.73236718 0.48473527 -0.07988531 1.40371483 0.26721308 0.37454499] Distance 5.794425165267543 Each least square approximations [-8.93118368 -1.48787757 6.73953024 0.46306346 -0.97587455 -0.1842407 -1.70480186 0.59357105 -2.64230042 -2.03782748 -0.86160986 -0.36943523 2.00351789 1.05621634 0.72981853 1.7510955 0.54144327 -0.56297139 -0.11404314 -0.77296507] Distance 8.770673687322198 Each least square approximations [ 9.57622435 -3.69961729 3.4861362 -2.88088892 -0.76847537 0.33932781 -2.28488116 1.43038486 1.7938622 3.49201284 -3.74702475 0.64989345 0.20555531 -0.82907244 1.83285458 2.73376635 -0.6766207 -3.36300306 0.11782878 0.15118095] Distance 6.60984310154166 Each least square approximations [ 9.52704553 4.57895594 0.70510258 -0.53578037 3.57203856 -0.85625514 0.01925064 -1.64823335 -1.58189855 -3.47681978 1.87797684 -1.76659806 -2.62273191 0.77993387 -0.83526958 -2.83383538 0.06972281 -0.16754455 -1.78445209 -1.43042378] Distance 7.701002616340425 Each least square approximations [11.26484779 -5.67009151 1.65041239 -0.66401967 0.18508009 2.37858252 -3.19097166 -0.15005902 2.58199474 0.22356923 2.0923513 -0.71036029 -0.33823313 0.85470052 -0.74726769 -0.87256405 -1.74895178 0.68732429 -0.72601658 1.77459321] Distance 5.62743890695028 Each least square approximations [-10.80228708 -4.14578587 -1.01113411 1.73190807 -2.66925269 -1.19249161 -2.07816232 -1.66616056 -0.4077157 1.24233168 0.11118861 0.45612555 -0.65429431 1.82858406 0.07150891 0.82568981 -1.91862783 0.87331246 -3.62146357 1.29932704] Distance 7.181318113774323 Each least square approximations [-9.68207495 -4.25263982 6.09250029 -0.95509916 -3.11473761 4.04134629 0.15338722 0.48066585 -0.15904014 -1.93733835 1.20772052 1.23203466 -1.1611275 -0.18132286 -0.33372575 -0.34158048 -0.91917306 -0.55177465 -0.31897852 -0.48548978] Distance 4.6238799112535105 Each least square approximations [-1.49995748 -0.56085321 1.80279188 -0.20772033 -3.12756983 -0.77855436 -0.66980934 -0.51708265 -1.54853574 -2.38080659 -2.35760904 -0.58726978 -0.5993719 -0.28712998 0.28718377 -0.86163193 1.40204512 1.08181868 1.54374573 0.27615429] Distance 13.022489975369384 Each least square approximations [ 0.13167946 2.88968886 3.99672963 -1.03588783 3.7557127 -5.17725136 1.13686174 -0.21352739 4.68678385 2.0595235 4.12272141 0.15332936 0.30192151 0.69676237 0.23211967 -0.8202792 2.13433265 -0.56604029 1.98342389 1.57208888] Distance 9.15990074176204 Each least square approximations [-2.1211829 2.56261894 1.77948144 -0.75440855 -4.62069104 -3.0714056 3.86788838 -1.19706403 -2.79483048 -0.50164768 -1.03497508 0.18994861 3.070205 -1.60929331 0.98473484 0.2836569 -1.35599301 0.11299702 -0.41509299 0.53902586] Distance 10.993078329565645 Each least square approximations [ 7.87944711e-02 -4.71586692e+00 1.35969522e+00 7.23622253e-01 -1.04027700e+00 -4.40037183e+00 3.88411042e-01 2.22988091e+00 -1.39971489e+00 -2.25380234e+00 -2.59452168e-03 3.62967509e-01 2.34491941e-01 -1.45277510e+00 4.09014068e-01 5.08442422e-01 2.23131593e+00 1.71197769e+00 -1.27752848e+00 -2.67067808e-01] Distance 11.739528833479094 Each least square approximations [-4.16201114 2.82020861 -4.64398998 3.17283325 0.25893266 2.73397553 1.24044449 4.13041099 1.90053969 -2.02105359 3.20020278 1.2196942 1.6283148 -1.97774146 1.76563613 0.49670727 -0.22883601 0.42246066 -1.61774457 1.378918 ] Distance 9.498738492165048 Each least square approximations [ 3.63454672 4.55865099 -4.60722566 1.20344739 -1.95479899 -1.42186047 -0.04155417 2.49855661 -3.01557451 -2.11632148 1.33711152 0.79268048 -0.93688028 1.59854321 -1.15300014 -0.18993311 0.2347837 0.78478024 0.94204594 -0.21817267] Distance 10.781065730442883 Each least square approximations [ 0.65433456 -4.41356308 -4.68138726 -1.67426045 0.3669304 -1.45219491 -4.1347331 1.27393341 0.8062183 0.03948584 1.82056972 0.87919732 0.31240468 -1.48102247 -1.81311516 2.76781596 4.55356415 -1.28312298 -0.59389042 1.36557778] Distance 9.960544796304163 Each least square approximations [ 1.2774626 5.7996173 -2.20300799 0.75237854 0.15148077 -1.68276852 -2.95580112 -3.28055116 3.35930813 -0.52440106 0.52683403 1.54425666 2.42128608 1.35263137 1.06649356 0.3013647 0.19014937 -1.16948683 1.25999831 -1.21032107] Distance 10.804579993805005 Each least square approximations [-0.49478923 3.93326116 -0.39728173 -2.00009691 -2.07025344 -3.98696489 0.97549356 -0.67475677 -0.18171134 1.09357426 0.4644162 -3.06016097 -0.83951392 -1.17966178 0.88825424 -0.40086216 2.61141871 -1.38619932 1.41706618 0.74748861] Distance 11.863926806318936 Each least square approximations [-4.16163599 3.37716017 -5.44087098 2.7596927 -0.47107653 -3.981224 1.4671743 1.43347285 -1.50171553 2.5716677 -1.26686567 1.22802396 -0.97301692 1.06092043 0.2554874 0.37399151 -3.10764607 2.10501715 -2.34070745 -1.68203359] Distance 9.80848050240075 Each least square approximations [ 9.76562492 1.07892209 -2.67488096 -1.40623986 0.9011932 3.31740897 -1.67106678 0.44781169 0.15847553 1.89753736 1.47373742 0.84738545 0.45026541 1.65622331 -0.09601021 0.43690962 -0.61191146 -0.42907812 -0.34094768 0.81478169] Distance 9.36003851171433 Each least square approximations [ 9.50432678 -1.04366096 -2.76274657 -1.34676423 1.12658872 2.82122701 -2.82780462 -0.72480251 0.76038101 -0.93617725 0.6176255 -0.15302718 1.07141894 0.23340177 -0.81354374 0.76734894 -1.32525719 -2.42901817 0.08210634 1.60752566] Distance 9.268589242058145 Each least square approximations [-8.95382657 -3.1877673 -3.02768265 0.92378034 1.86723365 -0.86872078 1.86483319 0.48592999 1.66468389 1.08222203 2.18094692 1.54700353 -0.92875564 -1.55786547 0.26025495 -0.49115776 -0.28634232 0.81349465 0.01778393 0.22742239] Distance 9.761684302237898 Each least square approximations [-10.80815561 4.45018305 -2.26169101 1.16221002 0.19239426 -1.3667054 -4.33897566 0.40262185 1.51795578 2.84415054 2.06110085 1.83420828 0.20516247 -0.36872837 1.53406426 0.84505627 1.21536375 -0.15634689 -1.65119373 0.08214148] Distance 5.442318151558626 Each least square approximations [-8.01629288 -1.46795527 3.90652923 -0.5718454 -4.37495975 2.47219658 -2.79140877 0.09769055 -0.94393101 0.69165327 -0.81796718 1.36476359 -1.31374518 -1.13730809 -0.49209897 1.35191275 0.29192542 -2.06798735 0.40849672 -0.75246974] Distance 9.483801242462981 Each least square approximations [ 6.39829042 -2.41178062 5.34107726 -2.66230264 4.16070332 1.66061316 -3.81514631 -0.43832529 -0.71781071 2.19836854 -1.86698174 -1.39795689 0.11543599 0.52666049 -0.61686899 -1.0931211 1.01379795 -2.00272169 -0.39868528 0.94487472] Distance 9.11888795038396 Each least square approximations [11.06201567 5.00179593 -0.03023356 1.23884763 2.92217633 0.16922395 -0.27279866 2.2625136 -1.83386067 -0.34474339 -0.40453815 1.17922619 -0.16675217 1.37945533 -2.00143605 0.30880889 -0.99475726 -0.35306735 1.44512421 0.18317196] Distance 6.488294585371245 Each least square approximations [10.40260076 -2.85967764 2.27638115 -2.11250202 -0.53510451 -0.02464182 2.64829116 -1.34899256 1.88309978 4.11420854 2.36303556 -1.59278868 -0.9221478 -1.67224476 -1.84494133 3.09947528 -0.57609473 0.03176444 -0.77671557 0.05100308] Distance 6.143174138878453 Each least square approximations [-11.50145703 -4.71528426 2.04766013 -2.26013871 -1.08847792 -0.47462919 0.80474367 -0.78325238 0.78787287 0.24973235 -1.65432039 -1.52827957 -0.70662998 0.44716492 -1.31757462 -1.53283862 0.0689912 1.39839222 0.3407577 -0.46633173] Distance 6.305634258245057 Each least square approximations [-4.06672622 1.84753358 -5.07881591 0.0182597 2.07876514 -0.76822978 -3.365486 0.38014042 -0.14009976 1.95928287 -1.68214461 0.75538564 0.01260833 1.27602553 2.20059102 -1.97976804 -1.61841071 -1.51746887 -0.60308835 0.08510623] Distance 10.62874152686737 Each least square approximations [ 4.91328628 1.09760427 0.09136405 -1.18382798 -0.34745959 1.36417522 -1.63904981 -2.10147711 -2.9695282 2.50408278 -1.49569668 0.1264818 0.27039986 0.61022957 0.16455897 -0.17473826 0.55460206 -1.5115338 1.01510889 -2.5781488 ] Distance 11.579607685044444 Each least square approximations [ 6.96719319 2.3638449 -2.6946724 -0.08071131 -0.56817462 -0.07952886 2.36756679 1.93713269 -1.67488501 3.16887621 -3.44893088 -0.13932145 -1.98863226 1.28497183 4.07295235 -1.23666222 -0.75227441 -1.23692507 -2.17359091 2.20507235] Distance 8.172409735321548 Each least square approximations [-5.9390635 2.38564391 -2.84429992 -2.13239568 1.29516449 2.24561183 1.54940409 3.89731621 2.08234524 -0.15762865 -1.06739549 -0.69461381 -1.02847216 -2.07902243 -0.18215213 1.32631807 1.15444712 -1.34355659 -1.87135197 0.57193059] Distance 10.00039647970336 Each least square approximations [-4.55764491 0.82231492 -0.67805996 -1.75511447 -0.728264 1.74930121 -0.00543307 -1.22702042 2.0267276 2.95152812 1.23994412 -1.43676866 0.25783062 -0.16507225 2.17646081 -0.48737742 0.37688907 0.04795608 0.36894856 0.79804543] Distance 12.06440752809592 Each least square approximations [-4.68260242 -0.67503385 2.54471079 -1.85327115 2.47617153 1.30528459 -3.32555324 -1.82528312 -0.88275399 0.02059555 -2.07545813 2.29121591 0.76985877 0.6268878 0.69567842 -3.52744531 -1.24814656 0.82861831 -0.28478405 -0.17639818] Distance 10.81277661175831 Each least square approximations [ 4.47843834 -1.11760345 2.69415764 -1.62412801 1.61519393 3.68920622 3.49325503 0.02567523 -1.92308365 1.96736793 -1.40034595 -1.31808359 0.64738912 0.62680146 0.77980778 -0.65752885 0.5516807 -0.53507574 0.8521919 0.22083106] Distance 11.132451568019468 Each least square approximations [ 5.20501224 1.67083595 -0.28610905 0.85488253 2.55857465 2.19201147 2.45676058 -1.37056874 1.28187667 -3.02086159 0.95492579 -1.88145071 -0.69117241 -0.86348825 -0.50971219 3.2819829 -1.40324542 0.38251598 0.45889661 -1.41197165] Distance 10.783521370421711 Each least square approximations [ 5.68459254e+00 1.00418085e+00 -4.38701930e-03 -3.50811230e+00 -2.32878878e-01 9.58888826e-01 -1.56854022e+00 2.10842009e+00 2.60648523e-01 7.42466777e-01 2.85533124e-01 -6.35894240e-01 -3.66300255e-01 -3.01033386e+00 -2.96310235e+00 5.79751062e-03 -1.43393596e+00 -1.35456712e+00 -5.63981055e-02 -9.16486188e-01] Distance 10.987090149341347 Each least square approximations [-4.27933703 -1.18960416 1.95069576 1.54320405 -1.69668259 0.68583043 1.69313271 -0.92844263 0.80385876 2.06518987 -0.65900008 0.6834917 0.53313131 -0.57638073 -0.37059081 0.47769294 -0.87348425 -1.8976246 -1.27561354 1.96751246] Distance 12.181614942656156 Each least square approximations [-9.53995333 -5.34239822 2.08002261 5.08174836 0.7719037 -4.25435386 3.01362593 -0.90561608 0.73519896 -0.06868623 -0.73333078 -1.69838258 0.27612892 0.91090119 0.5954633 -0.31889615 0.76781594 -0.98591337 -0.49027607 0.20022168] Distance 4.385877141774692 Each least square approximations [ 3.43651795 1.65708335 0.52413858 -1.77787087 -1.17353319 1.68271612 -2.25646577 -1.51372964 0.01716138 -0.5789178 -1.68241032 -0.19338128 0.2047196 0.07632619 1.08349749 0.34116419 -1.33785303 1.4208133 2.69180645 -1.75978759] Distance 12.507286714188812 Each least square approximations [ 5.4275298 -1.69194023 2.67767983 1.15530824 2.62187423 -4.80583839 -1.22665857 -1.96343226 2.30607419 0.23854121 2.62082113 3.56573222 -2.35804277 -0.13263024 0.52744504 -0.40853721 1.54258356 0.03090403 3.62138525 -1.04128946] Distance 8.999550846543496 Each least square approximations [-2.90835718 -2.08113238 -3.68850677 -0.12225561 -4.78999717 -0.12322512 4.09508971 0.46512257 1.6872654 -2.82097143 1.36817752 -1.40616679 0.06097726 -2.32707075 -1.93395489 -1.32609072 -2.6619407 0.49624386 1.36288639 -0.31995506] Distance 10.172957300986411 Each least square approximations [-3.83712364 -0.27459083 1.39726652 -0.91202484 -1.80745044 -2.65217409 -2.75423889 0.45327271 -2.61838496 -2.00560347 -3.2006256 1.48525789 1.97407347 0.13779968 3.17311652 1.77097778 1.80539348 2.00558712 -0.09682783 0.90583605] Distance 10.97594595817888 Each least square approximations [-4.85251859 1.56376674 1.97222184 4.18680205 -2.32534636 3.95795498 0.01964963 3.68685096 4.26276969 1.58633641 2.67321621 -1.08604806 0.77051728 0.24736428 -0.49188398 -1.17370058 1.30166129 1.86729297 0.41754815 0.80483128] Distance 9.237949354055344 Each least square approximations [ 5.5721578 4.65313115 0.66084274 -3.81528882 -0.23802747 -2.69975941 -1.63918259 2.60941656 -1.20229278 -2.07221408 1.53277559 0.7661016 -1.02590641 -2.5009691 -1.16197632 0.92979689 2.42932202 2.44442421 -0.84536265 0.76298476] Distance 9.423437285551936 Each least square approximations [ 3.28211024 1.34893977 -2.50705652 -4.05167206 3.96242261 1.30000962 -1.2161931 -0.47991494 0.44668965 -1.11260421 -0.03247445 -0.77544898 1.42303964 -1.23364623 -1.08504423 2.20772334 0.98933946 0.10266958 -0.78404872 1.88556853] Distance 11.554942825751098 Each least square approximations [ 3.34906379 -1.29688002 -0.40594847 -2.17507892 0.67128179 1.28068597 -1.58613472 -2.52894804 -0.99250479 0.47524962 1.64472254 3.08224497 -0.35278519 0.2531173 -0.76739152 0.83522536 1.30064248 0.02401263 -0.8228453 -1.01629072] Distance 12.554609644917383 Each least square approximations [-3.3616612 -0.9911156 1.43975565 2.33743043 -0.83697306 -1.04338364 0.60834367 1.40424805 1.20771657 1.37253408 1.5188651 -2.67265382 1.91444771 0.04702853 -1.19211722 1.28670777 0.85619699 -0.38605259 1.26954163 1.45742724] Distance 12.514093924391407 Each least square approximations [-7.02868828 -0.4223696 -1.5737301 -2.97427154 -2.48321035 2.77362746 -1.20104261 3.57579565 0.61774171 1.25567554 -0.25512118 0.106279 -3.36945858 0.0841707 -3.51746856 2.2159431 -1.22594618 -0.20968292 -1.70405742 -2.09707274] Distance 8.166094363321708 Each least square approximations [ 1.84783559 1.54520308 0.74077133 -1.03856781 -0.87856104 0.49298866 -1.61975357 -1.37447699 -1.26528207 -1.07081174 -1.59934982 -0.30052045 0.68413667 -0.52825344 0.28751825 0.87854498 1.47578267 -0.27270941 -1.54857656 1.0052353 ] Distance 13.022595209860077 Each least square approximations [ 2.9885345 2.95063091 -2.28948325 -3.57473635 0.93973665 -2.19511913 1.17838145 -0.0050458 3.3459418 0.25445419 2.95944714 -2.46905908 -0.50458974 -0.57382791 -0.39758217 -1.49802092 -0.43087574 -1.72048674 0.98754147 2.88369622] Distance 10.531754473386194 Each least square approximations [-7.09776537 3.94429847 3.19620335 1.44659273 1.13225628 -3.3480673 1.73922914 -1.25515375 -2.98994265 -2.71254277 2.58873535 -0.07462161 1.49863344 -0.93964711 -0.38651978 1.91793735 -0.56473021 0.24457783 -0.71502753 0.81019352] Distance 8.267986526293633 Each least square approximations [-3.63939421 -1.67351756 -1.36645132 1.46837855 -2.32831233 -1.47956241 -1.47337306 -0.93455246 0.28655498 1.52899186 1.68831773 0.42973942 -2.41409219 -0.62665256 -1.0597171 0.39694323 -0.11225257 -0.27884024 -0.03023391 -1.30097354] Distance 12.236831458521625 Each least square approximations [-6.29396568 1.30192856 -5.0406944 -1.072549 -3.26687964 3.0034671 -0.905636 1.16514718 -1.54231201 -2.14373601 0.80479806 0.65167186 1.39826512 -2.95949082 2.7166877 -0.04305106 -2.27003021 1.09229811 -1.02126068 1.66824016] Distance 8.315625098479693 Each least square approximations [ 4.42845141 1.44699706 -0.35288691 0.66618158 1.97009852 2.14281936 2.06324105 0.62495324 -4.26406092 -0.35651075 -0.11253106 2.7667086 -0.24760022 1.47657645 -1.50977881 -1.30809798 0.65097891 -0.58525934 -0.40753094 -0.75911357] Distance 11.22908139671058 Each least square approximations [ 4.22304013 -1.60820066 1.18876748 0.15246796 -2.25325861 1.07028597 -1.78692986 3.20202273 0.54599557 -1.29045508 1.24077917 0.73171564 -1.22248231 -0.41987991 -0.61458622 2.6389049 2.87099696 -0.07771197 1.43439748 -0.1680971 ] Distance 11.414592185025759 Each least square approximations [ 5.64106984 7.79521538 0.07339898 -2.39504209 0.33398695 -3.40886434 -1.15091258 -1.37549829 2.36133703 1.37970351 0.07530581 -3.60325049 -0.10219548 1.71246806 0.9453345 -1.66510921 1.24785603 0.52131582 0.8590952 -1.26341003] Distance 7.119364789663317 Each least square approximations [-4.80345258 3.55793271 1.36341809 -4.70981533 -0.14451257 1.7421126 -2.96346144 -0.36640912 1.96181508 0.86293226 -0.6839698 0.32222094 -1.36463368 -0.98744747 -0.00540154 -0.8133196 2.13381299 -1.97189596 -0.29728014 -0.31434127] Distance 10.30366268887407 Each least square approximations [-5.26332111 0.74731979 -3.97964894 -0.63497922 -3.45951889 1.85485352 -2.92456979 2.07682188 -0.305004 0.2863636 1.42311325 0.01206777 1.76124353 -0.61498647 -2.2347228 3.8158767 -0.6630632 0.44946172 -1.72773712 0.77981634] Distance 9.81397474279278 Each least square approximations [ 3.8574309 0.63235167 0.03328264 -0.56830018 -1.78911712 1.15353201 -1.25215673 -1.41114124 -2.61239506 -0.35436284 -1.94835705 -0.66481384 0.14569191 -1.64018826 0.11708189 0.44551139 0.57586395 0.98504353 -1.84089149 -0.24519452] Distance 12.490157743660026 Each least square approximations [ 3.94108561 4.07264955 -3.07987261 -3.53657385 -0.08480415 -1.40458615 -2.21677528 -1.81663288 3.07910733 0.16173706 1.89506317 -2.22793912 -0.41521627 0.53830702 0.56757471 -0.08907087 -1.75808368 -0.45780367 0.19797958 0.03713679] Distance 10.585846880986079 Each least square approximations [-8.71068341 -0.07542637 3.18504573 0.13012648 1.42555018 -2.13801408 -0.67091649 0.68189571 -2.38390093 1.60234528 -1.08786909 -0.877034 1.70286042 0.77373234 -2.1622466 -0.27421104 -3.05385816 -0.34812492 1.04596916 1.53696254] Distance 8.581621508090333 Each least square approximations [-4.6715187 0.13744309 -1.35682645 1.05807542 -2.86010791 0.12857978 -1.45716957 -0.82140609 0.00963627 1.2700101 0.84624955 1.43658755 0.14962793 -0.40827121 -2.81438596 0.11437995 -0.9157774 -0.81063996 -0.28667176 -1.70577191] Distance 12.073135264059333 Each least square approximations [-9.31648473 -1.00779833 -6.84941005 0.2189093 -3.64699969 -1.33361077 0.70186294 -2.02988871 -1.25200751 -1.80111609 -1.72541679 -1.31283884 0.41350523 -0.2741145 -1.87236946 1.65685607 0.20991282 -0.26423447 -0.60665856 0.54620156] Distance 5.225402054560523 Each least square approximations [ 5.33110238 1.33893688 0.6113099 -0.04210175 1.48786858 1.04859967 2.01963487 0.04697034 -0.90299203 1.62529194 1.49937739 2.0986841 0.09863752 1.20615147 0.94637591 -2.17168225 0.67869935 -1.82272851 0.90356735 2.0721809 ] Distance 11.597360266332513 Each least square approximations [ 5.76679753 -1.41762464 0.73819445 -1.82732994 -2.33876021 -0.93953732 -1.35221672 3.40939818 -1.4797306 -1.39574507 1.77456799 -0.57300705 0.70798164 1.8524255 0.2314653 2.06047093 0.71454715 0.01122813 1.38744726 1.27627313] Distance 10.940526178776077 Each least square approximations [ 5.91459503 3.39589475 -2.85358814 -2.90956958 -0.67926125 -2.16930275 0.85185553 -2.13499592 2.16577564 -1.91865044 3.21755398 -2.06264893 -0.26999487 0.99108662 1.19541652 -0.29856908 0.49486152 1.11728279 -0.34777946 -1.39133412] Distance 9.792082084132996 Each least square approximations [-5.92604651 2.35480451 1.27189194 -3.18896633 -0.46411998 -1.1128546 -3.56883615 0.47846066 0.19870919 1.0650164 -1.31717472 0.02795389 -0.62559781 1.7064638 -1.13818494 -1.59919374 1.58850204 0.04173567 0.71515722 -0.82021054] Distance 10.858941971877394 Each least square approximations [-5.54687842 3.30788604 -4.86483445 3.43446697 2.10072377 0.02951473 -0.92203573 2.89782236 -2.04511198 1.40020406 0.57336716 -1.63801575 0.57923522 -1.3397239 0.15788929 1.66862936 -0.97548568 0.85757616 2.77584017 0.77350218] Distance 10.287430073912205 Each least square approximations [12.05331756 -2.17955243 -1.88669726 0.18071312 -2.91963393 -0.86436916 -0.42543318 -3.02929986 -1.12202977 1.84392243 -0.3090277 -0.83869286 -1.52283979 -0.99368019 -0.59432464 -0.44841675 0.79459683 -0.09209139 -1.04541157 1.04776002] Distance 6.028805048069626 Each least square approximations [ 9.59506396 0.62059244 -5.30345833 -1.13313026 -0.51544329 -0.9864424 -2.73602565 -0.73120274 1.96963585 3.84242747 0.52620136 2.89904044 2.34863095 0.02288515 0.40222526 -1.86132095 0.88062649 -0.3794085 -0.09869971 0.36303792] Distance 7.218083099669703 Each least square approximations [-9.33086491 -2.54699001 -2.85270989 -0.8898964 -0.38014614 3.40138696 -0.57570457 -0.36490344 -0.33683721 1.21257554 0.27663115 0.47231155 -0.6930437 -2.14083756 -0.16109366 2.72618088 -3.96231726 0.12639263 -0.2080069 -1.41635627] Distance 8.597624892545296 Each least square approximations [-8.14271576 4.86927055 1.21273128 -3.16588932 -4.52622749 -1.16107462 1.8547536 -1.97667609 1.28363704 0.43983061 1.12268936 1.91889628 0.52021509 -1.79726046 -1.32413372 1.15348147 0.1719599 1.25296441 -0.52248523 -1.0345618 ] Distance 8.58774518727473 Each least square approximations [-9.91383264 -0.06387246 4.30545139 -0.27839271 0.36570206 -1.36556415 -2.85275725 1.11214048 -2.73134797 -3.4327953 -1.52505201 -2.00777867 2.28263232 0.98628748 0.6354337 -0.21808994 1.07853247 0.0249497 0.09783445 -1.89705787] Distance 7.4475300557413355 Each least square approximations [10.28410304 -2.17067673 0.75696077 -3.06806199 -0.05161005 0.42560793 0.15170029 0.38156235 -0.13735479 2.53707538 -3.40203439 0.51353682 1.42035169 0.51892355 1.55181831 3.17017588 -1.05220876 -1.02010893 0.35933336 1.76321661] Distance 7.843027816253867 Each least square approximations [ 7.91543604 3.6743659 1.68570145 -1.06361666 2.59751034 -0.27178987 -0.56769413 -1.92989512 -0.17775597 -2.17594679 2.00779979 -1.49128838 -1.59468142 0.46453919 -0.88669649 -1.02687954 0.17255706 0.26637937 -0.66462206 -0.79749017] Distance 10.628017681353054 Each least square approximations [10.0555876 -3.16494163 -0.13193772 -1.86407954 1.1552143 0.89960146 -2.61040022 1.43044008 2.92399454 0.15474477 1.19104242 -0.83706857 -1.82797068 2.80138052 -0.45702107 0.9453529 -1.2286112 -1.26519351 -1.40174703 1.00082283] Distance 8.127755854905208 Each least square approximations [-8.84561437 -3.8807851 0.03543313 1.44671889 -1.38281071 -0.50056651 -1.7352105 -0.6740185 0.23806824 2.2495208 0.42667513 0.6663791 -1.28115821 1.45404439 -0.13749595 1.1878531 0.28316193 0.82033634 -3.73353751 1.19668194] Distance 9.626483136119447 Each least square approximations [-7.70251971 -2.97333954 -2.13795295 1.33443055 2.3677744 1.6716946 -2.5981903 0.22468118 -0.61773018 -1.02359461 -3.7602841 -2.88080667 -1.50909159 0.42950515 0.93873341 -0.01270373 -1.26813893 1.01708935 0.60267722 1.18502073] Distance 8.496738523536305 Each least square approximations [ 3.56499418 0.48835554 0.75123941 -1.1018534 -0.70045346 1.02205806 -1.72848533 -0.85454133 -2.41592332 0.21869922 -2.46168017 -0.48067801 -0.11072229 -0.63937898 0.60715514 -1.09868827 0.87701866 0.73770171 0.5451674 -2.32112624] Distance 12.344611329576914 Each least square approximations [ 5.23017499 -0.20562302 -0.40898704 -0.01957757 1.30542003 -0.56600436 5.27847217 -2.3809691 3.56916014 3.98914665 1.60224066 1.83356314 -1.20627059 1.7335776 3.45387774 -0.86502868 1.84791236 -0.77613334 2.11946214 0.95116736] Distance 8.323788628925442 Each least square approximations [-5.91290815e+00 3.35212385e+00 -1.20389201e+00 -3.07577518e+00 -1.89083564e+00 4.23657868e+00 1.60119799e+00 1.84639971e+00 -5.69764779e-01 -1.78464754e+00 1.63909702e+00 -3.31806154e+00 -4.27555960e-03 -8.56000453e-01 -4.73964533e-01 -2.37442263e+00 2.19528097e-02 -9.47467346e-02 1.20411813e+00 -1.12099520e+00] Distance 9.078339483777679 Each least square approximations [-3.99020453 -0.4988808 1.45642812 -0.63797249 -0.81651011 0.70535141 0.7698249 2.54227187 1.13689751 -2.37682302 -2.45081953 -0.30479722 0.22857416 -1.18832937 2.85979746 0.70157709 1.89402827 -0.21544744 1.48184838 1.11321494] Distance 11.677979196297892 Each least square approximations [-5.83793401 2.76709037 -0.09529398 1.30694052 3.23809843 2.17977154 -1.1310998 -2.721103 -0.55129925 0.75198761 1.6898718 0.58207073 2.10760572 0.77150468 1.75491578 -3.69263351 0.7520383 -0.01011794 -1.94687473 2.80727428] Distance 9.386696535235677 Each least square approximations [ 5.26140874 3.63504205 -0.26952271 -2.35060079 -1.47604275 1.12889878 2.39344218 1.60779173 -2.46524129 2.67677003 2.0979593 -2.20423277 -0.48292676 -0.95138992 1.30460676 1.429713 0.49985865 0.264778 -1.5717381 -0.55416341] Distance 10.23689868945462 Each least square approximations [ 3.35004736 2.00855298 -0.49486151 -1.10204091 1.6772012 0.2115842 0.17290548 -0.88259591 2.00680447 -2.10854528 3.17196746 -1.13836101 1.38011017 -2.22462225 0.22117832 2.58317987 0.63581601 -1.51960698 -1.95861759 0.06062466] Distance 11.541093028421153 Each least square approximations [ 4.2002616 1.44195961 -2.16305295 -4.0440465 2.39844621 0.49442261 -2.03683507 -2.03738761 0.51546143 -0.21846029 -1.5375985 0.6219281 0.56062917 -0.3262768 -1.50577444 -0.36333999 -0.96430195 -1.42484596 0.61693116 1.00251571] Distance 11.325090335084473 Each least square approximations [-3.28489164 0.3951428 0.23209806 3.36142696 -3.75067552 1.10163299 0.97991628 -0.61652256 0.54480663 1.11970391 -0.08508196 -0.69861995 2.14877427 -1.13225361 -1.47733912 -0.9183271 0.76855944 -2.61605972 -1.62764591 0.25158222] Distance 11.554220348676466 Each least square approximations [-11.58751462 -4.23670988 1.76546512 -2.8103347 3.24849981 1.96012351 -0.69504669 -1.38380517 -0.65088404 -1.50103656 0.32645795 0.72716801 -0.14567468 -1.04868898 -0.30262312 0.38742936 0.85715519 -1.10260668 0.22079084 -0.0887183 ] Distance 4.355100393346008 Each least square approximations [ 0.79963551 1.51576006 1.60150396 -0.40821313 -2.5113616 1.10970313 -0.72716738 -1.11496651 -4.78754156 -0.76354111 -2.67651703 -0.89902953 -0.07615635 -1.09331824 0.24985259 -0.53440914 0.67762355 0.12924016 0.70523347 0.17915515] Distance 12.516704617359938 Each least square approximations [ 2.63282352 2.02308838 1.79358782 -1.23660311 5.25908998 -4.24977915 1.4911751 -0.88882244 1.94694009 3.87372062 2.40401361 0.24886504 -1.51016845 3.23977561 1.25752588 -0.47968722 4.21154006 -1.1164297 2.18861172 -0.08993041] Distance 8.841168496984505 Each least square approximations [-4.97678935 4.41258502 -0.96278058 1.2376187 -3.91481586 -0.28322496 2.49791384 1.81153209 -0.03380336 -1.39336247 -1.0940364 0.86162253 2.24165478 -1.80898678 0.16591592 -0.47116453 -0.65823463 -0.78251482 1.3209779 -0.28885278] Distance 10.89717946070903 Each least square approximations [-2.02458315 -3.48323068 1.1617218 -1.87210668 -0.35797986 -3.60375079 -1.32415194 2.32906172 -1.17214685 -1.55403092 -2.57361837 -1.51613313 2.5981766 -1.59402889 0.55044607 1.1569118 -0.44003125 1.95705145 1.0261035 0.97160528] Distance 11.603135859393381 Each least square approximations [-6.34651154 4.45234942 -3.26304158 -1.56913167 1.44487161 3.75083913 0.55825185 3.03075045 2.14548942 0.0317614 2.985183 -0.96200808 1.3374049 -0.91848697 0.41182082 -3.21556595 -0.67204228 0.41055277 -0.62963856 1.70191075] Distance 8.678483210534283 Each least square approximations [ 5.5891655 7.6122669 -3.42938408 -1.57597776 -0.745893 2.2488891 1.81442745 1.51619436 -2.31276305 0.17004006 2.46130068 0.6625954 -0.10341923 1.77475028 -1.42073401 0.87932334 0.53126015 0.9802004 0.51869087 0.32393118] Distance 8.461564333548566 Each least square approximations [ 2.01578002 -0.27116423 -2.5536526 -4.10508673 -0.21253994 0.56582041 -5.0122188 -1.4081352 1.02020794 -1.2915406 0.88679968 0.51458 1.08993433 -2.44746817 -0.61305003 3.88882276 2.42431752 -1.36293702 -0.23407671 2.35822001] Distance 10.531310568279112 Each least square approximations [ 2.59593189 3.71836531 -4.14171248 -4.08593176 0.84673409 -0.58003925 -1.73510692 -3.71625863 1.46733469 -0.97621461 -1.87874313 0.49778294 0.56006725 1.18573185 0.27221282 -0.53755168 -0.57990442 -2.76373071 -0.61194879 -0.97085038] Distance 10.729891660739858 Each least square approximations [-2.52255247 2.2941664 0.31895003 1.69474655 -1.1857476 -1.77056839 1.94637151 1.07556813 1.72729561 1.15489146 1.08170636 -1.97473053 -0.72559102 -1.14155694 -1.38920851 0.88208316 3.47672746 -2.78919237 1.3427911 1.65657825] Distance 11.968751033078608 Each least square approximations [-6.59774116 5.72561776 -4.5782434 3.9632604 1.03030577 0.67065013 0.4863551 4.33628153 -2.82536563 0.25093237 0.35932362 1.00678625 0.36854841 -0.05205175 -1.18519043 -1.53139277 -0.60647121 1.39906485 3.3231049 2.24991526] Distance 7.529945538826478 Each least square approximations [ 9.75103248e+00 -1.17429931e+00 3.71304429e+00 -7.57207330e-03 -2.33990481e+00 1.54548842e+00 -2.99633473e+00 -1.90002348e+00 1.14938028e+00 9.63871400e-01 -1.20586238e+00 -6.18786531e-01 -6.86931799e-01 1.74057729e-01 -5.16089297e-01 -2.04910388e+00 1.90270442e+00 -1.53701831e+00 -4.30135084e-01 4.21917125e-01] Distance 8.697046425262418 Each least square approximations [ 9.6546967 -1.95253919 -3.01393231 -2.639533 2.56070748 -2.37095421 -0.52365138 0.59998314 -1.59429802 0.72191335 1.79247777 -1.08437823 0.89822692 -1.4417942 1.82212617 -1.95088013 2.61576369 0.96909547 -1.13929418 1.24770744] Distance 8.23104307463347 Each least square approximations [-8.0601323 -4.2745281 -4.247569 0.62677041 -0.68465195 1.06852119 -1.62930438 0.82467753 -2.02535547 -2.43151535 0.21305639 0.03566641 1.40326844 -3.05186047 0.24523451 3.9012513 -1.14724525 1.5025448 -2.13810554 0.31121787] Distance 8.38186727941921 Each least square approximations [-7.97925067 1.68141372 4.27723275 -5.19818079 -1.97673106 0.22127088 -0.42444477 -1.80253581 1.78380277 1.57121963 2.15233789 1.93039458 -1.59109895 -0.90293519 -0.92172177 -0.86375844 0.68409432 2.47713248 -0.05509652 0.43181032] Distance 8.763333511448405 Each least square approximations [-9.28524829 -1.52622757 5.34815345 -1.9711735 0.91634062 0.26416825 -0.20510822 0.23058743 0.40493019 -4.23016424 -1.11728745 0.83914115 0.09280934 -0.53875183 0.99939903 0.96902788 -0.75394725 1.16231026 -0.36933039 -1.56604656] Distance 8.540789037907448 Each least square approximations [11.5993694 -5.78417218 -0.5317942 -2.33148204 -1.54862138 1.40216788 1.25469196 -0.21638939 -1.80868376 -1.15751425 -1.66395574 1.76702603 1.38616777 -0.11553976 0.75027626 0.51416257 -0.39800949 1.12607755 -0.27717263 -0.73753399] Distance 5.169269467070603 Each least square approximations [ 6.32849906 2.52931971 2.72134596 -3.44177096 3.36589655 1.56525106 -0.09702847 -1.63205025 0.53314077 -1.04574857 3.42853924 -1.17992394 -1.41747494 -0.16890614 -0.40626447 -0.28432578 0.36263479 -0.8917503 -0.73656935 -0.71450438] Distance 10.99088218908096 Each least square approximations [ 9.74934008 -1.20209488 -0.97192044 -1.96841996 1.30577162 -1.95450683 -3.88060236 3.54606293 -0.73034111 -0.72663615 2.03050415 1.89719964 -0.95946199 0.61400845 0.70555955 1.66315845 -1.46611389 -1.77008348 -0.7706181 1.09856968] Distance 8.175430390184644 Each least square approximations [-6.89118395 -2.21727089 2.48048064 3.28319576 -0.80113975 -0.84488009 -0.1812063 -0.10447626 1.69093484 4.15703921 -0.86429175 -0.48057054 -0.78513689 1.01640194 -0.44988047 1.59282501 -1.01860314 0.11685745 -2.14178409 2.52397345] Distance 10.653011872977249 Each least square approximations [-8.62557996 4.03522129 -4.97384803 4.00902019 0.19332382 2.8498154 0.6190176 1.75888132 -1.68855392 0.10649991 0.22674301 -0.76753749 2.62140882 -1.03385258 1.79698545 1.09923045 -0.44680791 -0.5526503 1.74746672 0.1029099 ] Distance 7.620495826824988 Each least square approximations [10.29211997 -1.50589775 1.0786576 -0.76853256 -3.67287754 2.17123238 -1.71458798 -1.83006759 -2.17613292 -0.16653226 -1.63779658 -0.89072968 -2.3628763 -0.43983335 -0.282968 -2.36933256 2.14310165 -0.51549832 0.68020674 -0.13080537] Distance 7.820637815228285 Each least square approximations [ 9.04735733 0.54854309 -4.42080553 -1.43599085 3.6296203 -1.92645956 -2.21699675 -1.02157836 1.6101824 2.68759001 1.90247122 1.43937909 -0.14426173 -1.19345892 1.89979617 -2.1664672 1.39796355 -0.15773923 -1.11840066 1.0618441 ] Distance 8.027165024566495 Each least square approximations [-10.25891409 -3.10033268 -4.21558264 -2.16261922 -1.89169645 1.24359293 0.30483703 -0.15440814 -0.45795843 0.97325435 0.75407697 0.42169388 2.24767454 -0.5708139 -0.15185965 3.2902233 -2.30169205 -1.38006587 -0.27419251 -1.8430526 ] Distance 7.021509698178462 Each least square approximations [-8.27528232 2.74571156 0.66547983 -5.64391425 -3.51048118 0.31499324 0.36320936 0.35427343 1.0940486 0.257384 1.01144669 1.99556426 1.66620937 -1.35980206 -1.87617303 0.84785456 -0.20282729 1.0226014 -1.10264569 -0.52886893] Distance 9.05218670632059 Each least square approximations [-12.22730812 -0.10696913 4.10511356 0.29037613 1.01432884 -3.18293575 -1.17881768 2.71925329 -0.79190776 -2.33374956 -0.11485261 -0.25453807 0.46608825 0.89576249 0.25073801 -1.73219929 0.48266837 0.81189693 -2.1908327 -0.1834601 ] Distance 4.277197831846708 Each least square approximations [11.27758377 -3.32747087 -0.03552317 -1.80142954 -1.14382616 1.57580828 0.52329772 0.95617536 -0.28586611 0.83552103 1.76812978 1.0120449 0.95131531 0.6288433 -0.4409176 2.14092832 -0.37844225 -0.71244785 1.25424084 1.98967478] Distance 7.548487842506339 Each least square approximations [ 8.65446008 2.03091226 0.07330413 -3.35804953 2.5119896 -0.56524723 -1.20096242 -2.92385606 0.14876169 -1.41706252 2.69291808 -1.27085636 -0.71597134 -0.8620674 -0.64093683 1.2016813 0.90740641 -1.05458729 -0.25098224 0.46154526] Distance 9.87455820948992 Each least square approximations [10.80464868 -2.68058526 -5.27134752 -0.6525712 1.29453269 -0.57932943 -2.56939726 2.02610425 2.51051082 -1.01108218 1.50457816 0.68003454 -0.63478623 0.8598766 1.87861081 1.44955165 -0.33928172 -1.05608243 -0.07592721 0.51524338] Distance 6.121302622012939 Each least square approximations [-9.13132191 -1.79516713 0.68638801 3.34572246 -1.02154683 -2.99087261 -0.52002501 -0.28719253 0.5227728 4.159441 -1.26473579 -0.40452334 -1.47141772 1.1644489 -0.37992965 -0.28525078 2.04739965 -0.03265867 -3.05597815 1.07291559] Distance 8.61832267150007 Each least square approximations [-5.76983181e+00 3.29051255e+00 -6.70675205e+00 1.38103029e+00 -2.42149348e+00 -1.19423644e+00 1.64636264e+00 -8.33350008e-01 -4.34931324e+00 1.20100241e+00 4.17702659e-01 -6.94184741e-01 -4.24578234e-03 1.54526915e+00 -8.63625877e-01 1.73887132e+00 -1.78328021e+00 2.52662624e+00 -1.99276111e-01 -1.88584828e+00] Distance 8.62747427153621 Each least square approximations [ 9.93593388 0.66553945 -2.68221509 -1.076922 -1.44685538 4.08848533 -0.84972882 1.4988772 -0.48591471 -1.94188121 0.29934928 -0.18413807 0.71444207 0.54507345 0.01872647 0.58584742 1.52651071 0.91039132 -2.01123974 1.44367609] Distance 8.520538851536823 Each least square approximations [ 9.30722156 0.51078906 -2.61339404 -1.9919871 2.97481876 2.79332994 -3.0530192 -2.1703799 1.61574732 0.06913267 0.95444252 -1.3629441 2.44411869 -0.41545863 -0.54105262 -0.801819 -1.63692481 -1.41872839 0.06867525 0.65503403] Distance 8.396915197179746 Each least square approximations [-10.05508024 -2.00154204 -3.20595873 -1.53414344 2.55086859 -0.39307805 0.64380241 -0.07113875 -0.84652414 0.73068823 2.52518246 3.71768335 -1.1941246 0.75556579 -0.18617685 0.03315688 -1.4907488 0.02824855 1.49389392 2.07785519] Distance 7.7065165431963525 Each least square approximations [-11.0396088 3.88925595 -3.72666235 0.0536607 -1.70574121 -2.62039202 -1.68913616 -0.08623165 0.56230983 1.10680813 -0.52510734 0.91577453 -0.19664354 0.42543603 0.53641226 0.71352768 -0.77347946 0.2812025 0.33713967 0.04552915] Distance 6.962405734400893 Each least square approximations [-10.10190637 -3.27910991 1.37731219 -0.57727347 -3.56022657 0.38210232 -1.98376904 -0.62862471 -2.45870434 2.07430964 0.84246064 -0.65409749 0.26606125 -1.0658658 2.03942578 -0.52230643 0.10154438 -1.04024272 0.22780383 -1.27432122] Distance 8.024422659991721 Each least square approximations [ 7.97319874 -1.03482535 4.73281627 -2.49850763 3.33567502 0.80960216 -3.03561309 -0.24310885 -0.51991997 1.26946899 0.18556852 0.00910846 0.24511452 2.81399986 0.48759051 -0.1164543 1.21196625 -2.99138556 2.56189765 -0.48221243] Distance 8.646764438286047 Each least square approximations [12.47434206 3.80662339 0.11667396 -0.48839174 -0.39503452 -0.72977724 -2.0411957 0.95459746 1.03964598 -0.88353324 -1.91916296 0.83994164 0.29016528 -0.7816745 0.34528994 -0.65293764 1.25535014 -0.79710095 0.76150398 -0.55951726] Distance 5.4547066231844505 Each least square approximations [11.41652983 -0.7694317 -0.06064597 -2.89839848 -2.04524828 0.1177937 2.39064669 -2.1293259 1.36914903 1.55163409 -0.62961149 0.06906406 0.98236186 0.87644341 0.16053343 0.79538958 1.01404717 0.17862332 -0.20899458 1.77117332] Distance 7.1673933636877285 Each least square approximations [-13.58798554 -1.24656648 -0.39979422 -1.59495178 -0.83372098 2.03308155 0.29918741 1.58713717 -1.26147891 -0.42335368 -0.35609928 -0.8920371 0.12758059 1.33287003 0.51329867 -0.44189234 1.45786912 0.32990225 0.18358469 -0.47853357] Distance 3.5633550374177343 Each least square approximations [-2.53436367 1.34828339 -1.0297484 1.41454657 -2.15443702 -4.38629621 -2.11829315 1.84607548 -2.0554505 3.13029831 2.43079517 0.95368863 1.46342617 1.60514028 -0.75760844 -1.49395445 -3.03625241 1.81546748 -0.38185837 0.64690858] Distance 11.331296408859151 Each least square approximations [ 5.34854983 -1.57483006 -1.70596643 -0.69688048 2.14160733 -0.42877981 -0.72267874 1.60697601 1.98675144 0.36296194 -1.54154486 -0.57720071 -1.16936191 -0.02648183 0.63633266 0.49512285 -1.31252264 -0.96780391 -0.93693316 -1.44132348] Distance 12.495700423549737 Each least square approximations [ 8.31781673 -0.76541052 0.96914352 0.80406721 -6.14963856 -0.29934255 -1.64281479 4.30645078 1.40730886 -0.17383023 0.09657951 -4.64898185 0.07150532 -1.63180487 -0.88836747 1.45106004 1.37112409 1.67599642 0.26524004 -1.02752559] Distance 6.8848521987204885 Each least square approximations [-3.75957715 -3.04733092 0.61468886 -0.92611427 -0.63617927 0.35914122 -0.7703847 2.92264352 0.38959594 0.27930653 0.13966495 -0.80022989 -3.35335951 -2.74588191 -0.48315655 2.86450695 -2.40339635 -0.81397538 -2.66783117 0.66782269] Distance 11.68250719734244 Each least square approximations [-3.92167961 3.51158535 4.04458921 0.90014007 0.33201177 -2.49056969 0.89443863 -2.74011785 1.41617324 3.54554608 -1.10403857 5.38810802 -2.05759979 0.56635054 -1.34556023 -2.69167113 1.2283606 0.6280514 0.36635824 -0.4861811 ] Distance 9.62857854141863 Each least square approximations [-3.82297706 -2.62612149 -0.44598546 1.78881862 -1.38112194 0.84305146 -2.88112842 0.45038054 0.14343855 -1.72786352 -0.93878256 1.47270677 1.46447593 -0.91083078 -1.1306214 1.75019285 -1.09434772 -0.97168824 0.30254604 -1.72894847] Distance 12.581523559134423 Each least square approximations [ 4.18560608 0.81500893 3.21945056 -0.85667902 -1.63771224 -0.01644224 -1.45549358 -0.39930891 1.15619435 -4.03455981 -1.76736843 2.08429908 1.34560793 -2.06840196 3.67230531 -2.8650417 -1.24852433 -0.59093025 -2.60297235 -1.23333337] Distance 10.752163362137646 Each least square approximations [ 3.0880902 3.09346401 -0.47227294 0.33519474 3.23339295 0.17238228 -0.63855911 4.02515484 -0.76315059 -3.89125875 2.45962396 -0.32890393 0.31265352 1.77398513 0.51724124 -3.21821475 -0.55083147 1.66878628 -0.37948363 -1.65248138] Distance 11.165660494501006 Each least square approximations [ 5.80844891 1.54600213 2.29407452 0.0573273 0.78102722 0.82232701 -1.39904536 0.9323189 0.64858962 -2.46203086 3.81274625 -0.65583469 -1.63932606 -1.45556374 -3.03244277 -1.55680184 1.48377391 -1.07202976 -1.86271771 0.42707751] Distance 11.069642134731632 Each least square approximations [-3.81209565 -2.11450148 0.35445458 -0.98311006 -3.04070957 0.48109097 -0.74175454 -1.74438441 1.42322045 -0.25203859 -0.11139692 -0.32248608 1.46491108 2.53214283 0.73527165 1.40353462 -1.45845265 1.29476552 -1.59915897 -1.04096274] Distance 12.61102113343972 Each least square approximations [-9.92714557 -4.59297612 6.38092368 -0.0838874 -0.79328654 1.73787034 0.25197564 -3.2301871 -0.03904813 1.05626909 0.65409174 2.25082643 -1.23086085 0.15439045 -0.57422966 0.8514866 1.41129919 0.09743829 0.80714606 -0.011019 ] Distance 4.156771023596281 Each least square approximations [-1.60645938 -0.78864536 -0.10764599 -0.1543457 -2.413067 -0.06755709 -0.03600084 -1.17623986 -2.52723967 -1.64704872 -3.06641911 -0.26144877 0.42837793 -0.1466572 0.27553429 -0.14935367 0.65218652 1.21273041 1.37755711 0.8137331 ] Distance 13.033418329915687 Each least square approximations [ 1.68344326 3.90648269 5.32376993 1.06319889 4.66516439 -4.19034138 0.12161952 -0.74722111 1.55512309 2.33537121 3.56916936 0.92587164 -1.44415852 1.73277522 -1.33176878 0.80694965 2.11879302 -0.47706238 2.11789241 -0.08235285] Distance 8.831565912421434 Each least square approximations [-2.3035596 2.24102363 0.41749782 -0.17258046 -6.61783778 -1.79981733 3.42741224 -0.05689076 1.03862647 -0.77998218 -0.53904489 1.08479232 0.65550395 -0.52073069 1.21396055 0.32510875 -0.31683714 0.26411137 -0.77509946 0.82740666] Distance 11.289025333677065 Each least square approximations [-0.21395451 -3.41623993 1.21332726 0.23094934 1.67083924 -4.91533696 -1.23356365 0.77098364 -2.37286881 -4.30421867 -0.02274721 0.85853285 1.61440614 -0.51767321 -0.1220387 2.6647603 0.30724572 1.67827496 -0.44557221 0.91854213] Distance 11.068079594509642 Each least square approximations [-3.10504572 4.05916925 -2.85348083 2.46568821 -0.50043293 3.2175465 1.12108626 4.87337436 1.75406521 -2.14274947 3.95055345 -0.54272501 1.85292915 -1.22962626 -0.23771078 -1.56583956 0.88855599 0.53652334 0.15231674 0.88627895] Distance 9.736087215608386 Each least square approximations [ 3.35828012 6.6650724 -3.75374828 -0.30280054 -1.68373282 -1.0719162 -0.66985863 1.86739728 -2.47008591 -3.34623179 1.0687065 0.58650095 -0.78454152 2.23493742 -1.01397824 1.19746721 0.84319955 -0.36894568 0.32914995 -0.16028238] Distance 9.899935410459179 Each least square approximations [ 0.69550293 -1.01661029 -5.72593735 -2.14500413 -0.71014461 -1.37345661 -5.28382016 -0.13423019 1.20807771 1.28854541 1.70032094 -0.8933595 0.79857725 -2.18191388 -0.32430846 2.09223897 2.34339008 0.26632835 -0.61399127 1.77679776] Distance 10.422663078510311 Each least square approximations [ 1.16156339 3.67850867 -3.26354621 0.39075178 0.49141662 1.15971623 -1.78551744 -4.37939869 1.34100418 -1.37462591 -1.80091576 0.62893308 1.03202792 0.22012378 0.09983245 0.85386734 1.24760578 -1.30740579 -1.31660601 -0.5916005 ] Distance 11.810341592820127 Each least square approximations [-0.92278891 2.66996264 -1.53375975 -0.22552558 -1.12222491 -3.52806594 2.86497033 0.21968552 0.69996949 0.23225901 1.50194127 -2.82876235 0.53245397 -3.0253393 -0.27296791 0.69922545 3.34998255 -1.3214125 1.15027977 1.29605656] Distance 11.598765278800691 Each least square approximations [-5.54549867 4.05133436 -3.98672768 2.84225558 -0.89449768 -0.92970714 1.07893639 -0.93413126 -3.71069563 2.50794542 1.05410226 -0.94835058 0.96293575 1.324374 -0.42045473 1.9828352 -1.60692264 1.4939147 -0.48375893 -3.20937917] Distance 9.934298047011131 Each least square approximations [ 9.90832619 -2.08551633 -3.35368984 0.75378462 -1.27684993 3.24477094 -0.27385713 0.59065235 -0.4620938 -0.84988522 -0.63667247 0.81092098 0.72701944 1.36025421 -1.02481718 0.8284 0.41270977 0.51953115 -0.11986193 1.08169079] Distance 9.114591056837066 Each least square approximations [ 8.81962677e+00 8.47953387e-01 -1.61126225e+00 -5.94353729e-03 2.63916116e+00 2.19630169e+00 -3.92726721e+00 -1.59179416e+00 6.05114332e-01 2.13832456e+00 1.57660760e+00 -1.41169576e-01 1.80576897e+00 -7.05155778e-02 -1.01476079e+00 -9.12565150e-01 -1.29201635e+00 -2.02793407e+00 -2.42310035e-01 7.56529632e-01] Distance 9.375738628977999 Each least square approximations [-9.18873568 -3.26260981 -2.34776706 -0.74786525 -0.565654 -1.03087772 1.70895286 0.49874174 0.63640165 3.99036636 2.03907121 4.31323387 -0.21689743 -0.12823666 0.09479768 1.02050609 -1.5362763 0.77780371 1.25694946 0.42562313] Distance 8.191847914617231 Each least square approximations [-10.40373302 4.6143025 -4.47135148 -1.35731332 0.39380504 -3.96349889 0.12024311 0.10612652 0.75490419 0.43583035 2.03830772 1.40858986 2.90876224 -0.90246278 0.39942172 0.94966795 -0.01130256 0.86279552 -0.85129514 -0.47459418] Distance 5.617143691242555 Each least square approximations [-9.61526232 -1.55475269 2.63800989 -1.08804765 -3.19055063 -0.30090998 -1.60328052 2.32927468 -2.51117551 1.47619141 0.97911674 0.69882343 0.91741159 -0.63972728 0.30830705 1.13349281 0.82103853 -2.9495478 1.30356062 -1.11147809] Distance 8.460843615616419 Each least square approximations [ 7.43511478 -1.27013325 3.36233402 -1.47378831 2.05303764 0.37550037 -3.26148632 0.23503052 0.56015567 1.95559598 -0.59725293 -0.67869546 1.14525557 2.96889588 0.27992356 1.05489743 1.7638617 -3.74460537 3.48671196 0.43571177] Distance 9.303986575749658 Each least square approximations [11.73548523 4.27531379 -3.00587655 -1.10411614 -1.40043584 -2.50162823 -1.393622 -0.71393909 -0.43021546 -1.97004703 -1.72039291 0.55503851 -1.12376857 0.59465117 -0.82201918 -1.601775 0.42786391 0.10989535 0.78404837 0.21614334] Distance 5.269065620745644 Each least square approximations [11.15451788 -2.53342624 -0.60582937 0.06169118 -0.68182659 1.58308861 1.6551085 -2.17876907 3.20135883 2.56232128 -0.07902472 0.09918486 0.66316516 0.5682426 -0.51391506 1.25471487 -0.01504038 0.13734325 -0.21285564 1.04971381] Distance 7.447787826298533 Each least square approximations [-13.25647194 -2.12439404 -1.62493108 -0.70243432 1.33596719 -2.87678636 1.03592327 -0.40937756 -0.68523666 -2.64481304 0.79333304 -0.17097634 -1.4644728 1.16268543 0.14013866 -0.49370834 0.15922046 0.50775809 -0.31350549 0.67044505] Distance 3.215687278428241 Each least square approximations [-9.23566450e+00 5.58701440e-01 8.00613867e+00 6.21434507e-01 6.98438716e-01 4.08814620e+00 2.33916149e+00 -4.20308673e-03 -2.15805078e+00 9.39083388e-01 3.33147667e-01 1.47775164e+00 -1.98143117e+00 -2.83275632e-01 -1.05489237e-01 -5.80967171e-02 -2.41737698e-01 -9.99528411e-01 -1.13160778e+00 1.20416410e+00] Distance 4.922598609350682 Each least square approximations [-0.44585939 -1.9978337 2.24883787 -0.01263999 -2.30030902 -0.73780363 -1.90859601 -1.48247632 0.57408253 -0.2373179 -2.15550033 0.32277473 -1.27569142 1.05076963 0.18352464 -2.16718039 1.24568227 0.40836435 2.56299215 -0.2871509 ] Distance 13.067110331069527 Each least square approximations [ 1.26257538 1.87510903 4.09176812 0.45626067 5.64610002 -4.27338215 0.22237231 -0.42165602 1.10169003 3.59324226 3.42248307 1.97322346 -0.32340837 -0.90487919 -0.22350551 -0.23498399 2.95397513 -0.37728664 0.0666929 0.07529739] Distance 10.028643888688102 Each least square approximations [-2.85368606 1.2661456 0.55643139 -0.80729253 -7.10057002 -1.16865763 3.4196041 -2.0641402 -0.96997016 -0.16008106 -1.82036015 2.89124902 4.12795896 -1.47827799 3.55911148 0.4252117 -1.51296797 1.75695009 -0.98958969 -0.37588695] Distance 9.10963802197911 Each least square approximations [-2.24575567 -5.31688117 1.69653807 -1.24736738 1.53838632 -4.62618103 -0.29762387 3.09819466 -1.09235349 -2.80258612 2.09874128 0.72490464 0.3749427 -2.48996427 -2.45806708 1.85462084 1.02672024 2.95249083 0.23866266 -0.8787609 ] Distance 10.05177116089369 Each least square approximations [-4.6246757 5.15781408 -0.2186957 3.08169729 1.21725067 2.88404918 3.74748631 3.96981301 1.54830049 -2.75813809 4.19905033 0.09050803 0.20656416 -1.04393463 0.87122003 1.59809357 -0.34088246 -0.5207539 0.63155466 0.57194528] Distance 9.071921708993251 Each least square approximations [ 4.83563407 2.18594547 -4.86217218 1.84963628 -3.22054828 -0.3705649 -1.80464204 3.44650031 -2.93164002 -2.22121049 1.23325517 -0.14984758 0.06188585 0.80897825 -0.23110569 0.13895912 0.21861141 -0.71239073 1.24841223 0.58923877] Distance 10.654086071791138 Each least square approximations [ 0.81963856 -2.00505116 -6.236901 -3.12960768 0.09626981 0.30013438 -4.28440867 -2.57669068 0.06151498 0.40366219 2.33837291 0.02818181 -0.16044222 -1.0580857 -1.74455794 1.97797825 2.69479432 -0.35095103 -0.50800492 1.32328905] Distance 10.537076845212226 Each least square approximations [ 2.29388839 4.15822509 -4.07972237 2.36335432 0.34378771 0.13064161 -4.32075487 -3.25899389 0.93359661 1.16702334 0.98985616 2.128786 2.69462562 1.14202144 0.44575031 1.29479866 -1.72358578 -1.2625238 -0.80719957 0.0337962 ] Distance 10.725235338613722 Each least square approximations [-1.63075673 4.11847472 -2.04045362 0.76197428 -0.54584396 -5.3615152 3.03095194 0.15366556 1.31631828 1.15450331 0.91663493 -3.18752448 -0.80599223 -1.46377003 -1.39593879 0.60572835 2.15938053 -2.41004385 1.32702846 1.11403485] Distance 10.833956872028969 Each least square approximations [-5.78931019 5.3767303 -3.00036847 2.27955286 -0.8113825 -1.21187721 0.05720635 1.26957192 -4.0824823 -1.95954497 0.66193557 -0.57255945 -1.40475783 0.89104204 1.26893277 1.03500234 -2.13490245 0.88304147 1.61572196 -1.40627257] Distance 9.663185069191925 Each least square approximations [ 8.75058762 -0.73034434 1.28571529 0.31060887 -3.13086739 3.5703685 -0.03966139 0.16166879 2.55855223 -1.35465834 1.1521147 -0.264907 0.87198251 0.50583564 -0.28705943 0.11565761 0.61983775 0.99710451 0.39766447 0.1848952 ] Distance 9.823195499297366 Each least square approximations [ 7.52772153 -1.85567628 0.75405393 -3.99612341 2.86138757 2.49260724 0.54622658 -2.08161268 1.07450355 2.6516593 1.07042159 0.83679192 1.67810132 -1.25158054 3.52286965 -0.55172606 -0.08925108 0.61836864 -1.49760346 0.87790466] Distance 9.17480074298714 Each least square approximations [-6.62199263 -2.76188908 -3.45248562 -4.25657173 2.36451015 1.63005633 2.13825297 -0.32411037 -1.51144404 -0.59833677 -1.00944858 3.08755549 0.40440404 -3.05295443 1.84212069 0.50849682 0.36201575 1.11430361 0.7217179 -0.94046827] Distance 9.31876658546173 Each least square approximations [-10.04960526 -1.54400888 0.03170444 -1.26255917 -3.58688623 -0.71357454 4.29323808 1.08480002 2.65510549 -0.78134012 1.23045363 -1.33394921 0.34085012 1.24092668 2.57205691 -2.01259429 0.62237888 1.64048079 -0.07244338 -0.52231502] Distance 6.767616341505878 Each least square approximations [-7.52181461 -4.33646162 4.38741565 -1.12409148 0.90251436 1.7330606 0.08254643 -0.55653681 -0.84594665 0.62414998 1.2364141 1.25425447 2.75810521 -0.13660042 2.82985287 1.02584365 0.22894085 -0.76471681 -1.49689393 0.51237871] Distance 9.291186996080942 Each least square approximations [ 8.74543828 -1.93705997 3.04571232 -0.14026457 0.45281553 -1.05382607 -0.89373262 1.60551935 1.3405037 3.2961402 -0.1585323 -0.82258873 1.37396617 2.53913823 0.48440252 -0.06885112 0.52437965 -0.40909221 0.69839463 -2.83856239] Distance 9.232653154498891 Each least square approximations [ 9.31746621 -1.03198056 0.18391223 -2.44643367 1.09068994 1.14072908 -1.44483886 -2.5014653 0.78742683 -2.88118281 0.38824795 -2.71171395 -2.06600512 0.60917692 1.21674475 -0.42982899 1.95661729 0.02243393 -1.75753381 -0.96334572] Distance 8.664835503942616 Each least square approximations [ 8.56374539 -0.94802567 0.36954551 -3.11515477 -0.51080646 1.36351801 -3.2906757 2.02735288 3.16509007 0.78434989 -1.08187127 1.45288535 2.9960655 2.58207272 0.68333518 0.63378999 -0.30264151 1.29508183 -0.20373875 1.54975342] Distance 8.638023694923604 Each least square approximations [-9.53123142 3.07458846 0.86586257 2.53247565 -2.58662641 -2.0139433 -0.05142626 1.58952485 -1.75302486 0.83964773 -0.14725616 2.31833498 -0.6619236 -1.21430108 1.3205842 0.97239627 -3.2903796 -0.68483285 -1.75842799 1.32474469] Distance 7.728799729040968 Each least square approximations [-5.46622761 4.42659613 -6.4102222 3.16362734 -0.3448022 -4.68032652 -1.86276051 1.25269267 -1.1283949 1.87750591 0.97199862 0.4434085 -2.3269216 0.86853226 2.54162968 1.93722303 -0.9137547 1.66673313 -0.19474963 -0.0468832 ] Distance 7.468314395216779 Each least square approximations [ 9.50286458 1.05015815 -2.50795215 -2.033921 0.13510503 4.34297694 -2.62287724 -1.40440621 0.73381382 -0.40923042 -0.89169737 -0.10248665 1.4826209 -1.49953554 0.53954993 -0.55527457 -0.35374074 0.39698913 -0.12230114 0.89158557] Distance 8.495385763717879 Each least square approximations [10.87886653 1.39407475 -1.91974905 -4.34379294 -0.32775196 2.61961189 -2.90837389 -1.06013193 -1.72845653 -0.25402795 -0.97111014 1.51466956 -1.37147266 -0.58723406 1.15873433 0.55681418 0.0279123 0.68200773 1.73900497 0.93435717] Distance 5.954583468987998 Each least square approximations [-9.30188386 -4.20370871 -3.05223411 0.48140375 2.64517556 1.81716353 1.18378807 -0.65286814 2.40955538 -0.20361333 -1.17089146 -1.01938117 -2.68801488 -1.80726107 0.14649138 1.14568244 -0.36124513 0.23932203 -2.01793446 -0.28623769] Distance 7.687117129196368 Each least square approximations [-9.82774715 3.55059633 0.8344301 -1.607617 -1.45712932 0.60138525 -0.35561717 -3.02477704 0.86350289 0.07073739 -1.08970624 -0.26192162 -0.28503423 1.89394081 -0.74718338 0.94668743 0.94915279 1.0312686 -0.01870171 -0.20935819] Distance 8.718757319374806 Each least square approximations [-8.04945123 -3.13714914 4.09047534 -1.83123092 -3.01873553 1.71894752 -2.49549016 -0.69771079 -1.03166793 -0.03881945 -2.01059726 0.55614345 2.401549 1.36979087 0.4441217 -0.12700614 -0.4980982 0.17544307 0.71612542 -1.3047481 ] Distance 8.950754802682075 Each least square approximations [ 9.07282678 -0.81133619 4.87793323 -2.03776031 2.81563835 0.37641503 -1.78871281 -1.46085267 0.59709844 1.49119892 -0.08965575 -0.67113129 2.35624882 0.20271698 -0.24186902 -0.08781864 -0.61799698 0.72138055 -0.29303721 -1.60582896] Distance 8.532202374830927 Each least square approximations [10.57756668 2.0785939 3.06069987 -0.29792259 2.59772148 0.23554018 -0.2017211 -1.29971084 -0.44883694 0.20141523 1.81996458 -1.2157698 0.79815853 2.02721364 0.1897261 -0.96680153 -0.78278672 1.584285 -1.46868364 -1.61899717] Distance 7.519383771912161 Each least square approximations [ 9.09471128 -2.41023247 2.63260942 -4.71215554 -0.23551925 0.59402907 -0.26497879 1.53617766 2.11643427 -1.69898599 1.23814292 0.36182381 -2.94446696 -1.38862953 1.82506698 2.02817941 0.23138303 -1.05684144 -1.85960169 1.74219977] Distance 7.358999766230815 Each least square approximations [-9.46378768 -2.52689692 3.0923989 0.98603097 -0.48933432 0.12212188 -0.15754542 0.99922031 -1.14683719 3.28882403 -1.57264683 0.70507162 1.57286589 -0.48235224 -0.11734208 1.47800683 -2.24110668 1.28251042 -1.66528856 -0.56902634] Distance 8.476733267200434 Each least square approximations [-7.13990768 -9.08517654 -3.88332257 1.1170381 -3.20317939 1.0644528 -3.52937233 1.47403408 0.53575299 -0.67887532 -0.6393085 1.44081128 0.72650729 0.24739487 -1.35835233 0.69463742 0.9314522 -0.01889058 -0.58720087 0.42576417] Distance 4.099590472006073 Each least square approximations [ 1.07053782 3.08072043 0.36490613 -1.00378243 -1.02444125 1.06921593 -0.79959163 -1.68307689 -4.39219631 -2.73349454 -2.64941962 -0.77569247 1.34170206 -1.97937617 0.95951127 -0.43913416 0.54854923 0.79731924 -0.84432372 -0.55063353] Distance 11.81558366824764 Each least square approximations [ 2.69553987 3.6131225 -1.42380804 -2.92072449 0.78042285 -3.11211861 1.13825919 -0.48309444 3.54767991 -0.49490367 2.23701189 -1.59703705 -2.08552809 3.4879941 0.75569738 -0.41819171 0.19895904 -1.76925194 3.74465687 1.66009481] Distance 9.996100466824197 Each least square approximations [-4.94454484 2.69052564 0.91582931 1.40751069 1.19139611 -1.33785965 1.42035775 1.42259456 1.22030595 -0.06716012 1.05686614 -4.11290709 0.21950626 -1.91841709 -2.61780988 -0.26449582 0.32954674 -0.88567436 0.75505277 1.27736829] Distance 11.188773865628104 Each least square approximations [-0.53352935 0.42553932 1.05271143 1.84316116 -1.58398972 0.77813124 -3.11364276 -2.33914229 -1.48814417 -0.14745938 -2.22812995 0.24957986 2.57685974 0.68186197 1.75139356 0.23150928 0.72938514 0.27256784 -1.18264501 1.02218655] Distance 12.50712169049534 Each least square approximations [-4.5851213 -0.15894635 -4.80445234 0.25608769 -1.82639291 2.59449159 -4.03221831 1.17779987 0.89429675 -1.67268432 -1.08714185 -0.04759619 0.9293201 -0.01305367 -1.42383571 -3.89698667 1.12349973 0.61979916 -0.67435763 2.29152862] Distance 9.90442010965288 Each least square approximations [ 2.52545929 4.36949785 -0.43009824 -5.83999032 0.41544181 -0.00598368 3.30474747 -1.34975299 -1.93627783 -0.0504207 1.7590506 1.63403481 -0.02480249 -0.02219211 -0.97822531 -0.2698837 2.69881864 1.42163751 0.41400775 0.95357578] Distance 10.325221642590968 Each least square approximations [ 3.21308715e+00 -1.07490209e+00 4.16384701e-01 -8.29291834e-01 -1.70570844e-01 -5.55949596e-01 -1.22076166e+00 4.22256173e+00 2.69962522e-01 1.30267394e+00 2.58891648e+00 1.12410420e-03 2.46696534e+00 -2.55380985e+00 5.65898147e-01 2.00159994e+00 1.68993546e+00 -2.58006354e-01 -2.07404864e-01 2.08734368e+00] Distance 11.640061555970329 Each least square approximations [ 2.2992682 2.51837624 -0.21603951 -2.90028511 -0.59132197 -3.91686037 1.49917794 -2.33456608 1.91415275 -3.3221977 0.36275973 -1.70300511 -1.28978813 -0.83821308 0.86758657 -0.44086497 0.8155792 -1.24138996 -0.49638053 -1.26814432] Distance 11.473275404221564 Each least square approximations [-1.70492526 0.35779774 4.01675113 -2.48701147 -1.14882796 0.04536209 -0.60979081 -0.75979176 -0.52460322 0.62637669 -0.60614036 -1.76884161 1.87909172 -0.84974386 1.08062366 -1.30454998 2.759174 -1.14384578 -1.01350617 -0.25635429] Distance 12.300130002042453 Each least square approximations [-5.73154531 3.14638655 -4.9310026 1.76219716 -1.87279174 -2.6042755 0.49514976 -0.24774907 -4.24223501 3.2263197 -0.38526425 -0.42271748 -0.97458261 0.98339498 0.05664682 1.21076351 -0.53957638 2.97724716 -0.32395974 -0.74878153] Distance 9.51299871204006 Each least square approximations [ 8.75836115 0.1325765 -2.62601327 0.5107024 -0.09166889 4.68423498 -1.27251823 0.48278713 0.9484986 -2.68759989 -0.3508048 0.49312993 1.64019791 -0.36454391 0.65956029 0.1329452 1.73701216 0.81125137 -0.6100623 1.02218887] Distance 9.41594485478541 Each least square approximations [ 8.22749604 0.59727917 -1.92216055 -2.37545551 2.56661916 2.83664163 -1.85853955 -3.39829667 0.74824251 0.07018561 1.37747281 -1.241806 0.3888813 -0.66650872 0.1725945 0.80867423 -2.44503636 0.53661884 0.29971771 1.23963324] Distance 9.643890326237102 Each least square approximations [-8.98799313 -1.78235796 -2.32250038 -3.14744288 2.90501098 0.64501249 0.84948977 -0.17353518 -0.65256281 -1.26998813 1.28783252 3.16946988 -1.23502168 -0.03755922 -0.33128103 0.32816279 -0.27860229 1.51066555 0.87139301 0.49258358] Distance 9.245902630627432 Each least square approximations [-11.05116354 1.25788617 -2.34342347 2.93855371 -3.43439815 -1.3892257 0.83094574 -1.41006351 -0.35700192 0.71700998 1.39873915 -0.21097861 -0.2902516 0.54371536 -0.66823715 0.77890888 0.45712919 -0.42500675 2.38684945 0.22372431] Distance 6.98212259135837 Each least square approximations [-7.93452108 -4.25972331 1.73360198 1.16179255 -3.40885942 3.38715277 -1.59732688 -1.14204339 -1.45958435 -0.16038348 0.0121688 -1.66562051 1.57381389 -0.39455642 3.47364113 -0.78639378 -0.86138561 -1.56708883 0.47704014 -0.02855224] Distance 8.782010251609094 Each least square approximations [ 6.5081364 -1.60097607 4.60258978 -2.52620679 3.71772716 -0.04279298 -2.30969715 0.86001994 -1.28727699 1.90048366 0.43349947 0.49798637 0.67633046 2.39071016 0.61378098 -0.58222643 0.76744298 -2.22482508 0.86087237 -2.0148888 ] Distance 9.893839575348586 Each least square approximations [11.2649638 1.40364369 -0.40641119 -1.17698609 -0.79879995 2.12939495 -1.10155895 2.31778774 -0.55251223 -1.3271106 -0.56666374 -2.31663417 -0.85248678 -0.79456585 -0.20664768 -0.93076963 1.47313789 -0.42158006 -0.74251303 -1.27209434] Distance 7.515744730773224 Each least square approximations [ 1.00329970e+01 9.61043832e-01 1.54772939e+00 -2.73465232e+00 -1.63857651e+00 5.86077281e-01 -1.11247895e+00 -1.94189783e+00 -7.58643432e-03 6.38975456e-02 4.30811400e-01 -2.19486824e+00 6.13571416e-01 1.86437833e+00 7.13338469e-02 1.42725101e+00 1.42032909e+00 2.88274937e+00 4.18360993e-01 1.18990152e+00] Distance 8.419490114351438 Each least square approximations [-12.26216808 2.62111094 0.79942643 -2.2681734 -1.97370924 1.71708176 -1.2422187 -1.35521445 -0.39836647 1.30200692 2.11597101 0.86054175 1.87888045 -1.35283674 -1.80669767 1.85521401 -1.10047604 -0.74531061 -1.08634294 -0.87904075] Distance 4.13613333158534 Each least square approximations [-5.55411866 3.65191316 -7.61934318 4.28494405 1.69185081 -3.50823671 2.88991261 3.14483482 -1.54126739 0.62702186 0.16150571 0.08001094 0.84966275 -0.69095738 0.54440362 0.13708792 -1.90055986 0.93461852 1.12174643 0.90819416] Distance 8.700356854045522 Each least square approximations [15.13911572 3.16011942 0.22056331 0.32537502 0.05694323 -0.06074979 0.07005508 0.12454696 0.52168178 0.41169113 -0.16822815 -0.14225931 -0.15025947 0.27655085 -0.06213963 -0.12390253 -0.50403281 -0.0749254 0.02341391 -0.23014246] Distance 0.5563027690849766 Each least square approximations [11.08244227 -4.21028887 -4.77320252 -2.78886143 1.05428208 -0.6257503 -1.65865941 -0.25344995 0.73198096 -0.01813744 0.06783402 1.8663725 1.51580696 -0.09618642 2.09545845 -0.30764931 -0.59940718 0.04669923 -0.20880951 0.24630279] Distance 7.340510378671181 Each least square approximations [-9.24413144 -4.34113874 -6.37683729 0.2244839 2.45697075 1.96730671 1.46213627 0.25205125 0.11548129 -0.66790531 0.9674611 0.66697067 -0.68424441 -2.28749704 -0.49933658 -0.25381631 -2.65216773 0.75706405 0.96469846 -1.46278598] Distance 8.058380453080218 Each least square approximations [-11.37228879 5.34300249 3.01535238 -1.75998473 -4.67718894 -1.35943459 -0.89221504 -1.27749625 2.91066884 0.92101583 -0.17733469 -0.62186805 0.58975218 -1.77955844 0.76568773 0.39790986 -1.02633692 1.00641038 -2.3362025 0.78478105] Distance 4.715484434089875 Each least square approximations [-9.85235668 -2.05454568 6.99395785 -0.88881388 -2.44905577 1.53779415 -2.51022943 -1.5219976 -0.07494887 -0.79162396 -1.44471324 -0.75507222 0.65281521 1.49865431 0.51509351 0.31926333 -0.48021251 0.45156433 -0.0701263 -0.34815617] Distance 8.10719224018957 Each least square approximations [10.50503325 -3.16468986 4.14530032 -4.1987203 2.72912533 0.95557541 -2.00734983 0.71005067 1.33720767 3.17314758 -1.74037063 0.75066111 -0.02415631 -1.00028065 1.60765067 1.53419893 0.12263529 -0.97212783 -0.54203197 1.01854812] Distance 6.988089014483152 Each least square approximations [10.7164896 3.65003712 3.6345189 -2.71647139 4.52268396 0.76028746 0.93968349 -0.43704857 -0.76480651 -2.45204253 1.17112577 -1.17370398 -0.88645008 -1.10732719 -1.87374773 -2.21552284 -0.05002215 -0.90422716 -0.17901601 -0.75049907] Distance 6.966860100658498 Each least square approximations [ 1.04955651e+01 -5.26608272e+00 2.25017794e+00 -4.99751753e+00 1.33457592e-02 -5.35497927e-01 -2.36838773e+00 4.86005229e-01 7.82398489e-01 1.83061319e+00 3.29851150e+00 -5.61722095e-02 -2.00567513e-01 8.72264961e-01 1.61527585e-01 8.26441985e-01 -5.79452895e-01 -1.67272079e-03 -1.53169457e+00 1.14243129e+00] Distance 6.796245587397414 Each least square approximations [-11.13510504 -4.12058468 3.34446531 2.64640122 -2.60925853 0.48320609 -2.64378336 0.90542162 0.3163479 2.28359736 0.44076219 -0.95940691 -1.12521977 2.2814246 0.13224338 -0.04692008 -1.74344036 0.17835276 -2.3476998 1.00544255] Distance 6.638376815852662 Each least square approximations [-5.32306104 -0.85787742 -0.19856353 2.82229133 0.2669984 -4.41627878 -1.17654209 0.50064772 0.04653316 -0.65727342 -3.2082387 1.13833717 -0.42461522 1.33595936 0.15884756 2.79015338 -2.61458505 2.97611497 -1.24888989 -0.97447501] Distance 9.711386423540112 Each least square approximations [ 4.45236709 0.96178156 -0.26568144 -1.30261507 -0.34934785 2.15599912 -1.80498949 0.40154191 1.21832997 -0.21376044 -1.00536868 -0.36477595 -0.25032576 0.16523085 0.42459946 0.22080799 -1.51982663 0.42230639 1.33195116 0.05567736] Distance 12.435162486491395 Each least square approximations [ 6.89120259 -0.71480004 2.08396179 0.37204939 -0.8136261 -1.22589191 1.89178022 -3.64059961 3.68879921 -3.99272536 1.41882021 1.13199697 -1.79984339 1.39235427 -0.99175841 0.05921958 1.64603891 -0.07587237 0.16664332 1.1903257 ] Distance 8.828929962513124 Each least square approximations [-4.71401876 -1.80185309 0.60107122 -0.03452119 -1.65792063 1.42000597 2.42071745 -0.14770963 0.52000264 -2.92146545 2.46713372 1.53407127 -1.08403163 -3.85136264 -3.75238594 -2.4718796 -1.63016211 1.14911699 -1.74093089 0.11398992] Distance 9.780248288787357 Each least square approximations [-4.80866056 0.42066247 -0.2513696 -0.84354522 -2.36736534 -2.23530946 -3.01753075 -0.75113957 -0.4052043 -0.34050644 0.64561329 1.50010913 -1.56933944 2.10579795 0.80636444 1.26913441 1.20287639 -0.19276878 -0.15705377 0.15840362] Distance 11.602250421993842 Each least square approximations [-4.2163574 -0.49748575 0.88015231 2.12577819 -3.36185134 2.77086148 -1.79211884 1.13375367 1.51054502 -0.46284848 -2.11995507 -0.14908146 1.01592798 -0.36920315 1.59550411 0.95741622 0.98960541 1.67936216 1.31117811 -0.1591971 ] Distance 11.340825926537244 Each least square approximations [ 4.74078029 1.47084447 0.02128178 -3.95718446 2.49403582 -2.23686794 -0.96188329 1.97287926 0.8475954 -2.14557522 -1.22138015 -1.27633827 -0.97586651 -1.2025947 -1.22923974 0.19477822 -0.63541708 1.78195326 -1.58600316 0.56456186] Distance 10.837629976015043 Each least square approximations [ 5.02414685 1.28178432 -0.37555318 0.14520548 2.3647045 1.01487938 1.76572317 0.7983879 1.92081267 -1.53181198 2.94126258 -1.66554966 0.77027938 0.37130706 0.1206834 1.43750002 1.15878852 -0.44680792 0.08656318 1.22064515] Distance 11.483024208456143 Each least square approximations [ 4.66272244 -0.38584091 2.19217164 -1.50362271 0.85908293 0.21157499 -0.50199007 -2.53459103 1.17423194 1.97419499 1.7455198 -0.98624166 -1.87273063 0.40432416 -0.08744896 0.30374948 3.22152952 0.26135404 -0.6333104 -1.185907 ] Distance 11.439472444871067 Each least square approximations [-5.08325961 -0.8146728 0.35574432 -1.6456431 1.00534928 0.47045495 -1.91012475 1.15033149 2.73074951 2.3217469 -0.54061725 0.03635847 1.89445024 -0.88299086 -0.18879221 0.9658602 0.05730373 -0.76813557 -0.8432492 0.38250493] Distance 11.710097347624467 Each least square approximations [-5.69837353 4.14992515 -3.48471121 1.10782305 -2.17855172 -4.22211585 -3.55706938 -1.09165633 -0.19856365 1.52594338 -0.92584266 1.07741816 -0.96847167 0.83952275 -0.73435087 0.89743432 -0.75597089 0.63026343 -0.40408789 2.43296206] Distance 8.895690203566412 Each least square approximations [ 5.83408992 1.33853962 -0.59814976 -1.91048053 -1.43745367 1.49419431 -2.9604395 -2.27336406 -0.33888227 -0.52420011 -2.61326794 0.21272997 1.78275982 -1.69573322 0.83286583 -0.05908854 -1.3182426 0.82574738 0.06417502 0.84063313] Distance 10.854766043943103 Each least square approximations [ 9.74480913 3.84212799 1.53704782 -2.52648242 0.35472969 -2.26699983 0.89484598 -0.39901037 -3.40018504 -1.12018066 -2.59214716 -1.5226615 -0.68626539 2.13352458 1.04840796 1.87948953 -1.09634473 1.2337395 -0.75808392 -0.57913187] Distance 5.762130051024013 Each least square approximations [-7.3720636 -3.26992135 -0.96436537 0.30442344 0.79497042 0.53188463 2.45791615 1.04061724 2.1192484 -0.83738278 -1.65596541 -0.02378488 -2.9866679 -0.5322817 -0.23007122 0.42707342 0.0454349 -0.62421887 -2.68094478 3.20970892] Distance 9.147766886209036 Each least square approximations [-6.14760384 0.23774879 0.64159125 -2.2855253 0.10212682 -1.40798102 -1.68323574 -2.96982678 -0.19767659 2.02396722 0.39334892 -0.2656493 -0.96723456 1.47732224 0.8536674 0.56402179 1.41535412 1.89181361 -1.62057467 1.5809078 ] Distance 10.801590204372246 Each least square approximations [-5.94322824 -2.66450236 1.61008281 -1.03375317 -2.59860514 1.29108598 -1.8912841 -0.33249878 -1.34851049 0.4558024 -0.79116469 1.71290819 2.59672243 -0.52371985 -0.99570673 -1.55832812 -0.39701852 1.8876613 1.31961119 -1.66495815] Distance 10.51623655705465 Each least square approximations [ 7.0651587 0.33818871 3.12997049 -2.10106067 2.52900378 -1.43220751 1.02916885 -0.12777197 -0.54851177 -0.86488211 -0.88020732 -0.68608387 2.54702794 0.3598321 -0.30529099 -1.09424962 0.29506184 -1.32389291 0.41341568 -0.61407084] Distance 10.328816976142495 Each least square approximations [ 7.26690831 1.04355858 0.81513112 -0.79557518 1.26470559 -0.20544552 -2.11835801 1.25422119 1.75646222 -0.63916661 2.39439773 -2.3307552 1.18990168 0.33257926 -0.02786155 1.54922836 -2.44532103 0.23632892 -0.49139086 -0.7468077 ] Distance 10.233317858228846 Each least square approximations [ 6.95806652 -0.21741291 1.2591425 -3.18139215 0.51604591 1.14738393 1.26051711 0.26474081 0.17398535 -2.33327447 0.80914869 1.02978145 -0.67416976 -0.90708325 -0.76549869 2.28950432 -0.28461592 0.79904552 -0.68228691 0.98566735] Distance 10.638462340322386 Each least square approximations [-6.17996008 -1.23971569 2.63816898 -0.03362417 -0.99154181 -0.51769669 2.1889491 1.10764354 1.40854527 3.06512891 0.51243671 -0.29291139 2.25625002 -0.51342304 0.06314399 1.20051093 -1.21501736 1.70037568 -0.16861298 1.30850531] Distance 10.697856761519073 Each least square approximations [-5.46989657 3.98162778 -6.47418993 4.44313831 1.65831639 -2.44957396 1.92545174 3.28226802 -2.21057355 1.04510227 0.37618775 -0.5027585 1.46814228 -0.36863053 0.59766082 0.24007239 -1.25679994 1.38444328 1.92950374 0.37836593] Distance 9.217424266633556 Each least square approximations [15.1739119 0.25377287 -0.06393174 0.58271717 -0.16567938 -0.69756623 0.40245546 0.14920673 -0.23267708 -0.09093756 -0.09252027 0.04807747 -0.04953271 -0.12838162 0.02449256 -0.03848496 0.30726406 -0.03604092 0.17202089 0.15165443] Distance 0.6832960668987741 Each least square approximations [ 1.07794878e+01 -3.12998441e+00 -4.70427462e+00 -2.08501026e+00 4.99993053e-01 -7.35106231e-01 -1.92712940e+00 -1.99793923e-01 5.31629125e-01 1.07553164e+00 8.59183428e-01 1.89059463e+00 1.97425096e+00 2.61309445e-03 1.73678131e+00 -3.69745096e-01 -3.32120741e-02 6.95552472e-02 -1.56093931e-01 3.91483123e-01] Distance 7.877904078528339 Each least square approximations [-9.15246849 -4.61128069 -5.30625395 -0.26456503 1.47367429 2.3131378 1.14722797 0.13127414 -0.1123517 0.10506005 0.8203067 0.92143306 -0.74845285 -1.87377324 -0.14559389 1.17186757 -2.81600007 0.71821243 1.10321382 -1.82206628] Distance 8.363961131225972 Each least square approximations [-10.62527331 6.16975545 2.74381077 -1.83642114 -4.64763666 -2.23758885 0.4720597 -1.0625436 2.94560263 0.45280111 0.87477295 -0.11686782 1.0957542 -1.96461214 0.26912506 0.53334597 -0.96192369 1.30498168 -1.811253 0.79570699] Distance 4.541055031070095 Each least square approximations [-9.72387494 -1.7288634 6.62906889 -0.6993403 -1.73650755 0.77435852 -2.27462344 -0.46865378 -1.12991768 -1.36451199 -1.37879396 -0.68336477 1.43493067 1.3177903 0.56880829 0.69324984 -0.20133236 0.03786283 -0.19649158 -0.40129958] Distance 8.410137835023075 Each least square approximations [10.41738294 -3.30976961 3.5552476 -3.60325428 1.34185153 0.59930747 -1.69717404 0.74787678 1.59933717 3.5583486 -2.65974195 0.91693313 -0.06514459 -0.54717467 1.70559742 2.32000437 -0.1291607 -1.93734253 -0.03525029 0.89124585] Distance 6.713338415832655 Each least square approximations [10.35043721 3.8646128 2.69038078 -1.69434454 4.04559601 -0.12354455 0.16992004 -0.88128298 -1.00556049 -3.00570114 1.28093119 -1.71654304 -1.35719842 -0.9192838 -1.96594839 -2.504739 0.25740617 -1.02596328 -0.67756731 -0.99304998] Distance 7.257926861724456 Each least square approximations [10.82988499 -5.33540799 2.12310281 -3.4965993 0.47154322 0.45832497 -2.82620266 0.12447768 1.84110196 0.87988622 2.97360196 -0.32124116 0.08772952 1.02895696 0.16343011 0.17544147 -0.97894942 -0.02845867 -0.97615512 1.54035876] Distance 6.528651925088303 Each least square approximations [-11.08151911 -4.57416227 1.64686682 2.05781033 -2.9033454 -0.47216733 -2.42620014 -0.05185304 -0.0487534 2.13869283 0.78079218 -0.49213619 -1.40381702 2.16294899 0.32865899 0.24804231 -1.81407004 -0.0157159 -2.85628266 1.27675062] Distance 6.444051385047951 Each least square approximations [-5.26071182 3.39520818 -3.05619069 1.95023289 -4.8907897 0.74839891 0.74293791 0.12789662 -3.9184358 1.20549721 -0.19781986 -0.627732 0.90630119 0.15694139 -0.97362482 3.03893892 -0.56961784 0.10257238 -1.14481223 -1.38398211] Distance 9.77135217301042 Each least square approximations [ 6.67193217 -2.22711571 0.45805569 -1.89649428 -1.17427824 1.11972633 -0.24568726 -1.51501581 0.2760855 -1.48799877 -1.22942049 -0.34910039 0.55294504 1.62634518 -0.37332456 0.44979807 0.51771231 1.05862738 -1.35908666 -0.35695547] Distance 11.655704999599358 Each least square approximations [ 6.76543866 2.26691706 -0.79639308 -0.93531662 3.10638029 1.83753078 -2.93138678 0.41307447 3.10396978 0.22623745 2.78555046 -1.27884448 0.70388722 -0.0841343 1.26719356 0.86083509 -1.48317934 -0.87895768 -0.83335604 0.78999175] Distance 10.211497057003573 Each least square approximations [-8.42823734 -1.88400609 -0.06633994 -6.00002682 1.40111671 -2.60328027 1.30604674 -0.92837186 -1.39857201 1.10652554 1.38022682 3.71390699 2.01106594 -0.21939694 -2.23986314 2.81520925 -1.56316928 0.77220854 0.12162269 1.36586617] Distance 6.478702831422933 Each least square approximations [-8.42565075 -1.18847245 -2.7681842 0.71492052 -1.73439451 -2.02310524 -0.03712891 0.5949848 0.59793044 3.03156628 2.15318208 3.51411458 1.59247557 0.24531472 -2.9339519 0.28969983 -0.75774772 0.7516799 -0.92952386 1.21593641] Distance 8.681415370606729 Each least square approximations [-9.40780014 -3.94066628 -0.69250341 1.94981574 -2.24404005 -2.15576801 0.03186373 1.59684481 -1.5036914 0.40458299 1.39302589 0.48725079 -0.30818269 -2.02991048 -0.06455047 0.68890058 -1.64680051 -0.67991848 -0.20984911 0.37642859] Distance 8.455566843639259 Each least square approximations [ 6.73492042e+00 -1.81622563e+00 4.28994698e+00 1.08117118e-02 -1.39314169e+00 1.17761523e+00 -1.16291256e+00 5.12926252e-01 4.59538763e-01 4.64375649e-01 2.37375294e-01 6.77749427e-04 1.17717609e+00 2.81903567e+00 -8.35866347e-01 -1.49119381e+00 6.30427290e-01 -4.34527814e+00 3.84159689e-01 1.06013790e+00] Distance 9.970516984986817 Each least square approximations [ 9.10860313 -0.37128301 -3.39034883 -0.32961828 -1.39891694 0.45462536 -2.54668981 2.0488935 -0.18611113 -3.36825824 2.05377538 1.52116452 -3.04337766 0.92814212 0.79077426 -0.0749323 1.27940611 -0.64433582 2.40206763 -0.88293916] Distance 7.738329675245735 Each least square approximations [10.53092968 1.97649852 -2.64421848 1.11561108 -5.44608968 1.18291025 1.95540911 -1.21488994 2.51880674 -0.21264152 2.52151831 0.0314898 -0.09293068 1.68178061 1.03978053 -1.72149915 1.07055701 2.3587415 0.83227382 -0.38927284] Distance 4.2565053342531876 Each least square approximations [-9.86749617e+00 3.63006548e+00 -1.23436420e+00 -3.36805980e+00 -1.80221251e+00 -9.43920157e-01 3.43356741e-02 2.27445210e-01 1.37929891e+00 -3.00185045e-03 -2.06874599e+00 1.59987000e-02 -1.44829120e+00 2.57996434e+00 -5.73996345e-01 -1.35191761e+00 5.93909433e-01 -2.14957418e-01 1.85085387e-01 2.41935633e+00] Distance 7.329420179069694 Each least square approximations [-6.07598002 1.10009979 -4.60260835 -1.14450658 1.28855571 2.38345854 -4.5023357 3.44848137 0.10313818 3.86679077 -1.94334358 1.86972319 -0.32418267 -0.03509528 -1.85430128 3.0356911 0.31962909 0.36384873 -0.87919859 -1.19526934] Distance 8.170828873896093 Each least square approximations [ 4.6912844 -0.11814562 -0.58181837 0.10852816 0.05599015 1.27135537 -1.36964005 -1.87661439 -3.8447646 0.39996404 -2.54805034 0.10839131 0.64720439 -0.99857551 -0.06945295 0.33447902 1.01346613 -1.82838177 -1.83225684 0.56700456] Distance 11.995936559408696 Each least square approximations [ 6.02088014 5.12600346 -4.50100211 -2.83186521 -1.26073055 -0.88872221 1.47394437 -0.69664163 0.94812023 1.52226864 1.74306958 0.38086519 -2.17214888 0.27902423 0.26148711 0.37666069 1.19012666 -1.0080222 -1.06717805 1.99908711] Distance 9.460645637704987 Each least square approximations [-11.71516251 3.37147151 3.9940612 2.65441616 -0.04864257 0.28047801 0.50966184 1.40337361 0.69468837 0.70290256 1.06926826 -2.18038979 -0.62520897 0.85942408 0.77747881 1.16282462 0.17954585 -0.86269756 0.14009246 -0.79368305] Distance 4.360403815876808 Each least square approximations [-4.50721443e+00 2.67069035e+00 -1.71590308e+00 -1.70481693e+00 1.32585938e-01 1.16409095e+00 -2.56627501e+00 3.40553199e-01 6.00618136e-01 -2.46075818e-03 7.85840641e-01 1.09310817e+00 4.83186849e-01 -2.07192416e+00 -2.64482553e+00 1.12818440e+00 -3.29285291e-02 -6.74679760e-01 1.47192224e-01 -3.54053325e-01] Distance 12.13987237919388 Each least square approximations [-8.02645021e+00 4.02277022e+00 -2.35773068e+00 -2.76940090e+00 -1.69855269e+00 1.69657286e+00 -4.85419665e-01 -9.52952967e-01 -3.78620583e+00 -2.86600291e+00 -2.38910508e+00 -2.47037892e-03 2.99674478e+00 -1.47063779e+00 -9.78864773e-01 -3.19933730e+00 -6.11241251e-01 -6.99638292e-01 -6.95245380e-01 8.44236770e-01] Distance 7.1361147042998345 Each least square approximations [ 4.88212763 1.62145292 0.59840293 -2.27449147 0.92546482 3.17030809 3.59181671 0.17205547 -2.76178702 3.43136841 0.86442636 1.89796005 -0.04046377 0.91269247 1.79589094 -0.23524558 -0.89374249 -1.75219951 0.41647664 1.93738266] Distance 10.621856765676757 Each least square approximations [ 5.88538283 2.77335279 1.80052799 1.02475362 -1.81477972 -1.80890156 -1.55251455 -0.81055738 0.62190763 -0.05081006 3.74856064 -0.67118615 -0.29351741 -0.19069459 -0.72667899 2.97008384 -0.4050509 -0.22139285 0.3396712 0.06099644] Distance 11.10721141472022 Each least square approximations [ 7.11713188 2.24604756 -2.89574349 -3.22821461 3.00259374 -2.24007093 2.12190865 -2.4625698 2.17232855 -1.24804193 -0.67332071 -3.05189138 -1.56526406 -1.9447202 -0.01160071 -0.66085446 -1.42937165 -2.37907809 -1.89191901 -0.85192348] Distance 8.396046261910955 Each least square approximations [-6.20692433 -1.48040795 0.19158771 -0.70868733 1.02325863 0.34870958 -0.26082063 -1.00476261 2.1529422 1.73710523 -0.83839234 -0.14108121 0.64129114 -1.73863141 -1.58160894 -4.0721516 2.29343058 -2.2235168 -1.82454815 -0.83823709] Distance 10.755848721923478 Each least square approximations [-3.47502605 1.50648081 -5.94495196 1.23706413 -5.03919436 -0.54558699 -0.21461233 0.75334204 -0.8404677 1.30611537 -0.75522029 2.20610091 -1.88775726 2.26445768 2.98962137 2.65982899 -1.36272298 1.94840405 -0.40413217 -1.98923379] Distance 9.661228172020474 Each least square approximations [ 7.21559662 1.83903908 -2.63991759 -1.03072527 -0.12754128 3.26352981 0.20856013 0.48039131 -0.86046283 -3.86758956 0.0921924 -0.4871634 1.98728926 -0.85225497 -0.07331857 -1.8850069 1.57632373 2.04234357 -0.85192985 0.62030047] Distance 10.335587884381043 Each least square approximations [ 6.23382296 3.74250968 -0.7667312 -4.88314079 2.47919837 2.8945339 -1.68685345 -0.40533806 1.38941174 -2.83716974 -0.2160852 0.68901658 0.5679134 0.17153354 0.80700111 -1.88926056 -2.72214774 -1.46623879 0.84917188 2.4275134 ] Distance 9.333117868358666 Each least square approximations [-7.10998187 -0.60808566 -2.35750249 -2.34606578 4.43849798 -1.65509194 3.19878275 -3.36936274 1.1779524 1.49165637 -0.73212069 -0.08578956 -0.58228779 -1.22962305 -0.47487739 1.14132363 1.88152903 0.0786745 -0.08656191 0.80196561] Distance 9.769815906297698 Each least square approximations [-7.74053182 0.91546124 -1.98797539 2.17005104 -3.742192 -0.56112305 -0.96418493 -3.1768677 1.2632552 0.26066172 3.44812098 -2.77783017 0.51077652 3.37812946 0.10646732 0.8336037 -0.22921301 -1.18225659 -2.21464798 0.22909527] Distance 8.853093863254232 Each least square approximations [-6.24841197 -3.93119141 0.47969394 0.13580172 -3.9063441 0.04119982 -4.92092319 -0.44185201 -0.53693431 -0.60128548 -2.02676852 2.02280219 0.58416585 0.94930493 1.2098534 1.10350327 0.38315942 -0.33456344 -1.02280423 1.24277024] Distance 10.156242773689376 Each least square approximations [ 4.84244496 -2.48573877 3.3832058 -1.9919959 4.04824357 -0.15558857 -4.07111931 -1.77110626 0.20728523 3.08051371 -0.1274631 -0.11543386 0.12601602 2.57498036 -0.8154276 0.04793133 0.46215407 -1.45939403 2.16527874 -0.94689534] Distance 10.354683944666258 Each least square approximations [ 1.21070491e+01 -4.33174400e+00 9.38984026e-01 3.20125566e+00 -1.36566688e-01 -2.87351184e-01 8.54740743e-01 1.24214419e+00 -2.24104438e+00 1.75165041e+00 -4.25550867e-01 -1.55626909e+00 1.61978422e-01 -5.14076289e-01 1.30027063e+00 -1.37737564e+00 1.20166747e+00 -6.70840352e-01 -2.47986019e-01 2.87979121e-03] Distance 4.220502332982837 Each least square approximations [ 7.11998333 -0.3100091 2.83019253 -1.85620864 -4.26232528 -1.27402527 -0.22456686 1.1280028 4.58712904 0.40508102 1.10241747 -1.41024515 1.57715193 -1.54822277 3.09821934 1.79605003 1.55816595 1.4200116 1.3791835 -0.31039963] Distance 9.014887950986047 Each least square approximations [-9.29890425 1.32272812 2.87581655 -4.7508966 -1.42789937 -2.26885063 -1.66874751 0.84684373 -3.93756974 1.80413329 -2.8570582 1.87343262 0.14815777 -0.59393583 2.14601042 -1.2231133 -0.941377 -0.68553301 -0.07041301 -1.94421879] Distance 6.433600573031842 Each least square approximations [-4.21609559 2.75510813 -2.39244714 3.0203372 1.20102827 -1.83961892 -2.81640761 -2.52050502 -1.47951083 3.18124009 0.43840049 -0.61930595 -1.16599374 2.58390159 1.93636832 0.58964535 -2.1948108 2.31050659 -0.40705019 -0.06781369] Distance 10.418674624924352 Each least square approximations [ 6.52714713 -2.27920389 -2.7373248 -0.84802094 1.00513778 2.01251274 -2.15335714 0.20593496 -0.88343357 1.51322808 -2.26583797 -0.49454391 -0.41895425 0.08589322 1.22963231 0.46055977 0.63107648 2.18416453 -0.4859536 -1.05188953] Distance 10.981771819675249 Each least square approximations [10.57973211 1.53725213 0.23368385 4.27971395 -0.34430388 3.09519648 0.7780697 0.75687598 0.45296721 2.34187979 -2.77689005 1.35569438 -0.11383002 1.54173913 -2.19560478 -1.09623594 0.83933503 0.64496458 -0.34423602 0.03227746] Distance 5.897850924794092 Each least square approximations [-5.71800097 -0.63321141 -3.95265098 -2.33086258 -3.23831734 2.96629982 0.66682803 0.26953303 1.46575028 1.10723469 0.20513596 -0.88091538 -4.05441182 -0.34123291 -0.43372408 1.32672785 -1.20072209 1.30168424 -2.72124814 0.81421588] Distance 9.765321222536533 Each least square approximations [-5.84861119 3.44313094 0.50378351 -2.81562217 0.85432792 -2.35941607 0.28018885 -1.93825942 0.76085013 -0.03704063 0.24816951 2.99268388 -0.92866284 1.44057754 2.54060995 1.59419687 2.01565169 1.6808956 2.33996397 0.01071722] Distance 10.244334822653752 Each least square approximations [-5.05904418 0.84949769 3.17713928 0.96860879 -0.35828631 -1.34330184 -4.59625461 -1.25772153 -0.43232164 0.19355704 0.9481727 1.80151271 2.83255318 0.02268759 1.33188808 -0.80020873 1.52847174 0.51070413 1.14723949 -1.81746465] Distance 10.918125346863988 Each least square approximations [ 6.18997639 0.92990249 2.60652178 -1.54165999 -0.87421964 1.12608485 -3.34971568 -0.40163271 0.11939596 -0.16864148 -2.35816526 -3.00905505 0.57133066 -0.51519733 0.88522045 0.61073912 0.29390275 -0.01052289 -0.10077413 0.98139873] Distance 11.134869882125518 Each least square approximations [ 6.85366818 5.24922697 -1.40421976 1.95582055 2.11262116 -0.13626036 0.89218791 -0.56868578 0.26144423 -2.61692591 1.02611409 -1.22521596 -0.90181749 0.66325452 1.02089339 -0.5710639 -1.170295 0.75463738 -2.14444254 0.37481825] Distance 9.925788436598635 Each least square approximations [ 7.01271655 -1.95572905 0.4302881 -1.43652684 0.24146132 4.36568287 -1.17785267 -0.05168908 0.83950189 0.31486092 -0.73153691 -1.49358145 -0.46599858 -2.12699549 -2.37845325 1.13281823 -0.3836896 -2.12230743 1.40561425 2.96958696] Distance 9.836702463591537 Each least square approximations [-6.54454213 -3.76700277 -0.46563332 0.71248079 -1.41737097 -0.11044635 1.48629886 -1.00497609 0.06311909 -0.14937271 -1.56352232 1.73717108 2.17313079 1.41742142 -1.29519407 2.65757332 0.30608766 0.51061451 -2.19256445 0.62970151] Distance 10.663598323066825 Each least square approximations [-9.12616079 6.76382926 6.31352137 0.71935489 0.30441457 2.53189628 0.54326197 0.70359364 -3.15683797 1.94397446 -0.23538312 0.19772307 1.02166139 0.56934364 -0.58141658 1.19919239 0.45536254 2.14348257 0.69261546 -0.548128 ] Distance 3.9088757535658942 Each least square approximations [ 3.28117763 -5.35901963 0.71874658 -0.14790155 -2.39293998 0.81003272 -1.98083422 -1.00827593 1.59829109 -0.03017782 -2.33073775 0.22181885 -2.00408384 0.02211027 0.19971155 -0.84585365 2.5559332 0.67764765 1.16205649 0.30652866] Distance 11.914708388687645 Each least square approximations [ 5.24608501e+00 2.55700180e+00 3.81385789e+00 4.13493219e-03 3.69556410e+00 -1.92983366e+00 -1.35650075e-01 -2.24297424e+00 -3.20118378e-01 4.90228184e+00 3.60473910e+00 1.36314013e+00 1.18031588e+00 -2.43713131e+00 6.45167981e-02 -1.52264193e-01 2.77598675e+00 -1.35762002e-02 -1.48409148e+00 4.41547003e-02] Distance 9.34120640738817 Each least square approximations [-6.37583356 -2.64141479 1.62016596 -2.34356839 -7.07053292 -0.28215046 1.70966376 -0.84508892 -0.83432392 -1.29242137 -2.40092006 3.78884034 2.80285733 -0.31384648 3.91576527 1.45585188 -1.57255606 1.03261125 -0.63917793 -0.57108186] Distance 7.275305176397832 Each least square approximations [-5.70263524 -3.19292658 0.13153383 -3.22222819 1.41589161 -4.73041563 2.77826992 2.98689668 -0.06858163 -2.56413343 2.98724632 2.02809446 -1.55334687 -1.236395 -2.60109356 1.64607345 -0.03029438 2.77059922 1.67484515 -1.75232123] Distance 8.592400774151882 Each least square approximations [-6.84973065 2.38002997 1.53950029 2.27718613 1.11989092 0.98749491 5.04414725 3.57825622 -0.32704701 -2.74919938 2.60384936 1.7474633 2.69621195 -2.18196493 0.86657057 1.97913776 -0.41444215 -0.60978586 0.20497231 -0.78767785] Distance 8.861899476796484 Each least square approximations [ 7.77768507 0.28380375 -2.43390619 3.79888706 -3.21537466 -1.38533913 -1.14310759 3.34491958 -2.52631032 -0.90294126 0.02848728 1.29858258 0.91784778 0.66099399 -0.12651997 0.63582568 -1.03203747 -2.63435387 1.43895197 -0.46122823] Distance 9.38073660545893 Each least square approximations [ 3.90761759 0.82219783 -5.66496424 -1.98996932 0.21054868 -0.14306786 -4.67606568 -4.64116005 0.61672059 -0.40485182 2.51546414 -1.71990105 -1.65532677 0.62976074 0.01543335 1.58105176 2.46416761 -1.2897754 -0.81211739 -0.34961488] Distance 9.751930013026312 Each least square approximations [ 6.79277715 3.64399756 -4.36672202 2.44493389 2.41927279 2.76623049 -4.35662279 -2.9460929 1.37313784 0.1357306 0.1195104 2.91665192 2.45134006 0.67847036 1.00909584 1.64172567 -1.39283653 0.06424858 -1.48621011 0.75186497] Distance 7.97463728157855 Each least square approximations [-5.89343992 2.3480154 -4.86513101 1.73265484 -0.09921944 -4.38990054 3.57527088 -0.3456657 1.81692871 2.02037014 -0.09150363 -0.82516629 -0.44046515 -3.19057419 -0.6898132 1.75439301 0.71619414 -1.93905791 0.92372028 0.56140779] Distance 9.38138453047363 Each least square approximations [-6.20810335 6.01335048 -0.93116173 0.61313737 -1.87587723 -0.26160991 1.88526375 -3.66788918 -4.71678144 -0.09304023 1.14236627 -0.03005869 0.94681868 1.49144366 -0.06787581 2.34112476 -1.11962711 1.25273335 -0.55758004 -0.88406302] Distance 8.901582442762406 Each least square approximations [ 6.716384 -2.11372151 -1.02535355 1.16142647 -1.11065697 2.8962936 -0.88824631 0.12809609 1.29015289 -1.75680712 -0.69104897 -0.47003749 -0.74972484 2.04698504 0.10158281 0.81370409 0.03616193 2.3019386 -0.4822162 -0.37507144] Distance 11.528597791584165 Each least square approximations [ 7.39355181 0.68856893 2.32167713 -0.2986192 4.61256075 3.53908895 -2.007097 0.51384559 -0.46552106 2.82299616 2.35241849 0.04812961 1.61719437 -0.01621665 1.84475413 1.26178096 -1.09823294 -1.85833277 -0.6764875 -0.70810745] Distance 9.284308520650416 Each least square approximations [-6.38281102 -2.22635382 -2.50413636 -5.51522629 0.14997194 -1.09641756 2.15714045 0.74976072 0.70913853 0.91864089 -0.80515088 6.12220212 0.35017667 0.30305897 1.10319216 0.75223701 -0.5776899 1.21310409 0.13749401 -0.50806468] Distance 8.915148320342928 Each least square approximations [-10.42132786 -2.42074912 -1.8005175 -0.66667743 1.80980855 -4.03055078 4.32286469 0.14335316 1.09456498 0.07272912 1.54958209 0.59721458 1.31869837 0.19075866 -0.38420036 0.21441274 -1.85804698 1.66787641 1.30497604 0.68476202] Distance 6.414540187554351 Each least square approximations [-7.89275287 -3.66570042 1.54605391 0.45774084 0.22334702 0.95775779 1.5201991 1.23534311 -0.84047534 1.65229789 3.46146596 2.62623283 1.46398629 0.93144679 1.43913264 1.11073629 -0.75711282 -1.95660926 0.20522668 -0.45623402] Distance 9.769420650297175 Each least square approximations [ 7.40882578 0.28876403 3.87710913 1.78877637 -0.74814743 0.74993264 -3.21164477 2.35846128 1.27859248 0.66398664 1.21435245 -1.50250012 1.5940703 3.8018716 -0.66500762 0.13988159 2.33937025 -4.49977714 2.23029889 -2.2201505 ] Distance 7.922600913731291 Each least square approximations [ 9.45346498 0.69232255 -5.09887263 -2.92739504 -1.53680096 0.16182732 -3.2391609 -1.95651012 -0.47011006 -2.51637374 1.17623978 0.86097055 -2.62423635 0.01020923 1.32752708 -1.4399232 0.65049626 0.0393569 1.05617051 -1.50651288] Distance 6.894036577270332 Each least square approximations [ 9.31655525e+00 9.91737437e-01 -1.85067593e+00 5.62820582e-02 -4.03091549e+00 3.23990765e+00 -2.07672709e+00 -1.19919826e+00 1.30516669e+00 5.48774490e-01 -1.61659645e+00 1.12582252e+00 2.53669558e+00 -3.32657098e-01 4.37525348e-03 5.63573287e-01 -4.73447695e-01 1.59346159e+00 -1.57113148e+00 1.31905395e+00] Distance 8.272550683108705 Each least square approximations [-10.63386977 5.18463306 -1.87759407 1.98256031 -2.29759758 -2.45974848 2.80422424 -0.4239343 0.59660909 -2.01569272 -1.3906766 -0.3406856 -2.18953203 0.4921735 1.30256534 2.88658861 -0.39402855 0.67940961 0.07596691 0.54478336] Distance 4.75598400284176 Each least square approximations [-8.41165209 9.18324501 3.04163949 4.14256345 -0.17923353 1.529783 -0.47872175 0.4991465 -1.99132826 0.7567924 -1.14589298 0.79351589 1.04442931 0.51741167 0.28807484 0.93847939 0.71953299 1.87663599 0.83990909 -0.0371432 ] Distance 3.8122612003135705 Each least square approximations [ 6.08873545 -4.83640116 1.42188801 -1.01113503 -2.26074966 1.90780363 -3.43917296 -1.46378518 2.06561956 -0.5758315 -1.97594243 0.40608076 -1.3784006 -0.40203751 0.35145978 -1.4866181 2.66314149 0.91448449 1.54515285 0.14876397] Distance 10.139221474015299 Each least square approximations [ 7.46459056 1.54230727 2.19252078 -1.29765768 3.71668131 -1.08201335 -0.09535185 -2.51147935 -1.49493959 3.98975261 2.42038456 1.80923752 -0.56171037 -3.02155413 0.44711193 -0.18622778 1.6182999 0.05127169 -1.90283187 -0.02478328] Distance 9.128822505739395 Each least square approximations [-7.72600472 -4.96141776 -0.16891379 -2.68645853 -5.16182546 1.05844795 1.83007863 -1.04115393 -0.54006311 -1.65104108 -2.08874889 3.25712949 2.40332704 -0.02895252 3.03905859 1.60870025 -0.93833716 0.75185455 -1.80551646 -1.41867845] Distance 6.8099284121625105 Each least square approximations [-7.95324047 -1.87769947 -0.21499001 -4.9577536 0.41434632 -1.81106423 3.17141467 1.95634771 1.40572291 -2.44288229 3.46960685 1.64515687 -1.60201752 -0.32544094 -1.81392555 1.2242114 -0.19706973 2.55253056 0.39443968 -1.03511292] Distance 8.10928463318208 Each least square approximations [-8.21919315 0.29308924 4.18812087 1.55879923 0.90583588 0.10103881 3.96005095 2.57080943 -0.07979444 -1.67219687 0.55757615 2.3200355 2.99263588 -1.13815368 0.8140418 2.37204262 -0.15384649 -0.21188948 -0.94610398 -0.21093301] Distance 8.698042647621573 Each least square approximations [ 9.55932231 -2.96135091 -0.48837338 3.2871711 -1.94380905 -1.99642974 -0.04748409 3.15998392 -0.93135458 0.57235172 0.9508251 -0.13528509 0.74923684 -0.32977984 -0.54756789 1.09816789 -1.17801529 -2.35760521 1.29085584 -0.66192323] Distance 8.375193625157028 Each least square approximations [ 6.31045353 1.21591736 -3.64352274 -2.72069863 1.12927164 0.15995971 -2.93654758 -4.8496087 0.41971392 -0.03904933 3.02494074 -3.07385129 -1.909756 2.03559174 -0.1386074 1.43874142 1.51198115 -1.23377309 -0.92381481 -1.06354636] Distance 9.086463027030485 Each least square approximations [ 8.7977505 1.0353823 -3.36127062 1.81685552 2.16169357 2.32063366 -4.47130206 -0.93749786 0.91324052 -0.05124737 0.45888688 3.44497036 1.94972415 -0.40877536 2.15094701 2.04884748 -2.25526113 1.72168065 -0.71500543 1.32436492] Distance 7.239409733425163 Each least square approximations [-7.70529176 1.51065468 -3.24531583 3.08906048 0.3463141 -4.43811467 2.73026078 -0.58784272 1.12928956 3.93915545 -1.75231223 -0.21217132 -0.21473047 -2.91373052 -1.09877477 1.79688867 -1.40198393 -1.29761889 0.48764828 1.84034895] Distance 7.9331675022766 Each least square approximations [-4.88576604 4.57059136 -4.7423505 5.26853976 2.07616272 -1.02224944 1.81681434 3.75900152 -3.17279751 1.55039757 0.54088326 -1.01873461 2.670559 0.60255099 0.42677755 0.26396897 -1.36485747 1.79671346 2.47191811 -0.39120784] Distance 9.19726714013136 Each least square approximations [14.26304636 -4.4816573 1.71155198 2.08174579 0.23368689 0.89279875 -0.49322737 0.68262162 -0.89170414 0.01715664 0.16490164 -0.07671901 -0.4144452 0.63668191 0.41687179 0.30478059 -0.54997752 -0.20753231 0.35608675 -0.13133571] Distance 0.8836199139057066 Each least square approximations [10.30408271 -3.05079479 -4.58442312 -0.31852171 0.18531542 -0.89176733 -1.65324227 -0.08107754 0.50569012 2.11046562 1.81582012 1.79277523 1.99966385 -0.77975914 1.31930822 -0.07040585 0.4279979 -0.01687578 -0.72248149 0.24594363] Distance 8.762307730653012 Each least square approximations [-8.57318956 -4.96264402 -4.24870312 -1.058354 -0.04796314 2.84167802 1.15131967 0.51732115 -0.81253607 0.70559316 1.07751624 1.44055096 -0.74875668 -1.39699596 0.48969337 2.41719075 -3.03969204 1.79883785 1.6240239 -2.23777033] Distance 8.672201981952616 Each least square approximations [-9.89937583 6.56420601 2.46908478 -2.7188079 -4.02898148 -1.9687959 2.04392204 -0.16447866 2.30382718 0.10192944 2.29452352 1.34273274 2.02679703 -2.13710137 -0.55739656 -0.3001639 -0.20688505 1.6222405 -0.03701473 0.89926373] Distance 5.608208764457834 Each least square approximations [-9.41196415 -0.94048449 6.71936886 -0.12033668 -0.57595707 0.25612626 -1.39592662 0.21532103 -1.80998677 -1.40872075 -1.27275529 -0.29677111 1.66034107 0.96652979 0.8463785 1.72405093 0.45160793 0.04671776 -0.03076761 -0.14655336] Distance 9.147866846002634 Each least square approximations [ 9.87016059 -4.06040983 2.82024506 -2.92505735 -0.56778359 0.74921776 -1.67361454 1.93999527 2.3364377 3.5586382 -3.12163032 1.4443939 -0.21858921 -0.7717639 1.7469421 2.54024128 -0.17064321 -2.83494892 0.663882 0.69175846] Distance 6.952293434570281 Each least square approximations [ 9.18411173 4.17106118 1.16104117 -1.70890644 4.15077716 -0.68091088 0.2071715 -1.68989035 -1.41449038 -4.09495029 2.07123526 -1.62669021 -2.39451777 -0.17568709 -1.71709099 -3.00336912 0.78012601 -0.59408039 -0.81011526 -0.62572029] Distance 7.951923438997692 Each least square approximations [10.98157346 -5.86279521 1.44663443 -1.40381663 0.90359091 1.42156656 -3.84270632 -0.27529643 2.20584837 0.53261669 2.68785628 -0.33021416 0.98524577 0.59835717 -0.09949408 -1.58725774 -1.51812128 -0.4484446 -0.98090942 1.50473049] Distance 6.0417620237562 Each least square approximations [-10.58787269 -4.21653304 -0.3221802 2.78535531 -2.76738045 -1.96941189 -2.60433418 -1.57474479 0.17938642 1.76125888 0.4308718 -0.09868946 -1.21700993 2.88103167 0.19313726 0.66421107 -1.61437924 0.03488495 -3.75258108 1.57064773] Distance 6.633032374029229 Each least square approximations [-5.72925561 2.49598298 -0.22729464 4.3324432 1.93226698 -5.82193652 4.58828321 2.71464926 -1.78374219 -1.49173207 0.38747674 2.15851054 -1.32737563 0.81326881 -0.55436664 -0.14112348 -0.26816583 -0.61916444 1.838702 -0.26590851] Distance 7.808179370626867 Each least square approximations [ 7.73612257 0.7812682 0.95413137 -1.31452262 -1.07751225 2.90175941 -1.9495918 0.25299441 3.07783743 0.385484 1.56649851 0.02290592 -0.20079463 1.10608135 -0.43412544 0.13781858 -1.71767342 0.11253743 1.8822272 0.080039 ] Distance 10.255028603719023 Each least square approximations [ 8.35614483 -6.27138705 2.73924962 -2.86616934 1.93003905 -1.48701522 -0.67278064 0.92225827 -0.91057368 -0.78151277 1.92733341 2.92943202 0.29117722 -0.59570426 -1.04001461 0.51432376 2.08740584 0.28533893 0.7925476 0.07958342] Distance 7.004232389367477 Each least square approximations [-4.28593170e+00 -5.14637318e+00 -5.59958525e+00 1.04662800e+00 -1.07266378e-01 1.34206764e-03 3.14646483e+00 -3.77480931e-01 1.30999463e+00 -2.40487387e+00 5.84529053e-01 1.28770026e+00 -1.23435261e+00 -2.69160337e+00 5.48851013e-01 4.57712542e-01 -2.28296144e+00 1.62236086e+00 8.34828214e-01 -8.42042233e-01] Distance 9.294076934998829 Each least square approximations [-7.85428193 0.10446549 4.66815789 -4.14982989 -0.65517285 -2.54824149 -2.07072442 -0.03078626 0.41735236 -1.21012454 -0.30054527 1.17661989 0.73509058 1.28649802 1.563174 -1.45436135 1.46692025 1.34172152 -1.2602632 0.41865827] Distance 8.617394926199905 Each least square approximations [-5.19028428 -0.32563052 8.00697409 -0.60575028 -2.58051021 2.17990288 0.97762588 0.57936718 1.87241119 0.46815809 1.7302428 1.11807123 -0.01795797 -1.27890593 -0.40549488 2.35681196 0.64530775 0.85840305 0.5688204 1.36434234] Distance 8.881411320655696 Each least square approximations [ 8.29461023 -0.26086127 2.13845991 -2.38848437 1.05704993 -1.79495884 -2.68538966 1.58352686 1.4721937 -1.0266333 -0.33321396 -1.05069743 0.240261 -2.42611541 0.55451379 -0.35741542 0.62410887 1.34606305 -2.41400404 -0.67592488] Distance 9.447859781004396 Each least square approximations [ 5.62974512 2.20998954 1.6446649 -3.82071443 4.85089612 1.2133225 -0.26504862 -1.97139746 1.23735187 -0.22494741 1.54575975 -0.41281432 -1.59037792 0.36616587 -1.77875125 -0.74710133 0.67001189 0.34473531 -0.52108335 -0.57175335] Distance 10.355368732077073 Each least square approximations [ 5.87670033e+00 -4.95766955e+00 6.06380712e-02 -3.02898160e+00 1.65107434e+00 5.56317667e-01 -1.26832778e+00 1.66613053e+00 1.74801940e-01 1.50021233e+00 1.44470005e+00 1.54570909e+00 6.09107486e-01 1.08794028e+00 -3.03043932e-03 9.10752476e-01 -4.75472395e-01 7.35019829e-01 -2.57022643e+00 2.09996767e-02] Distance 10.466157625855017 Each least square approximations [-5.81549359 -2.94848746 3.03547814 4.02149088 -0.46395513 -1.68906619 0.12172318 2.80709795 0.96158193 1.3969021 -1.21291418 -1.23950476 -0.26630776 0.31012502 -0.50987399 1.50480935 -1.76675451 1.22125991 -1.11697779 0.94111384] Distance 10.372247059924199 Each least square approximations [-5.665451 4.84246763 -4.95748846 5.50560937 0.71867806 -2.01462444 1.37413977 3.78314046 -3.42552784 -0.62547035 -0.2625189 -1.61124008 0.71866093 0.88413989 -0.58926278 0.70505644 -1.71502392 0.10711466 3.09062957 -0.04304882] Distance 7.998337971489159 Each least square approximations [13.52557462 -2.37223351 3.48166591 -3.34960962 -2.34850413 -0.48986672 -0.87553231 -0.5624935 1.10098364 -0.13673821 0.48572794 0.47050132 0.05367714 -0.53206545 0.26924842 0.42708225 -0.31993884 0.18374889 -0.13075656 0.40817223] Distance 1.8237565348291125 Each least square approximations [10.44689498 -2.78713706 -3.7469003 -2.5397259 0.93808674 -1.99067794 -1.41297707 -0.30085273 1.02803835 1.3782462 1.05003618 1.8752254 1.95720808 -1.54550145 2.12914998 0.26339329 0.40335949 -0.5062851 -1.04344346 0.01728211] Distance 7.771318217038341 Each least square approximations [-8.35019366 -5.30170137 -4.00296924 -1.01397699 1.27411199 2.47086906 1.63441888 -0.24672106 -0.92092781 -0.86938537 1.24650547 1.90069567 -1.01559598 -2.31738871 0.21271665 1.37665376 -3.2582151 1.22846841 0.20123286 -1.73673614] Distance 8.305606353357147 Each least square approximations [-9.59491345 4.32544645 2.48016239 -2.38122462 -4.66638713 -0.73533589 0.37746213 -0.11934052 4.21647042 0.75893659 0.66912944 1.43035353 0.51101616 -0.19522328 -0.17002359 0.16371161 -0.32144164 3.32674247 -1.46601962 0.57626164] Distance 6.686026464296165 Each least square approximations [-9.58331098 -2.41300186 6.2601292 -0.35145106 -0.67041815 1.04981706 -1.06167438 0.28919074 -1.25882611 -0.23290471 -1.08074608 -0.49796516 2.43137062 0.86014487 0.63515551 2.00297774 0.84949712 1.12628346 -0.65387832 -0.50592272] Distance 8.2517311396512 Each least square approximations [11.02988929 -4.06848557 4.18288444 -3.11631928 -0.90403566 -0.52342775 0.23503513 1.51402761 2.55818885 2.25268593 -3.62594643 0.54277241 -0.27069216 -1.14392515 0.88580431 1.75730219 -1.32019657 -1.58850799 -0.29613589 0.18235671] Distance 4.5894737525181615 Each least square approximations [ 8.9540869 3.06498437 2.56397361 -1.53419741 4.79073445 0.77491613 -1.23930857 -1.08361035 0.83308289 -3.38975316 2.21382176 -1.43324621 -1.10143031 1.14689854 -0.71064258 -0.7722483 1.00492782 -0.62879091 -0.08002302 -1.93738951] Distance 8.481151768770797 Each least square approximations [11.06396076 -5.14026473 2.24685757 -2.23737925 0.33501712 1.1376915 -2.80911714 0.85145563 1.49492328 -0.01454788 3.26380834 0.2837505 0.97660548 2.06976311 0.63487448 -0.96945735 -1.31776846 0.08974103 -1.7410059 1.38469439] Distance 5.4287940773110375 Each least square approximations [-9.66585979 -3.60668983 1.07021921 2.21014195 -3.21289897 -0.29519357 -1.00802555 1.23932743 0.48350787 3.46508083 -0.52696039 0.58520334 -1.14634686 1.84716232 0.32790441 0.25182864 -2.3266818 1.15131593 -2.26051054 2.25650208] Distance 8.030963033066712 Each least square approximations [-4.79192611 2.07759478 -4.5815383 4.82401499 1.87957322 -5.0870499 3.38279646 1.38058297 -1.94122627 -1.08211166 0.93590842 0.31704987 0.50214296 -0.14517096 -2.09590207 -0.11904343 -1.46507188 1.03100834 0.1629659 0.74164571] Distance 8.962596244141443 Each least square approximations [ 8.75659163 1.52397687 -0.7101298 -1.54088977 0.18256783 3.60886309 -2.64502974 -0.29151599 2.53076953 0.74727409 1.0408736 0.15200877 -0.24125973 1.99749205 0.07405006 1.41197533 -0.92938097 0.24949974 0.55132869 -0.76810235] Distance 9.54234974046175 Each least square approximations [10.03407625 -7.02121007 0.15996361 -0.44578896 0.92651694 0.13843225 -0.73746945 0.69592187 -2.03220517 -1.11087501 1.61462139 0.6129698 1.0195461 0.55196083 0.44095347 0.54575517 0.08365157 -0.80694547 0.67048213 1.01628657] Distance 6.676609380645424 Each least square approximations [-5.05069839 -4.22643429 -6.87175955 0.41817953 0.94787429 0.03970374 0.79335017 1.69620716 0.5516763 -2.33315625 1.6719203 -0.17639147 -2.54596727 -2.3191007 -0.50694845 -0.30267679 -2.22344966 1.2041535 0.42173591 -1.98970881] Distance 9.084181541149421 Each least square approximations [-9.13845379 1.82830076 4.29843127 -2.84772334 0.36414711 -0.59503037 -1.36471899 -1.69903463 0.25542847 0.47234978 -1.19847581 1.03286304 0.20034387 0.68514527 3.33329715 -0.27561094 1.84907421 1.21464643 1.37120387 0.54042603] Distance 8.293393104979636 Each least square approximations [-6.23318071 -1.80974552 6.69436181 -0.78095518 -2.02065983 3.13744102 -0.76660231 -1.57446841 2.50794649 0.98569969 1.78744887 0.9179128 0.77896561 0.94497909 0.44626055 0.76432009 0.74409359 -0.59800465 -0.65103624 0.14909802] Distance 9.46182558839109 Each least square approximations [ 8.43975592 -0.52498981 4.32566461 -3.42388611 0.7308725 0.27917124 -1.08313488 1.82697777 0.79672993 -0.68061357 0.2937302 -1.41221677 -0.08855407 -2.28815946 1.0638346 0.08271826 3.18206246 1.57368435 -1.2378185 -0.94795897] Distance 8.795151808614792 Each least square approximations [ 6.43784918 4.7255571 2.50463305 -4.19794029 4.09185714 1.61671755 0.82885291 0.04058868 0.15841852 -1.84062505 0.70022701 0.31135036 -1.31839434 -0.6969509 -0.90340915 -0.91421585 -1.13869387 0.8538277 0.45014546 -0.85743692] Distance 9.51067328664611 Each least square approximations [ 7.22687343 -4.16887523 0.77158526 -4.27571636 -0.33600189 -0.0197223 -1.68416124 1.93171924 -1.925909 1.54772353 0.70706754 0.67716702 -0.66021341 0.66570282 -1.40536872 0.66408078 -1.73754011 0.76343566 -1.18857655 1.20001737] Distance 9.850508593579175 Each least square approximations [-7.01178996 -2.97341623 4.58360508 5.02592568 -2.06305999 0.89423311 0.24760378 0.79079422 1.05893996 -0.16935637 -1.04209933 -0.83504305 -0.3337389 1.10130366 -0.06895124 2.38211375 -1.45022609 0.90468611 -0.88479113 0.17172136] Distance 9.236982372388468 Each least square approximations [-8.04485063 -5.79099197 -0.38171202 5.63003779 -3.93394934 -2.72940649 2.43354329 0.46451165 2.90344991 0.13935865 1.04710315 -0.35486912 0.94054253 2.00013909 1.25314746 -0.28606045 -0.55562145 -0.61198748 0.01911276 1.27677417] Distance 4.708847420791563 Each least square approximations [ 3.47448101 2.60110248 0.53094557 -1.64919388 -1.13609645 1.98605012 -1.75130302 -1.52838267 0.07742366 -1.71951919 -0.95511354 -0.35896956 0.22826263 0.01584448 1.2107376 -0.29851777 -1.20568898 1.58474755 2.57765167 -2.28938751] Distance 12.079670522635892 Each least square approximations [ 5.29489611 -0.80792889 2.19663473 -0.14265519 2.12755995 -3.98600243 -1.8428893 -1.03043311 3.99235318 -0.69645635 2.35510914 1.18243925 -3.19880478 -0.30812784 0.23109782 -0.58478148 -0.78692326 -0.60367214 3.4245845 0.2711798 ] Distance 9.7249508666693 Each least square approximations [-3.38663539 -2.28056744 -3.03925569 -0.87474193 -3.107094 -1.6511999 4.13017428 0.97577101 0.26591297 -1.73607211 0.87574808 -2.34063269 -0.98311356 -1.76748099 -2.99991381 -1.76866661 -1.44107761 -0.53336834 0.51533637 -0.21803034] Distance 10.70382357718865 Each least square approximations [-3.73171351 0.5749819 1.09649316 0.8370537 -1.89148472 -0.59640473 -2.9946165 -1.24630922 -1.66157583 -1.36858802 -2.6765809 1.66680434 1.44258093 0.99323235 2.43808951 0.61384 1.78409425 0.94609955 -1.85864643 0.88372659] Distance 11.703239795711571 Each least square approximations [-5.07068924 -0.28921734 0.62787117 5.37246408 -3.23019257 3.00095883 -1.71047673 2.84632338 4.46313192 0.61221746 0.20442236 0.69015664 0.12613453 0.25041805 0.57880793 -1.33846714 1.15130107 1.52099608 -0.99897593 1.30609686] Distance 9.218312130567728 Each least square approximations [ 4.7880483 2.76045143 1.43265761 -3.26031003 1.19032354 -2.68718308 -1.74409169 1.87915637 -0.5055259 -1.64329 1.81449024 1.90252452 -0.76425265 -2.03098074 -0.79223492 0.13651352 2.08574196 2.41419092 -1.19911109 1.46816454] Distance 10.603029462428177 Each least square approximations [ 4.26977306 0.01680678 -3.06669293 -3.21121381 4.48877438 0.4763071 0.62116547 2.81242992 0.86976505 1.12654876 0.37744395 -0.86204759 1.39655476 -1.2286349 -0.69085588 0.66201791 1.1464694 0.53483643 -0.07259237 1.43892641] Distance 11.05783711093888 Each least square approximations [ 3.60301381e+00 -5.83498635e-01 3.76272673e-01 -1.66032658e+00 -6.17889324e-01 -2.50354116e-01 -1.39268336e+00 -2.44151049e+00 -3.31365144e-01 -1.62753178e-01 2.86420810e+00 2.25392582e+00 -7.96509951e-01 1.86878329e-02 2.96811176e-03 1.64199190e+00 1.31031216e+00 8.52446948e-01 -3.03874094e-02 -1.81032733e+00] Distance 12.362023487746857 Each least square approximations [-3.47170645 -0.58984944 2.8624211 0.54304747 -1.10724245 -1.10986697 -0.23479685 0.56664827 -0.69097279 1.32913164 -0.30277961 -3.68011076 2.76573235 0.2242394 -0.31066854 0.12314027 0.79515964 0.20766056 -0.00812806 0.34891984] Distance 12.314525663825806 Each least square approximations [-5.90930643 2.19171568 -7.0289054 1.60919148 -3.3306914 -2.16302064 1.10022823 -0.95679737 -3.03572461 2.24203105 -0.70172417 0.81536117 -0.95655464 1.55437237 1.04207156 1.83391629 -2.5465899 1.53609626 -0.60785365 -0.97788884] Distance 8.517381815298366 Each least square approximations [ 8.87846177e+00 2.45997780e+00 -2.28085269e+00 -3.87871847e-01 -2.92697784e-01 5.07194925e+00 -1.09947335e+00 -2.00199026e-01 7.97487840e-02 -2.86975051e+00 1.46213798e-01 -9.33739370e-01 2.08128336e+00 -7.65572706e-01 5.70231474e-03 -7.68142517e-01 1.16907039e+00 2.38633525e+00 -3.90897357e-01 6.19795405e-01] Distance 8.716700710736347 Each least square approximations [ 9.16939047 1.82403809 -1.28426345 -3.40877896 4.27876897 2.75097414 -2.38383322 -1.51420455 1.19196388 -1.51198445 0.1884155 -0.74356902 0.5345904 0.39220131 -0.03720848 -1.02137496 -2.65280774 -1.74658726 -0.04553071 1.49831837] Distance 7.929256188886366 Each least square approximations [-9.41791478e+00 -1.17177411e+00 -4.10551843e+00 -1.83918179e+00 3.05963729e+00 -2.15296411e+00 2.36859496e+00 -7.58709963e-01 1.67527860e+00 1.15721317e+00 1.15343617e+00 2.34071948e+00 -1.05556789e+00 -5.36094423e-01 -7.61412268e-01 -5.96380420e-01 -3.60377894e-01 1.24372970e-01 5.95314791e-03 1.58855084e+00] Distance 8.310303742251069 Each least square approximations [-10.9132165 0.90242425 -3.73255522 0.62941718 -1.16978238 -1.29783801 -1.77240923 -3.92681846 1.91267675 1.09031364 0.59616162 -0.6117941 1.60922014 -0.0116216 1.03013414 0.76824963 0.94836545 -0.74700219 -0.46199926 0.43595506] Distance 6.926684484144172 Each least square approximations [-9.06040335 -3.66390819 1.4985911 -0.82778511 -4.28550229 1.462832 -4.08492248 -0.86919722 -0.65715747 1.03697028 0.89095318 0.56094192 0.08347764 0.61824423 1.13170122 0.10543219 0.23107709 -1.12359135 0.70913468 -0.19768421] Distance 8.541930973147474 Each least square approximations [ 7.08147315 -1.6466517 4.54138269 -3.52547697 4.74577692 0.67932175 -3.53145181 -0.4346028 -0.20312369 1.69777774 0.86211444 -0.29548848 1.15820704 2.4085014 0.19378199 -0.37539739 1.62474366 -1.26806173 2.04537624 -0.98410879] Distance 8.572167719653045 Each least square approximations [13.63434985 0.8353342 -0.59143754 -1.19770612 -2.28883259 1.23458292 0.56782912 2.568518 -0.03450974 0.62583229 -0.85704114 0.72865114 0.56056443 0.28294852 0.3914555 -0.69103609 0.05135756 -1.01098266 -1.16996201 -0.7696234 ] Distance 2.789845336304173 Each least square approximations [ 1.01927806e+01 -6.85768850e-01 1.10247694e+00 -2.72123840e+00 -3.36379529e+00 -8.32283206e-01 2.26553007e+00 -5.42941321e-01 1.63264824e+00 1.22167353e+00 -4.37427815e-02 -1.35334970e+00 1.62299350e+00 4.45968822e-01 9.24716231e-01 3.70878212e+00 -8.39045969e-02 1.01940264e+00 -8.24126287e-03 1.14058276e+00] Distance 7.701425365111415 Each least square approximations [-1.25095200e+01 1.24511298e+00 3.44610653e+00 -2.34610426e+00 5.57237193e-01 2.32401379e-01 1.16028483e+00 -5.86741092e-03 -2.34949488e+00 2.80047880e-01 -8.58905348e-01 -1.05304140e+00 7.09183043e-01 2.55744905e-01 -8.00667033e-01 3.53558451e-01 -1.12077063e-01 -2.75333097e-02 -8.29953262e-02 -8.63691502e-01] Distance 5.370090883561963 Each least square approximations [-6.91381245 -0.49283485 -2.29145885 2.29661889 -2.39748978 -1.15669747 0.58275997 -2.95836936 -1.44152624 2.34195021 -1.91981092 0.31200697 1.41078731 1.77245842 1.44717564 1.88168375 -3.26265481 -0.08752492 0.93358947 0.83090149] Distance 9.603441945682288 Each least square approximations [ 5.34395306 0.7486272 -0.0268365 -1.79807991 -1.94641271 1.78522718 -1.4491893 -1.18338304 -2.70101544 0.85138154 -2.36708266 -0.93797658 -0.47973549 -0.40411143 0.19372834 -0.67715615 -1.21763019 3.29481441 0.71515842 -1.19254665] Distance 11.349308919126889 Each least square approximations [ 8.20931364 4.41029242 1.50433282 1.84133148 3.63280551 -0.84547993 -2.53473167 -0.86379743 4.55379869 -1.61069342 -1.87219867 -1.0378106 -0.55054756 -0.0396175 3.24284716 -0.19857586 -0.35405738 -2.12047794 -0.01312001 -0.54542737] Distance 6.635241767727202 Each least square approximations [-5.85567824 -0.04057915 -2.70180158 -3.17705847 -1.97180159 0.39058817 3.80112214 1.71311085 2.05239883 -0.62864727 -0.32410647 0.25285009 -0.00914297 -1.39833442 -2.14079094 -0.38770402 -2.61740714 -0.95432709 -1.87076821 2.47139489] Distance 9.967825049205963 Each least square approximations [-6.02503191 -0.05083002 -0.40389609 1.0894542 -1.95343393 -0.95764939 -2.02474616 -2.34160827 1.57270839 0.83601188 0.72665477 1.10578071 1.38570298 0.82152365 -0.84325473 1.77246679 0.18537808 2.27377952 0.04642778 0.9247037 ] Distance 11.484679446876987 Each least square approximations [-7.00305448 -0.94383982 -0.10183206 3.62283477 -1.35070764 1.73680212 -3.26208683 1.54508826 1.87498622 0.03035751 -0.78838763 0.61541728 0.94255662 2.13534152 -1.35293114 -2.07820298 1.21587864 1.20690515 0.60669096 -2.22517052] Distance 9.797591855299572 Each least square approximations [ 6.19847098 1.30792359 2.98684365 -2.25506837 -0.65580598 -0.45604167 -3.01021676 -1.60440435 -0.07762129 -0.63412993 -0.07328553 0.35530962 0.41881892 -0.18240218 -1.35968458 0.50801906 0.95262482 0.51049078 1.51292982 0.07797122] Distance 11.338850969747766 Each least square approximations [ 7.85395960e+00 -4.38671824e-01 -4.41635234e+00 -6.36208366e-01 2.78671674e+00 2.54376096e+00 -1.03249518e+00 1.72003928e+00 1.14537676e+00 -4.05222430e-01 6.58694176e-01 -1.54698555e+00 5.73876797e-01 -1.08127870e+00 2.54695632e+00 -1.33636952e+00 -7.03583259e-03 2.98080425e-02 3.71917944e-01 2.20623888e+00] Distance 9.06484409872243 Each least square approximations [ 6.5274624 0.12628178 -0.34587289 -1.40053342 -3.62131315 1.82168986 -1.61780232 -2.19441505 1.29963982 -1.217393 2.02888503 1.01896938 1.62520234 0.07133706 -0.3090252 2.27149773 2.18735972 -1.21526849 -1.97375433 -0.94839458] Distance 10.26868141543206 Each least square approximations [-6.79270528 1.23452597 0.96926742 -1.28517136 -2.36823 -1.87140267 1.99212721 1.82461915 0.09598088 2.24736871 -1.02456887 -0.74736525 1.81139082 0.72784484 0.92841824 1.15256358 2.21277008 -0.938651 -0.81703369 0.98843929] Distance 10.70251702309102 Each least square approximations [-10.07296112 -0.73045909 0.0432907 -0.38101193 3.61243615 -1.02641854 -3.73201187 0.3266622 -1.09248567 0.51982817 4.14539889 -1.36474644 1.7665563 -1.81200454 -1.81793549 1.59074936 -0.46124237 1.47769441 -0.75405417 -0.22231194] Distance 6.613179017808449 Each least square approximations [ 4.31208689 -0.11405984 -0.6279494 -1.06520049 -1.7059205 0.61817667 -1.03530287 -0.86367808 -3.85929009 1.17855019 -2.5532362 -0.94512584 -0.38229159 -1.95705445 0.08615604 0.68191208 0.76142956 -1.02511084 0.44638887 -1.6782188 ] Distance 12.318484540775636 Each least square approximations [ 5.82131549 0.45075349 0.86893801 -0.86680561 -0.10982837 -3.41017727 -1.79387026 -2.43357968 0.98363181 5.99208837 0.60723306 -0.65022013 -1.04141155 2.48180527 0.64228042 0.61549236 2.61593891 -0.64215203 0.48378439 0.37060375] Distance 10.003814066052398 Each least square approximations [-7.07188785 0.85591071 0.12607633 3.00135356 -3.78463579 0.87516178 2.05593168 3.8417545 -0.78863797 -0.53996693 -3.11821754 0.22288009 0.88764352 -0.54668547 -1.56895545 0.57316736 -2.36816146 -0.8325112 0.35320114 -1.67642167] Distance 9.598867548662755 Each least square approximations [-4.2013785 0.14695013 1.22379803 -1.30539593 -1.39103282 -3.97463245 0.60726191 1.84277015 -0.40084865 -0.7296923 -2.89172357 1.29117041 2.3067067 -1.46107421 1.61024629 2.20048251 -0.7549684 1.83178812 2.14115282 -0.03876059] Distance 11.544910972250738 Each least square approximations [-8.04026892 4.37048818 -2.86864233 -1.17422327 -1.67562954 3.68227116 1.82945265 1.99235873 0.07409869 0.7547839 0.11708097 1.09807707 2.56200678 0.14824681 -0.95502421 -2.57667924 0.33457825 -1.25980088 -0.95494597 0.25878289] Distance 8.61008178648388 Each least square approximations [ 7.22541135 7.76676274 -0.70106827 -1.47820375 -0.96654949 0.83814801 3.1844565 1.86776216 -2.38640641 1.84455477 1.07914073 1.94012485 -0.30370788 0.64674354 -0.11940913 -0.2690962 -1.20054619 0.15129178 -0.33213139 0.07984524] Distance 7.943914257928485 Each least square approximations [ 3.26449334 2.2537836 -2.11611896 -3.81106038 1.12585835 1.27341643 -3.79449543 -0.58887119 -0.03173561 -3.21750576 0.4459801 -0.99176353 1.76260635 -0.53036815 -0.67839827 2.72577514 1.37382607 -0.60514988 -0.01809832 0.57372606] Distance 11.489637363696495 Each least square approximations [ 4.5298869 2.30362539 -3.11398751 -5.35323309 3.12784499 1.60036487 -2.38031429 -3.79437328 2.09100149 -2.17787913 0.48206734 0.1314245 -2.17379106 2.20875793 -1.60993448 -0.4153206 -2.94794217 -1.22776445 -0.95858022 -0.02825678] Distance 8.9633875155961 Each least square approximations [-4.69469698 -0.58828862 -0.1214674 1.54327972 -1.41639972 -2.12542956 1.20345409 0.96327887 1.40473184 1.6269941 2.24102892 -0.73436585 -0.29470967 -0.28959301 -3.00676108 2.20934513 1.67826611 -0.61776318 0.3545715 -0.2534988 ] Distance 12.18344655701156 Each least square approximations [-8.26513563 -1.09711098 -2.59194398 -0.54290448 3.09655097 -0.55825278 -2.55772823 -0.76528429 -2.50402194 -2.13642318 3.18694304 -0.99112584 2.52702755 0.11499537 -1.91174457 1.24330515 -0.24856629 0.27017908 0.67531716 2.36319926] Distance 8.444604810061684 Each least square approximations [ 4.44529871 0.6338249 0.88277313 -0.46868828 -2.60257528 1.48218534 -0.37314389 -0.89867611 -3.05868937 0.27675339 -1.74368752 -0.52530175 -0.45158671 -0.61799626 -0.0689204 0.16439968 1.12103419 0.06452906 -0.44714854 -1.72602765] Distance 12.479270581288707 Each least square approximations [ 6.06090039 -1.52002223 0.82297054 -1.52144143 -0.03931138 -0.55341352 1.06466777 -2.75467441 1.43341444 5.78315822 0.95771744 -2.22131891 -1.00516106 1.68874476 2.95330563 1.30222714 2.67247543 -1.47646389 1.26090178 -0.4255663 ] Distance 9.318053749228753 Each least square approximations [-5.61396937 1.05195858 -1.42971354 -2.09138121 -0.098965 2.11513445 -0.70174359 5.96529804 0.40549697 -0.38496135 -1.57877095 -1.44505406 0.55070206 -1.48221809 0.82610394 -1.02408358 -2.76396019 -0.41004394 0.48270248 -1.12799061] Distance 10.323618632807907 Each least square approximations [-5.20209902 -0.5523656 3.4341489 -0.22526827 0.28377349 -1.14681128 2.7089964 2.19620805 1.71687666 -0.65175124 -4.74802306 -0.19356822 2.54962357 -0.18464343 1.72542016 0.43899077 0.52258393 0.70689466 2.35473314 0.97365413] Distance 10.436687804756236 Each least square approximations [-7.78157263 0.03692113 -1.73232867 -0.19665741 3.53705942 3.12536114 0.97336579 -2.14268357 0.1169471 1.27231013 2.17567786 0.41418297 2.5616598 0.73403802 -2.38373197 -2.7231251 0.11584802 -0.7136153 -1.66305775 1.28381478] Distance 9.02956900975944 Each least square approximations [ 7.81776551 6.85711857 0.16590708 -1.68860653 -2.69613589 0.69470176 3.85970733 0.10879755 -0.16537042 1.79035269 2.50650373 1.13337104 0.49067035 -0.01276489 3.26441733 -1.90679381 1.05030599 -0.48303006 0.53582004 -0.68330962] Distance 6.596666504443997 Each least square approximations [ 3.07339501 2.38625096 -0.63976306 -4.28181119 0.99444334 1.41704038 -2.67706474 -0.6920388 1.18920097 -3.25231135 1.10355976 -0.00468378 1.77730929 -2.29963064 0.85365438 1.22467997 -0.03672432 0.03969736 0.41680196 -0.25319041] Distance 11.660410073873063 Each least square approximations [ 4.51361514 1.76306367 -3.65043192 -6.06842107 1.50214725 0.66468518 -2.17533691 -2.14181521 0.44121007 -2.79658973 -0.41393668 2.07506284 -0.36681172 1.90086196 -0.82658431 -1.75175676 -1.35776611 -0.49311528 -1.68994132 1.68143641] Distance 9.550094539743112 Each least square approximations [-4.07727602 0.94123837 0.48859494 4.85606371 -4.34130988 0.37410155 1.85456515 0.80224727 -0.12008708 -0.44034156 0.53581349 -0.49426229 -0.37793298 0.12704379 -2.02373311 1.92628838 -0.30421462 -1.28073541 -0.68736288 0.19856176] Distance 11.369575964183468 Each least square approximations [-3.69312345 1.96598139 -5.23875405 1.7589686 -2.97021164 -1.33075952 -0.00849606 0.59632346 -0.80179538 2.01101233 -1.35996916 0.94500287 -1.05670136 3.09575362 3.91242843 0.7638131 -2.76630752 1.34395509 -1.14854375 -1.67022081] Distance 10.516050638954134 Each least square approximations [ 7.59862664 0.35156272 -2.38566331 -2.60593966 0.40083145 2.91093315 -0.21784575 0.82474192 -1.13811326 -1.50031207 0.04964547 -1.19567361 -0.55323434 1.04869671 0.46905661 -0.89176789 0.02483068 1.35632076 -0.55241573 -1.29843071] Distance 11.235171158432284 Each least square approximations [ 7.82262117 3.23741256 -0.61063859 -2.46537359 0.64394583 4.10312139 -1.95624561 0.3133304 1.50501107 -1.75920429 -0.34600155 2.80523038 0.96107376 -0.11063051 2.74484551 -1.86592235 -0.66757878 -1.29830432 -0.16912022 2.87667335] Distance 9.062583788751596 Each least square approximations [-7.26691806 -0.5614745 -2.42075706 -3.85777561 2.8522232 -0.5801529 3.92912071 -1.25282418 2.10687865 0.78992392 -1.31564681 0.12691965 -1.0701612 -2.2315267 -1.15900781 0.52662328 1.84918427 0.39246454 -0.91675518 0.1974193 ] Distance 9.940476593310187 Each least square approximations [-7.55582234 1.84853225 -1.29255008 1.45492659 -3.03540604 -1.04829191 -1.78348379 -1.20197629 2.1081691 1.95552192 2.00584381 0.08761711 0.17488831 3.62638219 0.1908146 1.8151702 0.59209377 -0.07779908 -0.13168031 0.7978255 ] Distance 10.397644259958243 Each least square approximations [-5.89395836 -3.03030559 2.39489821 0.98406738 -2.04971755 0.87754217 -3.75685664 0.07460682 -0.24882914 0.04055677 -2.02135674 3.47937228 0.77673634 1.28983363 1.83675243 -1.17184118 -0.28228798 0.44729574 -0.02681714 0.26636549] Distance 11.127872762114045 Each least square approximations [ 5.34919904 -2.16675955 4.622854 -1.35482833 2.1305925 1.05173566 -3.84288224 -2.27266515 0.3662042 2.40833658 -1.77735005 -0.77451123 -1.03645406 1.79014022 -1.5455869 -0.57125516 0.28552106 -1.39810178 0.56040803 -0.32713644] Distance 10.767029978043897 Each least square approximations [11.38735475 -1.56468996 -0.64221836 6.20325343 3.80611159 1.17089123 1.5618811 -1.12180866 -1.2799522 -0.84650189 0.57409439 0.94281558 -0.42058623 -0.50866484 1.76845513 0.17355906 0.86523074 -0.21635401 0.5142257 -0.45055656] Distance 4.262513627241971 Each least square approximations [ 7.79441817 -0.94336539 2.32731311 -1.76874787 -4.51681262 1.74385326 -0.56992599 -0.17007887 4.56791793 1.4078347 2.23607296 -0.79364761 0.0158898 -2.41643996 1.41319957 1.15555185 1.92340379 -1.73408916 0.27391641 -0.60834188] Distance 8.85332109277497 Each least square approximations [-8.8099176 -1.11210948 1.41922297 -3.78180001 -3.26606976 -1.07079775 0.99858688 0.5927874 -1.64307499 1.93563628 -3.65569457 1.98773429 1.14047313 0.69423564 0.40431487 -0.18880534 0.68411261 -0.94221209 -1.29029445 -0.82601905] Distance 8.910128752996403 Each least square approximations [-6.04198463 -0.8746721 -3.13122188 -2.00238433 0.51732297 0.97875639 -3.80748715 0.42984379 -2.94045777 -0.64117516 0.1039139 1.32392448 -0.24575228 0.79809521 -1.68877347 0.88081365 -2.14650193 1.63605639 -1.64534403 0.49182785] Distance 9.920826463839159 Each least square approximations [ 2.77352281 0.54182926 0.13137062 -1.28561965 -0.60657726 1.699316 -1.36060247 0.56870639 -2.4257915 1.06043674 -1.21222225 -0.12464505 0.0773108 -0.56174631 -0.03358175 -0.08744355 0.95022972 -0.26249778 -1.00374947 -0.78068886] Distance 12.817746871978382 Each least square approximations [ 4.8954826 0.97241511 -1.02093744 -1.32756704 0.21976159 1.29567199 2.78686594 -2.15782325 2.40349368 3.06793496 0.6790271 -4.23439454 -0.46381803 2.36105495 1.20359132 2.09696623 0.80145862 -3.06540316 -0.12835256 2.67645835] Distance 9.300185346136244 Each least square approximations [-7.12451944 3.97995039 1.90860192 -2.56021706 2.05275204 0.88749187 -1.75792636 3.76500337 1.39209381 -1.18176024 0.30400579 1.01514281 0.63124276 -0.35342533 0.42568906 -1.79058398 -1.0765365 0.5519554 -0.0452372 -0.21759254] Distance 9.047083910253034 Each least square approximations [-5.28408324 -1.69019255 -0.41772417 1.98998788 0.35077848 -0.39697004 0.16081077 1.15461153 2.67928316 -0.07198732 -0.64677077 1.50371008 0.0981382 0.21202658 -0.30868084 -0.74919903 0.91903815 -0.85443148 1.78039677 0.51679109] Distance 11.775217972450776 Each least square approximations [-6.71591698 -0.48044265 -3.54547984 -0.09520866 1.82612574 3.04014183 -0.64995539 -3.50418209 -1.75616908 0.03010792 -0.49973161 -0.08451784 1.36290434 -1.42809508 -0.16219889 -1.46694078 -0.04998172 -0.97926874 -1.44077577 1.80857698] Distance 9.585197209812865 Each least square approximations [ 4.42859442 3.8604782 0.40534743 -1.01379981 0.38859169 2.95594321 3.69301602 -0.02865105 -0.25591641 1.64402756 1.49069748 -0.66418709 0.05410213 1.1047149 2.27271117 -3.48302873 -0.01734337 -1.7953929 -0.21716864 0.306069 ] Distance 10.258765451838668 Each least square approximations [ 4.37956012 2.60141637 -1.45415679 -0.992499 -1.58160928 2.32660571 -1.68889961 3.00467628 0.28977259 -1.36401241 3.02917221 -0.08089101 1.46600704 -0.50978359 0.85960708 2.20898804 1.304781 -0.55045528 0.69583367 -0.02284167] Distance 10.968448678564071 Each least square approximations [ 5.58542704 4.95391438 -1.81451936 -3.55355606 0.50729244 -0.77821882 0.21926409 -3.48495164 1.04275656 -0.18483905 -0.82547752 -3.33037577 -0.39322615 0.92559343 -0.40964475 -0.68237179 -1.53115795 -0.34496759 -1.44582657 0.35424625] Distance 9.319937830530193 Each least square approximations [-5.22802636 2.95461383 -0.17551226 -0.38285791 -3.12999483 1.95299281 0.12239092 -1.90764737 0.84032947 0.21787994 -2.11725199 -0.12806548 -0.69690423 -1.58399471 -2.52845872 -0.19329753 1.60374191 -1.63341763 -1.22684961 -0.93687827] Distance 10.723278642827617 Each least square approximations [-5.88635184 2.22162337 3.93891391 0.04648142 -2.28483843 -3.89763992 -5.17146723 -2.05015582 -1.10516853 2.91555284 0.3589591 0.73813125 -0.31640136 2.48474218 -0.64921656 2.35018663 -1.50337698 1.79517048 0.18026769 0.98368666] Distance 8.456579348150468 Each least square approximations [ 1.88623857 -3.59689558 -2.87673714 -1.8905344 -0.08007422 -0.56428736 -0.69723287 -0.63404979 1.64290745 -1.11465122 -2.36788469 0.15403524 0.38784776 0.61842462 0.79115272 0.27922976 0.15711275 1.24812108 -0.40900078 -1.07474057] Distance 12.798447798723798 Each least square approximations [ 7.97478825 3.71611435 7.57127791 0.76281 -3.09604589 0.79845093 0.89264258 1.20615616 0.11874927 2.88385946 2.47122919 -0.62532316 -1.65869664 1.60050357 -1.36245813 1.92124643 1.33561981 -0.66809692 0.38203472 0.29639929] Distance 5.579575527730959 Each least square approximations [-3.91355859 -1.91976104 2.67941847 -3.80662096 -3.98524292 -0.20947739 2.26380216 1.95417653 1.56119897 -0.49677643 -1.99258258 -1.07110184 -4.38691077 -1.83770891 0.54321112 1.77739032 0.06863369 -0.47696466 -3.27940819 0.47221421] Distance 9.820579853065638 Each least square approximations [-3.36482865 -0.81121554 1.30935377 1.0040296 3.78265927 -4.8109876 2.48162061 -1.46183165 0.14312652 0.49678366 1.21240117 3.02826093 -1.94682083 2.06430779 1.54306914 1.1300522 1.46250855 2.3363404 0.84691903 1.54838896] Distance 10.643819705845276 Each least square approximations [-2.98395768 -0.74861896 -1.73886014 2.64266055 -0.62286368 1.34826557 -0.51082826 1.66259853 -1.37565328 -0.61762 2.34099966 3.96313708 4.68448008 -1.05001392 -0.95384659 0.94976132 -0.70248803 -0.1945726 0.3149125 0.13504975] Distance 11.549958566739987 Each least square approximations [ 4.89014868 4.97067635 1.82586127 1.53794318 -3.11775102 -2.627662 -1.29226744 0.83511522 -1.44750634 -1.80860721 -2.27200058 -0.52484412 2.14602069 1.12924466 1.42083964 -1.88719117 -0.00500924 -2.22603588 -1.51966523 -1.61513067] Distance 10.080765357517944 Each least square approximations [ 3.62121521 1.57364133 -4.76456937 3.17892058 0.6735888 -0.79837497 -3.11864097 1.03240106 1.35787943 -2.19550625 2.08622879 -1.84176437 -0.28989421 1.55479742 1.33557096 0.192503 -1.68414444 0.77956561 -1.10918464 -1.5874538 ] Distance 10.994003200271617 Each least square approximations [ 4.96265543 4.21398257 1.05189694 0.21144057 -0.01879405 5.061957 -1.10821001 -1.5550803 2.87918621 -2.93182748 -0.63740018 1.1054881 -1.25586503 -2.01997912 -2.43698875 0.17811995 0.23743159 0.82835299 -1.61511307 1.48147303] Distance 9.92862677212318 Each least square approximations [-3.27528146 0.22141666 -2.7670874 -1.67164313 -3.43209543 -1.28685866 4.37876502 -0.48197601 0.41903845 -0.06594044 -1.02897602 -0.06079145 1.73314408 -1.38543997 0.38812073 2.93407672 -1.3186482 0.00529882 0.0642495 0.81814737] Distance 11.647577443795834 Each least square approximations [-9.05351091 -5.09325741 7.18962733 -0.07665346 -2.70777668 1.33439589 -1.30963943 -0.60836121 -0.82442852 -2.48956583 -0.62608533 1.51501598 -0.72337781 -0.36943546 -1.55792601 -0.68427814 -0.87937497 1.43398078 1.85231719 -0.33331617] Distance 3.902931834542313 Each least square approximations [-1.88017057 -1.03112529 1.03079572 -0.7397756 -3.63970775 -1.5373524 -0.16885557 0.08280692 -0.89504136 -1.66471842 -2.39245044 -0.84164375 -0.85750941 -0.95875948 0.29904208 -0.81031749 0.35820921 2.12415464 0.53821029 0.11961422] Distance 12.89661564937627 Each least square approximations [ 0.72924438 2.95880278 5.70230691 -0.83724208 2.49667887 -5.55840689 1.05673997 -0.55029154 3.88100255 1.92634106 3.76218881 -0.68096991 1.43741311 0.74014412 -0.87048641 0.56578716 3.45748499 -0.88541988 2.31798373 0.88534913] Distance 8.276260229710536 Each least square approximations [-1.09806555 0.914025 3.01427428 0.1254772 -4.99390135 -1.39999302 2.95547945 -0.48709389 -0.91920056 -1.48346021 -0.8555237 0.10673715 1.78946498 -2.35211516 -0.06353866 -0.09177791 -1.4991042 -0.18066177 -0.49620316 1.46742669] Distance 11.886845748891433 Each least square approximations [ 1.08872252 -3.63391019 1.75634303 0.63931991 -0.42029274 -5.1189142 0.13290853 1.71240245 -1.04912109 -3.15386005 -0.34951702 1.95734373 -0.46308031 -0.21335477 0.79495697 0.74438848 2.36610339 2.57761369 -1.39008242 0.11363293] Distance 11.29946327588663 Each least square approximations [-2.49023108 2.22098715 -3.90483939 3.05088794 -0.0326021 3.11454936 1.48413972 4.89245762 0.94031544 -1.56890949 2.45230064 0.15050915 2.9029483 -2.39869999 -0.27101848 0.20696868 1.06088316 0.06818551 -0.70173396 0.50926382] Distance 10.413229942819914 Each least square approximations [ 3.34857307 5.75529741 -4.71768523 0.48054259 -2.39163901 -3.78970739 0.84952518 1.39176697 -2.62272897 -3.31978858 0.00945223 0.32543849 -0.85564559 0.8711379 -1.28120917 -0.31649825 0.2365425 0.39739105 -0.39498608 -1.87432199] Distance 9.5310435818698 Each least square approximations [-0.57762889 -2.22921154 -4.66379174 -1.01646292 0.34155752 -0.85945838 -5.72568064 1.17312352 1.44792412 0.54115242 2.17667022 -0.67968241 1.39837848 -1.25856682 -0.6381155 2.67657378 3.72536137 -0.62208508 -1.27726111 1.53798385] Distance 10.269488651750192 Each least square approximations [ 0.49099549 5.12932428 -1.14325891 0.78334246 1.70559112 -0.07673177 -1.62768604 -4.06050137 3.53103962 -1.88302145 -0.45518515 1.82703909 1.97759542 1.43897681 0.49310261 1.65200305 0.61390002 -1.00755661 -0.89378215 0.04891083] Distance 11.148834112399664 Each least square approximations [ 0.371289 2.20960648 -1.47419767 -2.12003762 -1.83603052 -3.30560686 2.36638589 -0.35744195 0.31654084 1.40318452 1.19250552 -2.31237214 0.04045865 -2.43998489 1.359122 0.28335758 2.72783688 -0.70714291 1.19595339 1.12318607] Distance 12.102024028634165 Each least square approximations [-5.55314681 4.97897563 -3.75552485 3.51206705 1.05787298 -2.39224047 0.70658477 -0.0713876 -3.16069939 2.07003811 0.26807909 -1.36125354 1.29408717 2.31512154 0.0063271 0.15846933 -0.24860262 2.09679439 1.06673698 -3.70270402] Distance 9.559043707235881 Each least square approximations [11.20163414 -3.23820169 -2.5203002 -1.11081633 -1.46464492 2.60771699 -0.65642823 2.65797698 -0.80657567 0.46006912 -0.38482796 0.22868251 -0.84245228 0.74438623 -0.1290191 1.25076852 0.16844799 0.04078611 -0.5838462 1.56613447] Distance 7.5254866109636245 Each least square approximations [ 9.92924921 -0.31390869 -2.35334212 0.34423662 1.30000531 2.00560944 -3.67176025 -2.18992217 0.31236459 2.43594279 1.75332001 0.04611445 2.36938799 -0.94550575 -0.78613789 -0.21707399 0.83649127 -0.93336532 -0.21084273 -0.06115132] Distance 8.781714029309345 Each least square approximations [-9.33898268 -4.37986682 -2.40973354 -0.60068018 -0.90699387 1.28787427 0.59767884 1.05489891 0.61623643 1.65029837 1.61885707 3.95383366 -1.48854036 0.0747414 0.07223422 1.42040063 -1.98582309 1.05446082 2.3238088 -0.0740226 ] Distance 8.41267680409153 Each least square approximations [-10.00048675 6.12262372 -2.36239488 -1.50163456 -2.08358325 -3.85466035 -0.55345849 2.55851097 1.73691495 0.50720503 1.4569746 2.75229791 1.65857861 0.8916018 0.32090821 1.21827235 -0.26060553 1.15618261 1.02116539 -0.48047049] Distance 5.584460986759822 Each least square approximations [-9.00305132 -1.54610179 4.40163753 -0.78148954 -2.30183223 0.28512855 -0.81163954 1.69946892 -1.99674911 1.91881728 -0.301687 -0.41810031 1.51504047 -2.16079843 0.96237975 0.76181046 1.72408527 -2.0935623 0.53183093 -1.41548599] Distance 9.21677471066515 Each least square approximations [ 8.12327903 -1.44896287 4.51942775 -0.89029396 1.37728219 0.0839884 -2.17465068 -0.32687001 1.10683336 1.9062853 -2.04381481 -0.38586285 -0.47960639 1.26190717 -0.08778673 0.90442256 0.43754216 -3.57101062 1.93765953 0.26003825] Distance 9.935282841909016 Each least square approximations [10.58166365 6.15437968 -1.12510828 0.80398675 2.67543274 -1.1754816 -2.61364187 -1.22705458 -0.37907815 -3.13005901 -1.49078449 -0.63148823 -0.99963858 0.89332494 -1.10370735 -0.7939141 1.23292065 -0.41642001 1.24679161 -0.01512413] Distance 5.938075106320338 Each least square approximations [11.55781373 -3.6000458 0.14329791 -0.84263825 1.66062792 3.487252 0.62378827 -2.41135172 2.36339522 2.15766242 1.00985036 -0.19626104 -0.26143219 0.48372047 0.19291199 -0.05447428 1.01111949 -0.5475244 -0.04535695 1.71563674] Distance 6.248821304845064 Each least square approximations [-12.7166839 -5.54669848 -3.03735729 -0.40383865 -1.20986779 -1.50281646 0.33154057 0.44604218 1.12610285 -0.54967069 -0.36175682 1.41165272 0.1408161 0.68575629 -1.30049247 0.17385047 -0.52269661 0.86230888 -0.1489264 0.41868267] Distance 3.214696469210218 Each least square approximations [-9.0806234 6.34801732 6.15668215 0.63962054 -1.03371635 2.6935238 1.75966661 -0.05704512 -3.7213766 1.28788587 -0.65416131 0.52675213 1.11207733 1.05377431 -0.9219329 1.09780651 -0.45678589 1.62554152 0.66838231 -0.37491716] Distance 4.0867908909521065 Each least square approximations [ 3.29662734e+00 -4.61659336e+00 2.19424972e+00 -3.76044675e-01 -2.81894469e+00 3.76456085e-01 -1.65223518e+00 -3.78780385e-01 1.77698938e+00 -1.27316731e+00 -2.00152652e+00 -3.32683419e-03 -1.31260142e+00 3.61573647e-01 8.77686528e-02 -8.82444790e-01 1.91955066e+00 1.61164700e+00 9.71941714e-01 -1.18854841e-01] Distance 12.103029814002712 Each least square approximations [ 5.09290151 2.52740699 4.2935295 0.03680875 5.19980055 -2.27034897 0.0510411 -1.32005709 0.51091189 3.71460731 3.47254274 1.07825798 1.41369491 -2.86449399 0.19387351 0.24524714 2.71817588 -0.16363417 -1.94230986 -0.0557593 ] Distance 8.931718237945885 Each least square approximations [-5.84301893 -2.41744804 1.12438489 -2.97725826 -6.3520976 -1.3305155 2.44894453 -1.22900956 -1.18490715 -1.44241 -1.89603995 4.1701205 2.95384247 -0.08472426 3.79603399 0.95194237 -1.8784396 1.23557231 -0.84209592 -0.05082085] Distance 7.695597112922486 Each least square approximations [-5.78447293 -3.89579258 -0.08809419 -2.7553277 1.46113898 -5.07024978 2.07500938 2.83531416 0.61002222 -2.2336465 2.70000391 1.7155591 -1.5591841 -1.44969193 -2.53171854 1.42420455 -0.23151291 3.47753702 0.82080981 -1.30707533] Distance 8.586578122789009 Each least square approximations [-6.80738284 1.54434034 1.15926503 2.77809419 0.8792496 1.04563947 4.68925198 3.41977207 0.10933008 -1.8857466 3.24634447 1.8612303 2.85375795 -1.87563719 0.76672491 2.13471227 -0.63513103 0.03930803 -0.02945771 -0.93655102] Distance 9.178736801718902 Each least square approximations [ 7.64935218e+00 -6.35751903e-04 -1.95504351e+00 3.45994536e+00 -3.32258513e+00 -1.60248669e+00 -1.94712293e+00 3.22862225e+00 -1.98250470e+00 -1.54918358e+00 2.64314112e-01 1.49893448e+00 1.86295565e-01 6.77486812e-01 -2.67939500e-01 2.78880924e-01 -6.57133205e-01 -3.00671716e+00 1.95287995e+00 -1.04819070e+00] Distance 9.3511350808221 Each least square approximations [ 4.57121291 -0.12683533 -5.87536037 -2.22660648 -0.17832126 -0.09252346 -5.03663069 -4.0493367 1.31857947 -0.25863821 2.07427472 -1.05866684 -1.77685316 0.15859354 0.25538718 1.38971134 2.76595683 -1.49207828 -0.72865018 -0.42640676] Distance 9.383771387034859 Each least square approximations [ 6.86095412e+00 3.46578070e+00 -4.13892233e+00 2.75409208e+00 8.57319905e-01 2.28771445e+00 -4.08472551e+00 -3.29395734e+00 1.40976933e+00 1.97141066e-01 2.51498687e-01 3.18760751e+00 4.10239843e+00 6.94460865e-01 1.46394629e+00 1.44634205e+00 -9.10075481e-01 1.34925870e-04 -1.59402391e+00 6.73296038e-01] Distance 7.636996645228851 Each least square approximations [-6.2478833 3.54445663 -4.25214933 1.3446111 -0.38888653 -4.1049561 4.16947839 0.14238293 1.34012359 1.79785735 0.25221472 -1.29395521 -0.92045901 -2.47008935 0.06546761 1.22558594 1.15661898 -1.65280155 1.01596235 1.12646756] Distance 9.260722841442334 Each least square approximations [-5.1165346 6.61915272 -3.53786056 4.0597553 2.77868859 -0.93390525 1.97180537 2.82130068 -2.664735 -0.94313223 0.04148801 -0.25154048 1.36158544 -0.01243202 -0.68008485 0.60653056 -1.62945723 2.07301952 0.80304871 -0.8276104 ] Distance 9.089901330421052 Each least square approximations [11.74777597 -1.51153898 0.9211002 3.17549671 -1.627877 1.52272929 -2.01707992 0.05783157 2.2194024 1.17922238 0.25683604 0.21964254 -0.73324221 0.32086221 0.64120771 -0.6794196 -0.6578513 -0.21001456 -0.27308413 0.66779376] Distance 7.2021214090747145 Each least square approximations [ 8.43751527 -4.12698772 -3.62382486 -1.14379406 1.75149046 0.55064074 -0.72116106 -2.30335711 -0.16236595 2.43830036 1.71667032 0.30388734 2.04264575 -2.23065727 1.34299805 0.21184391 1.02210542 -1.161964 -0.77499651 0.51659963] Distance 9.270871867591755 Each least square approximations [-7.99753276 -3.87794241 -2.85053283 -1.01568351 1.23168942 2.61006261 1.11235091 0.70080798 -1.90331106 -2.35959038 0.48808925 4.31878619 1.03671582 -1.7566289 0.84053584 1.13631544 -2.36917111 1.97089786 1.68513581 -1.98091344] Distance 8.506812041653852 Each least square approximations [-11.02267223 3.46737837 -0.26107859 -2.84015682 -3.33838232 -1.23774196 2.96497452 1.59479176 1.92176285 0.10771713 1.80509187 0.8819388 -0.39427057 -2.02199345 0.27234458 -1.38675638 -1.0240532 1.07662232 0.72819784 0.50256446] Distance 6.199919073435497 Each least square approximations [-9.21005567 -1.32623608 5.5117063 -1.43128093 -0.09390602 2.31535526 0.99985288 0.47297014 -1.94085096 0.29544107 -1.09330305 -0.33554903 0.75737418 0.26064192 2.3883733 3.21270655 -0.42122405 -0.42195534 -0.88433121 -0.65899087] Distance 8.489630832285014 Each least square approximations [ 9.35067863 -4.22139766 1.66862271 -0.73671826 1.14644642 0.6100259 -0.966751 3.55862116 0.97903808 3.34612433 -0.96169512 0.2464524 0.08367313 0.88206318 -0.05774705 1.18627876 0.60223014 -1.74417243 -0.33107209 -0.79575082] Distance 8.816372389475937 Each least square approximations [ 8.4385643 4.19684844 0.36190188 -3.61893088 1.99059335 1.43531766 -0.41505743 -2.5828666 -1.38997419 -3.35212931 1.69898692 -0.72460896 -2.50680804 1.38647785 -0.56302142 -1.60037106 1.65614045 -0.8910805 0.57786049 -0.77120396] Distance 8.604216988199735 Each least square approximations [10.51413212 -1.91054768 1.63639171 -2.39158884 1.25644678 1.43566989 -3.02019049 -0.23230304 0.84574132 2.83410617 0.36371359 1.03120901 1.0499781 2.27634778 0.19775543 -0.20975928 -1.65648066 0.44073572 -0.77001189 0.45655598] Distance 8.100600498147283 Each least square approximations [-11.05981932 -0.65391276 -1.44191893 3.57959963 -1.12777568 -0.61115337 -2.00070666 -1.20713569 0.42669769 1.44768763 -0.5554851 0.33715606 -1.61676415 1.78497643 -0.81145851 0.83333183 -1.40260929 -0.28302087 -2.00071618 1.3021336 ] Distance 7.6639084502495605 Each least square approximations [-4.02377915 1.41548882 -0.97728224 1.20465174 -2.37306443 -1.47922934 -1.03211113 2.19483097 -2.57401665 2.65148072 -0.03799632 -0.8024824 -1.64565796 -0.2413631 -0.16261318 -3.11165694 0.17088245 0.67116464 2.63772217 -1.41800619] Distance 10.953534976707221 Each least square approximations [ 4.27539486 -2.49576558 0.16455233 -1.41903219 -0.54858794 -0.12406089 -0.45721286 -1.21122164 1.3453851 0.07708511 -0.46824533 0.07329931 1.07336738 1.51396805 -0.73831644 -1.27618938 -0.59992426 -2.68898545 0.24680044 1.18383394] Distance 12.052167721845766 Each least square approximations [ 4.56400656 1.78062429 -0.02026069 -1.48050018 1.13721322 -1.23034434 -3.16802444 2.60397594 1.29072783 1.8877521 0.68158551 -1.36174452 0.21237004 -1.88391818 2.92910265 0.49787161 1.19707903 0.29355352 0.44870417 1.73412505] Distance 10.954095528913484 Each least square approximations [-4.49405032 -2.01077661 -0.68413187 -0.69412111 -1.23085561 0.10344604 -0.86450223 0.19686691 -1.20801993 0.80776275 0.44651507 0.42332435 -0.13701556 -3.00416074 -0.73706694 3.50303338 1.16860135 0.63663022 -0.25452991 0.32023475] Distance 11.692691209756044 Each least square approximations [-4.57947848 -0.33242191 -1.32060405 0.69843093 -1.69825438 -0.31663369 0.98218149 -0.31705308 -0.54079832 1.90510486 1.58001028 2.83633188 1.10156952 -0.90306619 -1.57767897 -1.0369407 1.07999032 3.29715528 -1.67315541 -0.44426988] Distance 11.316051195888333 Each least square approximations [-4.20724665 -2.75499252 1.39219879 1.12525613 -0.06135015 1.37133787 -1.7884741 3.34974631 0.00650542 -1.68641968 -2.26618866 0.77608695 0.47626098 -3.32177388 -0.02250896 -1.2329382 -0.35965664 -1.81987491 -0.16980737 -0.66571856] Distance 10.9741181982005 Each least square approximations [ 4.08267413 -1.1908509 3.3153717 -0.46969796 -1.625113 0.28633712 -0.21277019 -1.60667035 -2.93552159 0.48529119 -2.07293068 1.50414136 3.5763634 0.50804937 0.04626264 0.20265638 -2.48541377 0.57469839 1.26051653 -2.44688969] Distance 10.642898945845475 Each least square approximations [ 4.04366613 -0.95083386 -1.94856863 -0.88050675 3.42446059 -0.48433829 -2.44000721 0.40979668 -0.88418173 -0.08029285 -0.92750193 -0.8730967 -2.74251101 1.0479578 0.36917141 -1.56728238 0.70649931 -0.51229436 -0.96197607 -2.37371067] Distance 11.386491077269678 Each least square approximations [ 6.78945104e+00 5.87626656e-01 8.29889915e-01 1.49667195e+00 -2.53171394e-01 -1.27721365e+00 -2.52352870e+00 1.38260008e+00 2.26048416e+00 -1.80461566e+00 3.35841730e-01 1.82577890e+00 -1.49399807e+00 1.84880108e-03 -2.25728112e-01 5.00024336e-01 3.59901559e-01 -1.04844342e+00 -4.33574251e-01 -3.13410389e+00] Distance 10.275038171832593 Each least square approximations [-4.85819033 -0.07300153 -0.21472211 -1.77687318 -0.39411182 -2.23339758 0.25852775 -0.7750172 2.2608289 0.97606603 1.1615258 -0.06669988 1.19335452 -0.78925966 3.07926835 -0.37747423 -1.68917801 1.69328214 0.36132176 1.71543056] Distance 11.40188018425428 Each least square approximations [-5.25856481 3.19725031 -4.11839245 2.21008909 0.84224964 1.29349792 -3.89689204 1.8280944 -0.22900756 4.60109452 -2.0793646 -1.22425452 -0.48678234 1.31274267 0.45661747 0.73108129 0.35375865 1.58613415 -1.1660262 0.40175311] Distance 9.929198151642082 Each least square approximations [ 7.57064769e+00 -2.89029530e+00 -6.59067232e-01 -5.32692602e-01 1.17850936e+00 -1.04840292e+00 -4.08352895e+00 -2.38625308e+00 -1.88799222e+00 1.12099452e+00 -4.22681733e+00 2.69270205e-02 -3.23797279e-01 -3.70986027e-01 3.66633796e-01 5.51582672e-03 6.56691600e-01 3.99017011e-01 -1.83203600e+00 -3.73312385e-01] Distance 9.733190765092573 Each least square approximations [ 9.95796463 4.54387824 -6.26732009 1.75668836 -2.54228349 -0.16226913 1.28500676 1.80422812 -0.85265245 3.07303466 1.82483941 0.3271539 -0.42499116 -1.00112314 0.07549431 0.54721932 0.07476776 -0.13571842 0.37171149 -0.28376886] Distance 4.921640150712787 Each least square approximations [-9.1737321 -0.49363367 -0.12234074 -1.10231365 -1.93625694 2.60478771 -0.84243662 0.25504121 1.70500614 0.04046035 1.01881932 -3.0014268 -3.28881681 -0.44954134 1.70922557 3.87242589 -1.72114495 0.56509503 -3.07294427 0.65795978] Distance 7.819325344188567 Each least square approximations [-5.25822246 5.1631152 1.94452738 -2.62643391 0.59121625 0.58317322 1.09728123 -1.68230768 1.25711436 2.4163018 1.95482633 2.72332973 -1.26309997 -1.01433069 -0.47702459 1.31684705 1.13984753 0.62034659 0.3801844 -0.64491257] Distance 10.859698342928802 Each least square approximations [-7.22350334 1.02333145 1.93059746 -0.07390714 0.76691365 -0.36726908 -4.10261359 -0.61020012 -2.45062832 -3.88112906 -0.06599588 1.44556797 3.73914951 -0.39215065 0.24882792 -0.27202533 0.63004592 1.08606426 0.4825143 -1.28946082] Distance 9.866033883608349 Each least square approximations [ 6.90705523 -1.88464762 2.38986914 -1.03171812 -1.09879277 3.53601507 1.72446818 1.65465462 -1.06904392 -0.19237533 -2.92376089 0.52285258 1.63142876 -1.69969973 0.97222379 0.23925499 0.02333366 -2.08494063 0.9156911 1.46222875] Distance 10.573252116664564 Each least square approximations [ 5.45350703 5.34491745 1.79208007 1.48612419 1.42723633 -1.42171942 -0.32843368 0.20155857 -1.03092173 -3.19208059 4.31916613 -1.9718668 -1.03940415 0.62574542 -0.2593762 0.42589409 -1.33285455 -0.41021015 -0.67091805 -1.91924563] Distance 10.178391073248378 Each least square approximations [ 9.52999272 0.92087887 0.62347633 -0.11311865 2.63741754 1.01912185 -1.38969994 1.33519 -0.33911494 -1.36965951 0.98075543 -3.05971627 -1.34493904 -3.9401574 -1.29316859 -1.27546702 -1.15781252 -1.94475975 0.02134911 1.68767665] Distance 8.27238353043056 Each least square approximations [-5.87328073 -4.13510027 0.26289271 0.92811119 -2.33098759 0.63288995 -0.24489719 -4.11324784 2.37341918 1.31061742 -2.02636744 1.00893048 1.1067578 -0.24030162 -0.64452577 0.16920148 -0.82572706 -1.12291521 -2.59893625 0.20577501] Distance 10.716856330115737 Each least square approximations [-10.49106267 -8.25763406 -1.16331576 -1.0275687 0.03928558 0.59868364 -1.58047877 -1.15240685 -1.1939882 0.56040184 -2.26909091 -0.65728608 -0.36338518 -0.04708625 -0.33894007 0.60307234 1.08201832 0.50735685 0.30810823 0.20556334] Distance 3.138788759855979 Each least square approximations [ 1.24365326 2.42616256 0.5663858 -1.0155131 -1.14737327 1.04747876 -1.23655367 -2.05582196 -4.59319277 -2.47490211 -2.94778249 -0.98245472 0.63485559 -1.53103116 0.82554424 -0.43690728 0.85212484 0.87678544 -0.39555018 0.13094766] Distance 12.044806504434664 Each least square approximations [ 3.56730597 3.39180263 -0.13763415 -1.10985705 3.39157475 -3.62977464 1.51594168 -1.27801491 3.92098589 1.44204662 3.01589168 -1.12151952 -1.72285102 3.3670644 0.71252664 -0.70495074 1.98389294 -1.61500173 4.0052696 -0.32071565] Distance 9.181524669880925 Each least square approximations [-5.11186203 3.61232381 -0.78688495 0.90638958 -2.58711251 0.4304109 1.94388058 1.61995823 1.2347141 -1.22426776 1.94757402 -2.10091162 0.53679006 -1.73220904 -1.51324273 -0.69867233 -0.34223568 -1.44318822 0.91567522 1.57916113] Distance 11.290062610078047 Each least square approximations [-1.92740632 -0.99478359 0.94474844 1.53867198 -0.72445888 -1.74258752 -2.43097789 -0.67970692 -1.8763794 -0.56875643 -2.94527871 0.02901495 2.57559783 -0.39165802 1.95167998 1.48514422 0.33449131 0.72453383 0.2834948 1.1455962 ] Distance 12.607451821150715 Each least square approximations [-5.4246537 2.10229763 -3.98989903 1.08015344 -0.7986254 4.20130589 -3.27615828 2.23211991 1.56095524 -1.00325365 2.58730097 -1.16458507 0.96692622 -0.23500167 0.01665918 -4.59818202 0.68702932 0.38473281 -0.34642447 1.55097028] Distance 9.082237576569643 Each least square approximations [ 4.02879236 6.80571304 -0.98987864 -5.11543234 -0.3866808 1.1522782 1.81741676 0.27542336 -2.78987248 -1.02618297 1.3668045 1.33751569 0.537136 0.55946147 -1.33416936 0.81975814 1.61158882 1.08379432 0.68193343 -0.40765071] Distance 9.470694345375179 Each least square approximations [ 3.11638197 0.31396314 -1.49094287 -2.41172744 0.21747911 0.3036984 -3.52624509 2.8235609 0.87046119 -0.20509082 1.20638572 -0.61395915 2.31548387 -3.66614717 0.96718315 2.89640821 0.71025791 -1.01123221 -0.71664663 1.91697998] Distance 11.37217041800529 Each least square approximations [ 3.37909739 3.03760964 -1.46314051 -3.23540821 0.51615602 -2.06025946 -0.15157631 -3.95847112 0.74297654 -2.63268278 -1.43910737 -1.11692209 0.3639638 0.09074269 -0.75075069 0.32522544 1.3475642 -1.75030172 0.03099906 -0.96635235] Distance 11.546131689912634 Each least square approximations [-2.85628599 0.91779336 2.44856509 -1.09438129 -2.0649389 0.11107149 1.25976721 -0.47846231 1.6992026 0.46398776 1.11495981 -1.88588871 2.57034418 -1.72789475 0.39258348 0.43358349 3.63962325 -2.47580184 0.31741368 0.81396095] Distance 11.99725637436516 Each least square approximations [-4.57347394 3.07725728 -6.60553768 1.07064186 -2.87203523 -1.218985 0.56531385 0.02226679 -2.57158367 1.3400778 -1.16997239 1.46119888 -2.23421868 1.18094592 2.47451134 3.20365576 -1.24384272 1.41421089 -0.60235505 -2.57551179] Distance 9.519542791055486 Each least square approximations [ 8.90396254 1.44579705 -3.00876788 -1.53434317 -1.19505296 3.95283252 -0.28209689 0.41972826 -0.88471063 -3.01759847 0.26588157 -1.16072282 1.08161732 -0.70771157 0.24157367 -0.25467501 1.07042886 2.07907882 -2.35172648 1.49610543] Distance 9.200348608552519 Each least square approximations [ 8.45762108 3.3486298 -1.72172602 -4.81680064 2.73632697 4.07324402 -1.62105195 -0.92511416 -0.27670925 -1.97243639 0.13008046 2.24935089 2.25639533 -0.19342255 0.4964853 -1.43324427 -1.73898791 -2.02769148 -0.60688892 1.79311127] Distance 7.576652419199166 Each least square approximations [-9.44831038e+00 -7.89850422e-01 -2.38353927e+00 -2.12648738e+00 4.37773353e+00 -2.21545978e+00 2.13855531e+00 -4.05270800e+00 2.94330034e+00 1.16032177e+00 2.07602117e-04 1.79224598e+00 -1.56030129e+00 -1.37204173e+00 3.62602526e-01 3.33458355e-01 5.58930445e-01 1.33404196e-01 1.79284418e-01 1.13048896e-01] Distance 7.599092092190503 Each least square approximations [-9.65749025 1.26946773 -2.4500404 0.01199822 -2.33073202 -1.80569791 -1.53585979 -2.85634163 2.72517879 0.41517526 2.27546279 -1.29195056 1.02352463 2.60928576 0.11901749 2.30390272 0.229192 -0.97895135 -0.18017977 1.12775658] Distance 8.428512564016298 Each least square approximations [-7.7381772 -3.47900626 2.59909647 -1.5594578 -3.5434081 0.46238101 -3.56874289 -0.43443978 -1.66648332 0.03240683 0.25386046 0.87801626 2.59040714 0.54609474 1.24890977 0.01166191 0.06776455 -1.01570975 0.57928953 -0.21111293] Distance 10.030366891001101 Each least square approximations [ 6.98734917 -1.88966292 4.05432704 -2.29099703 3.98136581 0.20441344 -3.81810611 -1.51078016 0.73243602 2.65230254 -0.2400291 -0.49626772 0.37999368 2.9220119 -0.37538929 0.02862569 1.26801787 -2.16431525 2.21006211 -0.37713139] Distance 9.285430373210254 Each least square approximations [13.58791295 -0.24602786 1.81447153 3.46167669 -2.09428882 1.70668165 -1.43533991 -1.05564756 -0.80888594 1.21287497 0.45594929 0.66659738 -0.35175973 -0.79696025 -0.45849823 -0.53959664 0.5365449 0.56906241 -0.29053572 -0.48575753] Distance 2.3790936460745002 Each least square approximations [ 9.3006251 -0.79596213 1.67148757 -2.63283403 -3.62222401 -0.05077283 1.87095248 0.61805843 4.05165916 1.38228988 -0.21628522 -1.80195722 1.62248014 -0.63745128 3.61824544 2.35596617 0.58405485 -0.04943273 -0.87879415 2.05592849] Distance 7.652463949343928 Each least square approximations [-11.62034605 0.24088207 2.38226346 -3.31712592 -0.45926743 0.16683605 1.31802531 0.83128145 -1.93345685 1.63066422 -2.198255 1.98609651 -1.25407069 -0.17579997 0.49273046 -0.2842751 -0.15250226 -0.3471736 -0.96084377 -1.72023042] Distance 6.745909174395808 Each least square approximations [-10.7208204 -6.61992739 -2.41735617 -3.22569222 1.51455223 1.24093232 -0.75101377 -1.07308816 -2.53123289 0.21419198 -1.14205574 -0.60575266 -2.13789736 0.20594972 0.46883778 -0.45947895 0.30717735 0.83001777 -0.06741122 -0.23964385] Distance 3.1343110825310356 Each least square approximations [ 2.01443292 2.97124028 0.8237795 -1.2649295 -0.6339359 1.60079817 -1.28515598 -1.49491024 -5.24691901 -1.81574952 -2.63552213 -1.35537115 0.58597471 -1.1425434 0.3318985 -0.6334845 1.36906201 0.17202845 -0.33052643 0.63199086] Distance 11.755688194740062 Each least square approximations [ 4.15441754 2.62492534 -1.26475729 -1.7146826 4.27438376 -2.78491058 1.35706403 -0.38100625 3.28707643 2.53474175 1.86657864 -1.71374473 -0.82880512 3.65650624 0.59787195 -1.17893524 2.89881708 -1.31997751 3.34823419 -0.17215236] Distance 9.319434952663391 Each least square approximations [-5.97478084 5.18149411 -2.35961476 1.70013786 -2.01826902 1.00233376 0.9177506 1.38351931 1.0220408 -0.52997637 1.3954848 -0.39675395 0.37443765 -1.97433678 -0.42080868 -0.45059912 0.00871688 -1.36507664 0.3849331 1.99270362] Distance 10.570008863012603 Each least square approximations [-2.9291221 -1.25546256 0.8076991 0.18232624 -0.51725358 -2.71494456 -2.56322868 -0.18680954 -1.05377286 0.47446277 -3.93286508 -0.94809633 2.49742734 -0.86862234 1.58175558 1.13005976 0.32459089 0.39437015 0.57974456 0.58134752] Distance 12.243458676017797 Each least square approximations [-6.37271647e+00 2.98962986e+00 -3.25758161e+00 -9.32661448e-01 1.54196159e-01 3.95861362e+00 -3.80007176e+00 1.13288572e+00 1.17652200e+00 2.37820492e-03 3.03022582e+00 -8.77148945e-01 1.85205396e-02 -8.36151911e-01 1.22507883e+00 -4.53622188e+00 2.86752756e-01 -1.20918051e-01 3.40969320e-03 9.72328271e-01] Distance 8.762965952588676 Each least square approximations [ 4.95103559 6.87927712 -1.03321726 -4.66969582 0.56794988 3.67490116 1.53172946 -0.04610313 -2.64618626 -1.38272572 1.13253995 0.54264441 0.78347964 1.58002466 -0.41998033 0.52123897 0.0104914 1.12836988 1.17254066 -0.58017064] Distance 8.744924917404012 Each least square approximations [ 3.87034047 0.80369915 -0.71410962 -2.8477022 0.26587103 0.73570779 -3.77300404 1.81147397 1.14947679 -1.0028682 0.75807994 0.72676758 2.72369799 -3.89803502 0.95376683 2.69925553 1.08869521 -1.49124151 -0.63505694 1.05996403] Distance 11.083608549967579 Each least square approximations [ 4.25959158 3.18825881 -1.64137397 -4.45837514 0.72330157 -2.57647955 0.21104682 -3.26956948 0.57621084 -1.57362204 -1.97949894 -1.13488094 0.68322272 0.34105258 -0.80129198 0.03738817 0.37866409 -3.33816803 0.51975962 -0.30031194] Distance 10.71121384853783 Each least square approximations [-3.77239704 0.52368823 2.6342506 -0.29591898 -1.81600052 0.85607988 1.74060249 -0.02951048 1.9375867 0.3603212 1.05448486 -1.93027991 1.55683747 -1.0025859 0.21590633 0.20434144 3.6726415 -2.78601224 0.38672681 0.39237459] Distance 11.916731193464368 Each least square approximations [-10.60368426 -6.22013734 -2.06048247 -0.45852257 2.16729369 -2.53089485 -3.15018922 -1.13405436 -1.65153179 0.79596739 -2.19693718 -0.72992365 0.51447487 1.14122139 -0.85502464 0.78971397 1.20100268 -0.71550364 -0.24235213 0.5665204 ] Distance 3.282503455653255 Each least square approximations [ 3.18187798 2.32425698 0.22564355 -1.32622317 -1.25495916 1.51207702 -1.87587975 -1.9437462 -4.20959349 -1.53090367 -3.28854998 -0.67114753 0.97897554 -2.27450118 0.96404343 0.12285766 0.45262843 0.51450614 0.44345767 -0.60158743] Distance 11.60685661763904 Each least square approximations [ 5.76838997 2.72184939 0.10521745 -1.41102868 2.20745699 -3.80055426 1.35167984 -2.44159027 2.41939473 1.91164953 1.77622938 -0.85496593 -2.4638301 4.03045773 1.16175321 0.21752 2.44903202 -0.99024053 3.85534001 -0.69899461] Distance 8.568589830592376 Each least square approximations [-6.06808542 1.77008916 -0.89211046 1.33747021 -1.60884774 1.60611757 2.60615678 3.37759081 2.45438752 -1.36384293 1.43576863 -1.84457964 0.12578476 -2.09503428 -2.03993005 -0.23872466 -0.81661225 -1.06094796 1.14451513 1.40134128] Distance 10.47388878930321 Each least square approximations [-3.52408053 -0.27778307 0.865745 0.62560312 -1.03700575 -1.87489818 -2.43468246 -0.63046166 -1.51788619 0.22939846 -3.39584753 0.02359352 3.01024356 -0.53745684 2.25465765 1.3244276 0.30125991 0.98775092 0.73321891 1.21218742] Distance 12.03927547435314 Each least square approximations [-6.3311696 1.27688861 -2.80746467 0.17276537 -1.00023155 4.86403884 -3.14060285 2.07367527 0.96962575 0.62573431 1.67682692 -1.15566849 0.96497489 0.05269423 -1.50168554 -4.57668083 0.49350252 0.54620939 0.4353782 1.72707433] Distance 8.99280355374591 Each least square approximations [ 5.21605369 6.93804042 0.43223873 -6.47558175 -0.04826612 0.18206309 3.00430897 0.14559042 -2.35082957 -0.27171979 1.01908204 0.81355352 1.07767012 -0.04246954 -1.57155047 -0.14355311 1.68235665 0.85999498 0.2714476 -0.03826214] Distance 7.842328058845448 Each least square approximations [ 4.27330191 1.48263267 -1.02821551 -3.04007047 1.09643508 0.88493383 -3.03112973 2.14189124 0.68547089 -1.5450191 0.86981628 -1.2199289 2.50000862 -2.45896965 0.32623091 3.26194787 -0.23001376 -0.90870375 -0.86914442 1.1954814 ] Distance 11.176758074307365 Each least square approximations [ 4.47402312 1.4824351 -0.94981642 -4.27529119 1.12308971 -0.95244699 -0.02648155 -3.78606167 0.16733588 -2.98504875 -0.79062627 -0.46376183 -1.29520408 0.08002623 -1.3103196 -0.10235318 0.6589415 -0.85578607 -0.50342944 -0.13430213] Distance 11.40706770647633 Each least square approximations [-4.19283057e+00 -1.70234619e-01 2.42556258e+00 -5.98058511e-02 -1.71258473e+00 1.98649620e-01 1.24907353e+00 1.76053079e-03 2.08197764e+00 1.11299245e+00 1.75571772e+00 -1.66372148e+00 3.07564260e+00 -9.33119209e-01 -1.30639169e+00 1.59902670e+00 1.88944407e+00 -1.97115395e+00 7.09518126e-01 1.24024968e+00] Distance 11.79425131141273 Each least square approximations [-5.96139083 3.41769832 -2.74131665 0.75424269 -3.83889537 -0.59249447 1.04812229 -1.5584325 -4.6090432 2.35149164 0.23593739 0.33334548 -0.90824141 -0.69214132 -0.89643827 2.84523479 -1.47199441 0.32520299 -0.9478662 -1.29796956] Distance 9.846615040889896 Each least square approximations [ 5.92378116 0.41703338 -0.66029125 0.48694772 -1.16790718 3.58033739 -0.51385692 -0.57518769 1.40317718 -3.70099143 -0.57716735 -0.36262122 1.24296649 0.72931055 -0.08459362 1.07112994 0.22237717 0.00657049 -0.32386076 0.56066316] Distance 11.930011594542329 Each least square approximations [ 5.35404398 1.60520053 0.12004779 -2.97884556 4.94899297 0.44334547 -2.11150942 -2.22197626 1.87214106 0.42277974 1.452745 -1.39205189 0.10917564 -0.57403899 0.51339169 1.01495671 -4.08184559 0.51263572 -1.15277522 1.07421735] Distance 10.482495587888456 Each least square approximations [-8.35194482 -1.26498929 -0.2378398 -2.81521241 1.84789986 -2.02348888 2.32388842 -1.12334293 -1.76688356 1.16138129 1.85625757 5.95801203 1.58947088 0.76999013 -1.35918052 -0.19796496 0.70765849 2.36895078 0.39515863 0.86441307] Distance 7.995437946261388 Each least square approximations [-9.61931506 -2.80053316 -4.52528044 1.69596598 -2.5502036 -2.11267473 0.72507198 -1.23344798 -0.80077722 0.54940979 1.79770845 0.49707647 1.34422257 -0.78500372 -2.86771543 0.04609418 -1.10648713 0.81504392 0.08142173 0.03022135] Distance 7.691691120760464 Each least square approximations [-8.45846869 -3.61521378 -1.09566961 0.82916588 -4.53141143 1.45728974 0.39011187 0.9011417 -1.57867544 0.74237053 1.1669045 -1.18078014 0.06848625 -0.84053643 3.26542304 -0.08937438 -1.74761741 -1.62849136 2.05326653 0.35399077] Distance 8.690117626536763 Each least square approximations [ 5.3129902 -1.11040626 3.41159363 -1.45307708 3.24577882 -0.67345233 -1.53221265 1.29059976 -0.44718231 0.53874303 2.30015837 0.86214628 1.55211189 4.33043577 0.29488574 -0.28412833 0.15331961 -2.99049375 2.00224103 -0.92414568] Distance 10.62899674105901 Each least square approximations [10.18542459 -2.71063772 -2.85891143 -3.86255507 -3.46668616 0.21932044 -2.42990688 1.69751587 0.10363259 -1.72623779 0.33543412 -0.32194462 -1.28415454 0.09535019 -0.27084234 0.32176745 0.5065095 1.06122321 0.18963577 -0.13751765] Distance 7.166407544053261 Each least square approximations [ 8.8336959 2.36784836 -1.25120443 -0.39943721 -3.01743429 -1.44966108 -0.43716384 -2.25769483 1.00425531 0.90927666 0.18643565 -0.79065061 1.12961217 2.55216722 0.6224664 0.12096268 1.47907147 3.66704913 -1.56051231 -0.47054787] Distance 9.057203841233198 Each least square approximations [-11.21967291 7.38512669 -0.33380197 -2.58073765 0.98304302 -1.28302162 -2.25168422 1.00009327 1.8230483 0.09108894 1.79658279 -0.61981789 0.29248551 -0.59009435 -0.19461956 0.09687797 0.42433228 0.32904669 0.62199437 0.19501681] Distance 2.9763218579272332 Each least square approximations [-11.54578031 -2.45624732 -1.17989752 -3.52014598 4.24165527 -1.52109689 -2.78360638 -1.47736236 0.01557162 0.39824573 -0.15317062 -0.27790276 0.03383434 1.87362002 -1.23980861 0.70978995 0.4389323 -0.12325764 -0.12010695 0.49680507] Distance 3.8636650833253547 Each least square approximations [ 3.07828866 2.11696376 0.5940072 -1.30384139 -1.57255861 1.52549361 -1.78825918 -1.67053653 -5.08331559 -0.44487062 -3.35222936 -0.68953867 0.55102428 -2.02521366 0.51336797 0.20573062 0.89911198 -0.15279318 0.95281741 -0.24435579] Distance 11.554530696375197 Each least square approximations [ 5.92274954 2.80340412 0.46731815 -1.67382228 2.90791733 -3.75183379 1.46263114 -2.40588923 0.81763923 4.0078989 0.44483474 -1.10558203 -2.30961931 3.93209967 1.38066435 0.50624729 3.9359707 -0.29516712 2.76092447 -0.51629846] Distance 7.973132289399028 Each least square approximations [-6.76072821 3.07535568 -0.78849718 2.27303885 -2.48691256 1.70157846 2.57454496 4.38892188 1.94046949 -1.92336869 -0.55381317 -0.16089299 0.37440722 -1.83710696 0.44329432 -0.03276569 -0.84345903 -0.58345002 0.32602712 0.65426463] Distance 9.774777896843942 Each least square approximations [-4.05285297 -1.60925604 0.76682831 -1.30197773 -0.43548299 -3.37979619 -1.48081537 0.98641388 -0.42747246 0.14761814 -3.5883529 -1.54003209 1.72689336 -0.97219711 1.3759626 1.88662107 -0.36773828 0.53871172 1.18850137 0.54406714] Distance 11.896380346499107 Each least square approximations [-7.20156374 2.8458208 -2.89808986 -1.62254354 0.6842969 5.43773907 -1.48369822 1.7635505 0.67312891 1.07843289 1.75632783 -0.16310841 1.25254295 -0.9893417 -0.48455874 -4.26063814 -0.09298613 1.62604454 0.11549064 1.34787492] Distance 8.251064885350534 Each least square approximations [ 6.61903849 8.23112239 -0.65255923 -3.25660296 0.82234764 2.38585216 3.28003803 0.57768036 -2.08610604 0.25855712 0.33985421 1.07125243 0.55787815 0.59222579 -1.61368938 -0.19604196 -0.05102532 0.3749731 1.02566035 -0.32588309] Distance 7.363727355912801 Each least square approximations [ 3.90635891 1.6991913 -1.35902556 -3.52310632 1.13468039 1.26756182 -3.61420532 -0.08622628 0.91147351 -2.25533379 0.70270815 -0.63770451 2.37792019 -2.08386905 -0.06923952 3.70283446 0.29594819 -1.34659708 -0.1877771 1.03053486] Distance 11.075571696323124 Each least square approximations [ 4.58460442 2.48848948 -2.26571768 -5.61616874 2.13033825 -0.33805064 -1.38632437 -4.18807308 0.63413615 -1.92044037 -1.5338115 0.01965917 -1.06718865 0.38216829 -1.40200701 -0.71448927 -0.44377562 -2.1499597 -0.12096304 0.27277114] Distance 10.07245036729697 Each least square approximations [-4.32391492 0.11571732 1.05570424 1.69080059 -1.70334799 -0.06788351 1.88634046 0.64998632 2.52349807 1.56300697 1.35374215 -1.23804555 1.64364866 -0.86740587 -2.00101435 2.08263224 1.59765604 -2.30497606 1.28262098 0.95162666] Distance 11.857893511360844 Each least square approximations [-7.86444796 -2.04397068 -0.45317638 -3.27377772 2.03249659 -4.95202787 -1.43567991 1.52278386 -1.51307417 -0.04077465 0.34878771 -1.43198738 -1.38894082 0.80649648 -3.28578462 1.26763132 1.23019525 0.7104606 -1.82713136 -0.03745013] Distance 7.888239598697445 Each least square approximations [ 4.14315006 1.28970398 -3.29265555 -0.44914492 -1.06406396 -0.10358901 -0.53982911 -2.5879944 -1.41101397 1.914397 -0.76538952 0.41499024 1.65389695 1.56260515 -0.40749883 0.77826385 -0.72090055 0.04143165 -0.09510848 0.89691408] Distance 12.054473205881642 Each least square approximations [ 6.25270742 0.50617804 1.02818179 -0.89485769 -0.64245895 -1.07178171 -0.34841721 -0.33433764 0.45943823 3.04108689 1.7272796 0.12918066 0.57818798 3.42506455 0.61440074 1.58361873 2.13029183 -1.75587444 4.01695388 1.1907379 ] Distance 10.070854624127538 Each least square approximations [-5.68997712 1.06628737 0.09114836 0.05535228 0.08876025 0.09141083 0.40075187 3.14186431 2.0507835 -3.52549465 0.70078108 0.18814006 -1.30690571 -2.30917842 -0.3513006 0.81088369 -2.03631026 1.44294037 0.90597127 0.38561266] Distance 11.011786106904975 Each least square approximations [-6.05199873 -0.4495828 -0.34803494 1.64362066 0.43989793 -5.06367328 -0.07143012 0.37115605 -2.94178577 0.97479469 -1.831029 0.36048931 -0.38557877 -0.40208218 2.15823361 0.88621212 1.26600539 0.29075481 0.13170857 0.1873025 ] Distance 10.526323643953376 Each least square approximations [-5.65149213 -0.42052847 -1.63191988 -0.9599375 -0.57692849 4.98616555 -0.42550048 1.8136406 -1.01551824 -0.14349576 2.27813957 -0.28357848 1.06711016 -1.70167007 -1.02639036 -1.82735553 -0.14169465 1.22928234 0.87542275 0.22759345] Distance 10.749319467979188 Each least square approximations [ 6.05243109 7.49215366 1.20005013 -2.2120048 1.0730372 1.40214369 0.35885918 1.053313 -3.376603 1.13803432 -2.40092072 0.04404012 2.00798175 0.76459357 -1.73918062 -1.58811319 1.89484695 -1.41609462 -0.91566651 -0.78716929] Distance 7.607836935563065 Each least square approximations [ 4.00926429 3.72265473 -1.04599355 -1.49747156 0.65313009 0.30618232 -2.86932677 0.92707569 -1.01551984 -2.56990078 -0.46027534 0.65995899 -0.03301164 -0.97849013 -0.44200018 1.7172755 0.16837527 -0.43862525 0.64621233 -0.76286919] Distance 11.85430002713225 Each least square approximations [ 5.81588261 2.53200936 0.69218322 -4.83320709 0.37529431 1.98457374 0.22754922 -3.39744525 1.02148313 0.69625694 -2.74601289 -0.87137654 -3.48113865 1.42982791 -2.56773064 -0.61277321 -0.57682525 -0.18431204 -0.87929225 -0.79721834] Distance 9.193972135463405 Each least square approximations [-5.39861369 -0.64697635 -0.30015973 0.14200907 -2.93344076 2.44275848 -0.12371228 -0.05359231 2.11492094 -1.46288571 1.23764315 -0.80815292 -0.15090258 -1.1542503 -0.10380846 2.25068907 1.04126722 0.61388904 1.05851415 1.32551762] Distance 11.540384299460444 Each least square approximations [-5.89341479 2.86124782 -6.57766694 2.15180019 -2.66025388 -1.35640251 0.49279865 -0.0823717 -2.07812222 1.84483539 -1.40733706 0.94398982 -1.4761889 2.1354693 2.94556062 2.83033556 -2.38537709 1.45024538 -0.73509279 -1.70694317] Distance 8.91233046198334 Each least square approximations [ 9.41914891 1.56106755 -2.80323019 -1.16557924 -1.25845637 4.74120954 -0.47068386 0.33288834 -0.79318673 -2.73916819 -0.17565633 -0.67603994 1.38642219 0.19147226 0.35753094 -1.3335055 1.33903391 1.58675185 -0.33277027 -0.55504552] Distance 9.093671164411194 Each least square approximations [ 9.40131787 2.81170914 -1.28872629 -3.58202243 3.10641909 3.48106523 -1.15442513 -1.34894856 0.10637746 -1.1986151 0.14534203 2.25252559 0.44553357 -0.23915986 1.25716017 -1.85312127 -1.89639281 -1.75168638 -0.6360275 1.99365704] Distance 8.131373098785625 Each least square approximations [-10.026173 -1.05307585 -2.8591445 -2.81777579 2.35382155 -1.09376342 2.94991178 -1.94095207 3.22358992 0.93150915 0.4610996 2.33512705 -1.05726446 -1.62587408 -0.78412697 -0.74764844 1.06124179 0.75044777 -0.13312275 0.59257742] Distance 7.987911540851736 Each least square approximations [-10.54264866 1.65864469 -3.14204607 -0.42270289 -1.55979171 -1.81541023 -1.82430422 -2.8612672 2.59403923 -0.25845899 1.89831402 -1.08142771 1.17550789 1.71503563 0.70127203 1.71226658 0.32122494 -0.95109611 -0.44051181 0.90932089] Distance 7.882946794063731 Each least square approximations [-8.95822872 -3.01132526 2.75268822 -0.79871819 -3.22709784 0.77203538 -3.35387543 -0.10262607 -1.22405972 0.27253086 -0.56867071 1.63314889 1.33722824 1.65932543 1.52091705 -0.3124504 0.80369684 -0.25482212 1.40486787 0.81992569] Distance 9.487035081269545 Each least square approximations [ 7.66237799 -1.97266043 3.67583646 -2.88155749 4.16788705 0.4388459 -3.70770235 -0.69550508 0.32946462 2.44111221 0.46696417 -0.62189402 0.67879939 2.48008549 -0.10669409 0.33057175 1.5733239 -1.86408297 2.18986493 -0.43664438] Distance 9.171932965818048 Each least square approximations [14.10717218 0.82096653 -0.42289527 1.81059622 -1.85937238 1.07262984 1.24392673 -1.08678082 -0.3330307 0.60601519 1.50866735 -0.07331671 1.81463838 -0.7827111 0.14355201 -0.49785601 1.28465643 -0.42363571 0.0885591 -0.236302 ] Distance 2.3177088363867804 Each least square approximations [ 9.95458525 -1.16030416 0.94903332 -2.36121312 -3.05097089 0.54406818 1.00570378 -0.37203711 3.24205014 1.93433629 -0.13452997 -1.04869496 1.00912323 -1.07993064 2.07523154 2.87270165 0.82458428 -0.29687876 -1.04976988 1.63065668] Distance 8.506765934788799 Each least square approximations [-12.25649544 0.38665622 1.74870792 -1.80165324 0.01963403 -0.55124313 1.16232361 0.86101253 -2.25704222 1.29621865 -1.79728947 0.12807613 -0.03745822 -0.26281932 -0.19549578 0.34657821 0.31175815 -0.99686584 -1.0956097 -1.6857621 ] Distance 7.086878710853037 Each least square approximations [-7.14713248 5.19674602 -4.71585698 4.24380566 -1.26903192 -1.74179524 -2.83828191 3.23564404 -1.28000838 2.28493586 -1.3240628 -2.82949509 0.57217142 -1.03093841 0.2325381 0.77022565 0.88206028 0.61886686 0.64984331 0.46556521] Distance 7.509753315029124 Each least square approximations [10.25087463 -2.13683332 -1.21258255 -1.38860394 -1.54000633 0.99366428 -3.65348248 -1.80407191 0.6949896 -0.83093362 -3.46462115 0.38702301 0.16456384 -0.46428539 0.35341151 -0.97727375 0.25157943 -1.87206535 -0.32247032 -0.62326099] Distance 8.163483239442627 Each least square approximations [ 9.90503531 1.02595173 -4.20358296 -2.74313697 -0.7379284 -0.96239736 -0.81350663 -3.12729105 0.64422935 2.70578509 2.92088691 0.81992144 -0.68776791 -0.9206878 1.70044649 0.35399669 0.16633177 2.54851869 0.10936187 -0.07202982] Distance 7.366939344218476 Each least square approximations [-11.19363384 -6.21434739 0.10941286 -2.40511343 -0.14086537 3.1792779 -0.65880687 0.066997 -0.73613861 0.5861004 1.87740421 -0.79649695 0.8772925 -2.28869548 0.3017066 1.83789219 -0.06998892 -0.06430736 -0.17071021 -0.61209466] Distance 4.811104862978224 Each least square approximations [-9.08646235 3.64147022 0.69203807 -2.90414537 -3.1483585 0.90763335 1.23575613 0.59491804 -0.04598558 1.00784198 1.1935284 3.12626998 -0.17912551 -0.81058512 -2.39535853 0.09029046 1.14405 -0.83945982 -1.13656094 -0.51415266] Distance 8.876049026025296 Each least square approximations [-10.82888888 -3.17899172 3.40554901 1.13140067 -0.48704225 -0.74390426 -0.14085222 1.0497122 -2.45977083 -2.04388932 -1.02515594 -0.86155888 1.91414165 -1.71905461 -0.2334434 -1.03316845 0.10914289 0.24017301 0.98015884 1.10043098] Distance 7.361690348978261 Each least square approximations [ 9.84969128 -3.05930757 2.92411518 -1.39523015 0.4055956 -0.77158276 1.96071368 0.95594052 -0.91691175 0.80880819 -0.02377015 0.72286712 3.70135791 -0.19104283 0.35442311 0.06460149 -1.18361752 -1.79480067 -0.77487877 2.01313008] Distance 8.414763498741236 Each least square approximations [ 8.3035403 2.98207506 1.46756743 -2.08066955 2.38554407 -1.38424585 -1.67974019 -0.78721795 -0.90850316 -2.7244527 4.11048689 -3.33870777 -0.01423475 1.14556973 -0.77576513 0.35891086 -0.73708059 -0.90688265 -1.11454436 -1.25944425] Distance 8.969830602997218 Each least square approximations [11.33112883 -1.18834944 -1.52186541 -1.02496094 3.23319885 -0.30783651 -1.15130786 0.48835523 1.11576857 -2.90358223 3.00909872 1.38843347 -3.12635347 0.48438874 0.34008952 0.26425255 1.39357829 1.27564757 -0.2043334 2.26486575] Distance 5.7862126877008135 Each least square approximations [-9.51235047 -1.85292014 -0.41354633 1.69095526 -1.60208324 -1.06507961 -2.28163562 -1.29267395 2.58872925 3.63647911 0.39318505 -0.10250147 1.77183985 -0.39406184 -0.67186408 -0.80495988 -2.53421599 -0.10133929 -2.01031025 0.26872554] Distance 8.706422077376152 Each least square approximations [-10.878463 0.56298182 7.22249138 -0.48714995 2.30764013 2.22346619 -0.81639661 -0.12549617 -1.43386186 0.95917977 0.26883555 0.95516503 -0.54972409 -0.50564913 -0.94131089 1.13829549 -0.98898156 -0.21960631 -0.05546395 0.76937374] Distance 4.47364441875608 Each least square approximations [ 0.58919765 -2.03543466 1.48531905 0.63616723 -3.49996034 -0.19618633 -1.36216571 -1.27115554 -0.79556648 0.53341381 -3.14772234 0.25178598 -0.88268054 0.4183303 0.14298816 -0.90529629 0.80213419 -0.6117299 2.06462804 0.15520705] Distance 13.019132560128478 Each least square approximations [ 3.32357232 2.32179742 4.49358736 0.38335811 3.55947261 -4.85311498 1.34241773 -2.36981151 1.16662378 4.98421159 3.62846262 0.81589244 -0.77689587 -0.17852506 -0.79694175 -0.04084147 3.64918703 -0.5042697 -0.28858068 0.0324028 ] Distance 8.658343079649178 Each least square approximations [-4.72282145e+00 8.10325423e-01 2.04512211e+00 7.74340678e-01 -8.08355430e+00 -3.26312907e-03 3.11557593e+00 7.66570745e-01 -8.65384113e-01 -9.96261113e-01 -1.45465938e+00 2.20317789e+00 2.34550764e+00 -1.98406323e+00 2.46154283e+00 -3.14802363e-01 -1.29734558e+00 5.43183103e-01 -7.28212822e-01 1.43416215e-01] Distance 8.951377532174968 Each least square approximations [-2.37782386 -3.18800832 0.89638798 -2.05560381 1.58163142 -4.93273212 0.13581188 3.44778968 -0.94471859 -2.534293 1.04097408 0.99957867 -0.00831579 -2.42142602 -0.8235465 1.61280532 1.17875038 2.84264741 0.81244086 0.05162953] Distance 11.049293566368188 Each least square approximations [-5.83462297 5.61536365 -1.53800736 1.84941977 0.99495366 3.81929574 3.08415603 4.40027351 0.50341269 -2.00791526 2.90842449 0.16761669 2.20550547 -1.93296561 0.59050947 0.61308772 -0.39660974 0.03893035 0.55656473 0.91781464] Distance 8.43358031395906 Each least square approximations [ 6.16698975 4.54461072 -5.1781244 1.2073892 -2.3235084 -1.16553533 0.70591384 3.50816729 -3.57765216 -1.76906776 0.24554093 0.53097298 0.26626093 1.68927175 0.03072956 -0.47978563 -0.54438851 -0.19212289 0.84135231 0.23001427] Distance 9.127215875219042 Each least square approximations [ 1.04500113 0.44599037 -5.64478851 -2.92468313 0.22364095 -0.35526758 -4.81122392 -2.5225874 1.16867838 -0.66750659 2.15252701 -1.39395702 0.91845649 -0.9845752 -1.23361598 3.10505312 2.20162472 -0.7964546 0.27249819 1.09488397] Distance 10.52765625091363 Each least square approximations [ 3.34262585 4.63908452 -3.74362569 0.13377163 3.28474086 0.84815861 -3.54878013 -4.7313432 1.97437583 0.33163283 -0.63357587 2.26373962 1.21117063 1.21638864 -0.8156903 1.22452624 -0.72630947 -1.51830904 -1.46287816 0.07066348] Distance 9.874588169124568 Each least square approximations [-2.61438533 1.8526448 -3.07808265 1.25700515 -0.17054888 -4.36337757 3.30753122 0.10633861 2.10140193 1.8193027 1.89429858 -2.63824357 -0.02737469 -2.41153596 -1.40623726 1.02602332 2.27214325 -2.65880782 1.46759322 1.50643361] Distance 10.734466014751046 Each least square approximations [-6.64283564 3.83866209 -8.09566688 3.54357266 -0.30864347 -3.54914134 0.79137885 0.70427268 -1.66185051 1.65248877 -0.93688082 0.56889324 -1.04770128 1.55363161 2.11797809 2.09477295 -0.05910457 2.79946076 -0.28104698 -0.46003897] Distance 7.049596398594727 Each least square approximations [11.26873359 1.91362075 -2.9081505 -1.6287802 -0.52149571 6.13163006 -2.24202706 -0.42907204 -0.41395499 -1.21196857 -0.05594979 -0.1349339 1.74906517 -0.28932263 0.94056958 -0.91572008 1.4477275 1.29510713 -0.78490482 0.50796431] Distance 5.627534508164684 Each least square approximations [11.38198062 0.11195361 -3.40739671 -3.57683701 2.63149367 3.07742362 -1.45135321 -2.76761152 -1.52715364 -0.96246546 0.14054426 1.18911402 -0.87940792 -0.20677763 -0.41247212 -1.04225241 -0.95023468 -1.23288447 1.46964 0.51130889] Distance 5.99531505786201 Each least square approximations [-10.89302962 -3.90825265 -5.21497323 0.22054844 2.32379433 1.79633269 0.85474879 -0.57114928 2.62907959 -0.35773878 0.97804001 0.64171808 -2.01071001 -0.26040797 0.5699653 -0.5544755 0.45636471 0.28530318 -0.10506482 -0.04802058] Distance 6.5852211512921555 Each least square approximations [-12.13807897 4.52993703 -1.00020555 -1.81151126 -0.99922649 0.3835257 -2.15832868 -2.54373212 0.59183356 -0.62568778 -0.14266458 -1.25682056 0.47327942 2.04309878 0.87684676 1.62255929 0.18953685 0.31431464 0.13510976 -0.78098701] Distance 5.689128356792848 Each least square approximations [-9.74536872e+00 -3.00733949e+00 5.32975685e+00 -1.58961919e+00 -3.63780139e+00 1.78740855e+00 -3.18507536e+00 -1.43581203e+00 -5.63702795e-01 3.02010120e-01 -1.26900110e+00 5.49475220e-03 1.35264979e+00 1.09004464e+00 1.05046663e+00 -5.67212286e-01 4.77153916e-01 -4.51412201e-01 5.32001323e-01 -2.61679546e-01] Distance 7.5399473344197 Each least square approximations [ 9.57145204 -2.09010103 4.63432505 -3.83952861 4.96414447 0.86073623 -2.65500699 -0.16316916 0.54520276 2.48493428 0.66258051 -0.739085 0.78680031 1.0552689 0.15369933 0.22858116 1.52803611 -0.87290624 0.95731533 -0.31959107] Distance 7.0455344436504985 Each least square approximations [13.19185987 4.43926169 2.7596309 -1.54900064 1.33113134 -0.86592411 0.31644745 -0.53684268 -0.93294201 1.25458921 0.16231906 -1.90779313 1.21998252 0.13366225 0.73543287 0.24837776 0.44789277 -0.12719755 -0.71827944 -0.21005308] Distance 3.468013840090294 Each least square approximations [11.04746912 -3.7724743 1.26944301 -4.65189863 -0.3013534 -0.25273168 0.31961082 -0.28119688 0.84712689 0.77173823 -0.54732249 -0.99243695 -1.05682823 -1.46304909 2.1196019 2.80634198 0.41090201 0.89696648 -0.67919549 2.10611463] Distance 6.612178816175499 Each least square approximations [-12.76030946 -3.1773237 3.25629894 1.24351147 -0.04848858 0.54630179 -0.59833215 0.45366185 -1.66483591 1.72862476 -1.90882113 -0.11433416 1.62054112 -1.9738087 -0.85920715 1.2582326 -0.19854039 -0.42749366 -0.06047009 -0.55922652] Distance 4.7902579874377285 Each least square approximations [-3.5184813 2.65548625 -3.73912623 3.34796852 0.33716284 -4.35857345 -0.38081904 1.00293631 -1.48106458 1.79686747 0.63772629 -0.19896517 -1.06066849 0.81556854 -0.28865342 0.19487527 -2.95971497 2.14480936 -0.49927498 0.57675567] Distance 11.007795191971999 Each least square approximations [ 7.92618049 -0.51523318 -2.85026833 -2.13956961 1.62808229 1.85158943 -2.7346954 0.09116479 0.98705475 1.75305064 -1.0357492 -0.93614219 -0.5408436 1.44425617 -0.78254734 1.59689277 -1.14453808 0.39162235 -0.91962027 -1.11934989] Distance 10.164631808819614 Each least square approximations [ 1.14816551e+01 -2.77658263e+00 7.98017341e-01 2.33754968e+00 -2.93060312e+00 1.68610546e+00 7.64603443e-01 1.43023232e+00 -2.96870964e-01 -1.81379497e+00 -9.73175501e-01 7.27637748e-03 1.16410121e+00 2.83247922e+00 5.21748143e-01 -1.77300447e+00 5.46402680e-01 2.25470413e+00 -6.71540340e-01 -2.92067096e-01] Distance 5.0038822713411175 Each least square approximations [-5.55644264 -3.03917537 -4.4742332 -1.17590469 -1.12452503 1.20274863 -0.028613 0.46316114 0.51871228 -0.30983429 1.46799996 -1.54996264 -3.67252769 -2.98021869 -1.45773028 0.64929202 -1.73472104 0.8608979 -1.86746398 0.11157848] Distance 10.307741581118819 Each least square approximations [-6.74311053e+00 3.34940214e+00 4.09246655e+00 -3.27703452e+00 3.67246289e-03 -2.09270121e+00 -9.68227019e-01 -3.41541011e+00 6.01150522e-01 1.84838610e+00 3.16823998e-01 2.76348421e+00 -2.10425950e+00 1.50422855e+00 2.57816910e+00 1.94513324e-01 2.34950118e+00 5.81676615e-01 1.32891103e+00 7.62540788e-01] Distance 8.574553308165283 Each least square approximations [-5.39840185 -1.34698701 4.53977647 0.26879702 -1.61712222 -0.29815557 -3.61403681 -1.71370747 1.12831804 -0.44898512 0.71939462 1.69065111 2.06083991 -0.65551553 0.15788878 0.69216959 0.87722081 0.9383504 0.76223429 -1.35441839] Distance 11.10580485081024 Each least square approximations [ 7.53956665e+00 -3.63258111e-01 3.28858281e+00 -2.40959102e+00 -1.51954755e-03 8.07247051e-01 -2.19361237e+00 -1.61014286e-01 6.52224809e-01 -2.60996716e+00 -2.81824781e+00 -2.27615769e+00 3.30315979e-01 -1.88836868e+00 1.89387658e+00 -5.80953652e-01 1.29214266e+00 7.32717000e-01 -2.40417348e+00 3.47102911e-01] Distance 9.624038458628586 Each least square approximations [ 6.29990962 4.76668358 2.01191321 0.27119972 3.36417496 0.30102271 1.46737493 0.74953801 0.25202818 -3.34720389 2.70540472 -0.51712236 -0.85452275 0.40666171 0.08054521 -1.70330262 -0.8860939 0.72635982 -0.53396573 -0.58876628] Distance 10.125222585426298 Each least square approximations [ 7.15047977 -2.64656177 0.60269275 -2.65053363 0.03669145 1.64192018 -0.44367037 1.71732561 0.12285328 0.388298 1.84905781 -0.67264539 -1.16876029 -0.72635056 -3.1182211 0.02835357 1.0064983 -0.87290769 -0.11990725 2.43565319] Distance 10.631759907102639 Each least square approximations [-6.05001037 -4.21192967 2.76532974 1.5495142 -2.11582375 1.12161739 0.04251942 -0.12595936 0.99693774 0.10794494 -1.18398586 0.70388467 0.87233005 2.19553339 0.10602913 1.74077362 -0.88491817 0.86820165 -2.41871065 0.43636918] Distance 10.887153695317647 Each least square approximations [-7.1015884 2.82789589 -3.39243889 2.31022691 -0.17579867 -0.62329035 2.96050621 1.7695615 -2.47199682 2.18090336 -0.96131353 0.40380531 2.69694973 -0.08248308 1.08375357 -0.60495605 -1.88178393 -0.13573121 -0.52885619 0.30848919] Distance 9.589433083226323 Each least square approximations [ 8.6013381 -1.25742479 0.24463446 -1.71252381 1.06109724 2.32773671 -0.80857855 -1.52606095 -1.54345461 0.99058707 -0.57257648 0.426968 -0.11629927 1.9116374 -0.33270467 -0.64335033 0.49898932 -1.35801904 2.00396067 -1.32720105] Distance 10.011847806815984 Each least square approximations [ 7.71228906 -1.39710777 -1.89253758 -0.28197396 3.71215976 -0.96899172 -2.86443916 0.33509396 1.77409306 1.72925581 1.94596319 0.292283 -0.56364644 1.51013373 2.5598284 0.68947982 0.33535393 -0.66488547 0.37873672 0.58058919] Distance 9.77022157321723 Each least square approximations [-8.75961091 -2.81088972 -3.48966111 -2.41528159 -0.83800445 -0.27900755 1.5663666 1.72892827 0.20472894 0.76348759 1.09201322 1.61381345 3.86091246 -1.20820398 -0.7601104 0.83929084 -0.28220355 1.07748935 1.11634662 -1.41515703] Distance 8.296481893076715 Each least square approximations [-9.24928896 1.58932724 -0.23815138 -1.15677653 -0.83862211 -1.61210256 -2.72327956 2.62690528 -0.31205302 2.50865848 1.65616097 1.18020758 2.55592475 -2.72243138 -2.2567627 0.40077026 -0.66220135 0.57061867 -0.75930166 0.1489193 ] Distance 8.129016526328188 Each least square approximations [-9.94333965 -0.41181843 3.3609454 1.71575145 -0.84370956 -0.05531175 0.60409624 1.56172352 0.89874002 0.35018047 -0.21548348 1.20547743 -3.07940739 -1.01863233 -0.92581066 -1.35664054 -1.43058727 -0.40232792 0.17658083 0.42997275] Distance 8.329874955603692 Each least square approximations [ 7.62637234 -1.92856648 3.0956313 -1.4413695 0.41534661 2.91325129 -1.62322022 0.21199848 -1.10392024 1.71010389 0.67391423 -0.02273803 -0.58644184 -0.46718575 -0.60649116 -0.61759663 0.20776644 -3.24758895 -0.15340531 1.94592688] Distance 9.953256558024057 Each least square approximations [ 8.38534356 1.79945226 -3.41222716 -2.42899731 4.59817353 -0.0405587 -1.59066443 -0.76364027 -1.12040976 -2.12990581 1.23194292 0.63990461 -0.85036257 -1.00062399 -1.89007579 0.12204138 -0.99563001 -0.59354418 0.63407348 0.21998142] Distance 8.606929990752354 Each least square approximations [ 9.75303661 -2.01555077 -3.02550988 -1.02578295 -1.50925979 -0.0855665 -0.10112887 -2.77202332 1.43866347 1.26599809 4.16831533 2.10124504 -0.18502518 -1.57982858 -0.7547339 -0.80917555 -1.05792839 0.37537445 -0.68807297 -1.77442612] Distance 7.126609933569322 Each least square approximations [-9.30808189 -1.07456426 -0.19431124 0.85202934 -2.33522021 -2.76242583 0.29037089 0.42527752 2.79742787 1.50266678 -0.79936412 -4.07224379 -1.11231329 1.24676341 -0.66153832 -2.45572501 1.00385672 -0.90453733 -1.009436 1.4788687 ] Distance 7.79433381640539 Each least square approximations [-5.82517766 3.40967977 -5.26639298 -0.54896593 -3.84844724 0.45744038 2.01525396 1.32901258 -2.20107211 0.666707 -1.25314465 2.93602702 -1.92739818 -1.51312127 1.14320714 1.83316289 -0.32206589 1.10310623 -1.07198786 -0.17900631] Distance 9.43156218592712 Each least square approximations [ 6.02707479 3.17718147 0.74350165 -0.73205491 0.57687558 3.8377374 -2.42845362 0.43672149 0.16577657 -2.59840988 -0.99798254 -0.64957683 -0.20778134 -0.12715152 0.77607494 0.44166461 0.77507502 1.28311214 -2.17899657 -0.14655011] Distance 11.283686600275002 Each least square approximations [ 7.22107753 0.5297295 -0.94925513 -4.62547142 4.5308689 3.45660909 2.667021 1.52971089 1.13547967 -1.75554151 2.21557059 0.71726079 1.13587635 1.168317 2.08933948 -0.42019774 -2.1121894 0.45504067 -1.02118159 0.15241775] Distance 8.524869886664183 Each least square approximations [-8.60321253 0.12541062 -3.82638387 -3.34365239 3.82301691 -2.7098613 2.70992732 -2.46560541 -1.02486018 0.085069 -1.25990061 0.39958127 0.55038984 -0.81362647 1.26838244 -0.76723102 2.16317371 0.04313331 0.13597969 1.16811939] Distance 8.048907887071357 Each least square approximations [-9.06937131 -4.58448934 3.137628 -1.12416424 -0.46637857 1.80019832 -1.05872559 0.56907063 1.01287844 1.93443666 1.78705341 -0.55942037 1.13236748 0.41910582 1.0453254 0.18458607 -0.74207669 -0.35921824 -1.07795077 -0.0812514 ] Distance 8.947628924435644 Each least square approximations [-7.16666221 -2.61095211 2.42787708 -1.13269205 -2.56569406 0.44514436 -0.6600915 -3.29127816 0.84373906 -1.37531867 2.00360745 3.59411774 0.89253197 -1.71830009 -0.05481577 -1.73526552 -0.71522292 -0.38627619 -1.6799438 1.4043636 ] Distance 9.843325954912427 Each least square approximations [ 6.24442092 -1.60880153 5.1165778 -0.29409362 2.0129738 2.46508479 -1.56632139 1.69435486 -0.87327976 1.99492156 2.03672316 -0.51509261 0.91691214 1.65170283 0.35856629 -2.35274396 1.14740702 -0.56164836 0.40589848 0.78213611] Distance 10.39004228121325 Each least square approximations [ 9.49166406 -2.5671958 2.08048924 -1.22410475 0.54242646 0.88469333 -1.78123668 1.03529563 -0.1973741 0.21252847 4.58736994 1.4581491 -2.83822748 -2.3565121 0.61594524 1.38013487 0.65594096 -2.06676181 0.53046131 -0.74319 ] Distance 7.71600698322208 Each least square approximations [ 7.80575738 1.45457831 -2.70341835 -3.70610991 -3.1253554 -2.45044495 0.57114674 2.58176689 1.40552938 0.56267497 0.35761009 -0.73047922 3.08986059 -2.13314154 0.74923137 0.61784179 0.47272332 1.19651264 0.20310717 0.01979478] Distance 9.246912570537223 Each least square approximations [-8.01104981 3.43453972 5.82937112 -0.2883166 -3.46564688 -1.77825788 1.45686156 0.96141828 1.34659189 0.37179102 -4.66714783 -0.62072528 -0.54416219 -1.00663079 0.60912334 -1.88537341 -0.25560316 -1.77113561 -0.80268432 -0.45111271] Distance 7.098476836217425 Each least square approximations [-6.47959277 4.60078101 -5.89855197 3.23224735 0.86289235 -3.13241808 3.27509961 -0.1055313 -3.20812054 -1.65797816 0.49995304 -0.60274696 -0.36582253 1.41745139 0.49530358 1.12975085 -1.18607659 0.89252794 0.32604938 -1.74630524] Distance 7.893690509801243 Each least square approximations [10.05007201 1.64987087 0.48946782 -1.25267187 -2.67746651 5.27781077 -1.23738767 0.01765386 1.21288989 0.08264797 1.56766389 -0.12980339 1.00168934 0.37456996 -0.34834346 0.62429888 0.59358013 0.49450951 1.0107621 0.51814553] Distance 8.067880386955718 Each least square approximations [ 8.92806761 -2.87391725 -1.58347896 -3.22175361 4.63168678 1.70808313 -3.10960876 -2.64745857 0.31339223 0.81141568 -0.62637543 0.08754624 0.41780067 -2.05419138 2.07198659 -0.2014705 -0.25578232 -1.81653038 -0.41613205 0.07233686] Distance 7.703329259791177 Each least square approximations [-8.54251967 -2.76053973 -4.98369203 -1.76678728 2.29569498 0.7141035 0.92861717 0.24150328 0.92272534 -1.08851856 1.20110699 4.7889314 0.7946998 -2.15618747 -0.2134886 -0.95665033 -2.10297532 0.83437801 1.64314697 -0.54518609] Distance 7.658346940340315 Each least square approximations [-12.21085212 0.05188802 -3.14762517 -1.79566132 -3.11970213 -1.03000325 -0.50516269 0.17204086 2.88728213 0.24527215 -1.55312529 -0.55473004 1.33300079 0.37327029 0.21891505 -0.14076783 -0.33984925 0.4420048 0.9850569 0.22367272] Distance 5.188997909581151 Each least square approximations [-10.03462639 -3.29358729 4.43701517 -0.24915277 -1.00407036 2.52519015 -0.74725182 -0.33329167 0.61837604 3.76492474 -0.66984097 -0.34714714 -0.29244901 -0.74278958 1.07640083 0.85498746 -0.65613706 -0.80725538 0.12208667 -0.98659439] Distance 7.456991145749582 Each least square approximations [ 9.39585855 -1.08604566 5.10919697 -1.73299117 3.16967989 0.44216512 -1.29554775 0.69643869 1.60651304 1.87730981 1.28564184 -0.46329243 0.32315384 0.93970662 0.56349646 0.90416041 0.98118919 -0.25905589 1.1108989 -0.82957912] Distance 8.405543114781084 Each least square approximations [11.13344182 2.58199453 -0.35396957 -4.48674175 1.23110274 3.67488407 -0.32406234 -1.97490423 0.78445201 -0.25958694 -1.37658432 0.40204039 -0.05943026 1.04035388 -0.59922534 -1.02718598 1.66864754 -0.69399681 1.14145232 -1.88355181] Distance 5.605088495640957 Each least square approximations [10.41305635 -1.97611896 0.04790344 -3.90358575 -1.83517983 0.01302358 -0.33883546 -0.18022448 0.17350772 2.33835199 0.50697191 2.00863587 0.93178162 2.27251199 1.75818538 1.20570879 -0.80402294 0.96980445 -1.54612441 1.64237966] Distance 7.519358207433042 Each least square approximations [-12.2603756 0.65046011 0.57875743 2.37612713 1.05420926 1.59349919 0.3015925 2.5133331 -0.966546 1.86643025 -1.41859326 -0.80918682 -1.24778798 0.87475527 -0.77660555 0.98782735 -2.67811044 -0.5259576 -0.1451286 0.06158352] Distance 5.4255038311213735 Each least square approximations [-7.75955459 -2.17433141 -6.10091342 -1.13015186 1.48230567 0.9810171 -4.14546874 0.71867589 -0.26843058 2.55366626 -2.7089056 2.67087118 -2.24672722 0.80215047 -0.74930392 1.95200061 -1.04213231 0.39651682 -0.32284906 -2.30583508] Distance 6.373042730378856 Each least square approximations [ 4.48063157 2.57569271 -0.36511874 -1.17354912 0.28166167 2.63481698 -1.80171781 -1.62605628 -4.84879885 -0.86793691 -2.53288923 -0.89950802 1.16478258 -0.86142557 0.22471324 0.48435973 1.25547777 -1.12482485 -1.31697988 1.14028688] Distance 11.037409209749693 Each least square approximations [ 7.22865845 3.90652956 -3.00383158 -2.59657435 1.57394528 -1.31410994 2.85367216 0.32766229 1.09183708 0.8612536 0.1770785 -1.26194645 -2.06670681 3.2082586 -0.94315934 -1.90653199 -0.31503715 -1.56150778 0.44984989 2.56536707] Distance 8.660473458567447 Each least square approximations [-9.62679462 4.78259372 -0.56047493 2.59032059 0.01585817 -0.30266439 1.65445577 1.60849474 3.09787351 -0.52333905 3.50789177 -0.66479575 -1.18065418 -1.93268582 -1.38178867 0.66857206 1.59329876 -1.20317124 -1.17433558 1.2797686 ] Distance 6.132751353085676 Each least square approximations [-4.40494015 1.36275193 -1.42033613 -1.88341848 -0.2485508 0.14616556 -3.34701978 -2.32323687 1.40760337 1.41833922 0.03762639 -0.42771223 1.19844437 0.17372091 0.9478325 1.26103338 1.1789975 -0.29055941 -0.04549615 1.7902074 ] Distance 12.098914292805638 Each least square approximations [-6.8351498 2.70980123 -1.18447161 -4.40459438 -1.86538346 2.7564606 -5.78469573 0.56794024 -0.59805384 -1.42726318 -0.48892362 0.5481921 1.77292464 -1.79599842 0.74970595 -3.715635 -0.44607752 -0.18518656 0.20430513 1.84365471] Distance 7.458677563571034 Each least square approximations [ 5.13970368 2.23989451 0.32698795 -5.11646627 2.80851963 3.82288475 3.38062394 -1.3090934 -2.11990281 1.21390826 0.24444362 -0.42493869 0.33994058 1.80560125 -0.47250227 -0.03751236 0.13477594 0.09644869 -0.10913398 -0.13574264] Distance 9.97378235560691 Each least square approximations [ 7.04819685 2.33439654 1.46512717 0.50406343 -1.32076391 0.19008602 -0.42812355 1.81088716 1.97223135 -0.18263226 2.85938189 -0.69320711 0.79651932 -1.41076708 -0.29285901 3.2198155 -0.53345081 -0.93722778 0.70238828 0.45699633] Distance 10.602501393948003 Each least square approximations [ 6.88424847 2.25524024 -0.4154368 -4.1261505 1.37405056 -2.73806502 2.57168806 -1.82627862 1.19422031 0.09142526 -2.11911275 -4.03364861 -1.40114854 -1.51871 -0.49475225 0.26326802 -0.54104579 -2.44871358 -0.68125124 -0.10057438] Distance 8.952812670396218 Each least square approximations [-6.22981069 -1.46097455 3.02789281 -1.54397264 1.24179902 1.45385824 0.85567134 -0.765375 2.20585025 1.64578851 -1.34571474 0.17147874 0.87691897 -1.82816874 -0.79683048 -1.63615696 2.39541285 -2.11560899 -1.21769866 -0.15602796] Distance 10.801680915150731 Each least square approximations [-8.50624773e+00 -2.26630167e-01 -3.27590447e+00 3.51485231e-01 6.84480907e-01 3.13601216e-03 -2.89987979e+00 5.04809575e+00 1.36451431e+00 3.02856099e+00 -3.34539646e+00 1.41545383e+00 -7.89511267e-01 -4.74877552e-01 -4.75640725e-01 3.13659689e+00 2.28885112e-01 -4.47362745e-01 -3.94458035e-01 -2.55040361e+00] Distance 6.5773810574165115 Each least square approximations [ 5.80021919 0.81667385 -0.19203275 -0.90225533 -0.59140788 1.48478793 -2.19453301 -2.11486139 -3.02473967 -0.74187178 -2.81900278 -0.01880745 1.33720976 -1.50942649 0.85135179 -0.10956639 0.58205821 -0.80691093 -0.86400398 0.59638466] Distance 11.462794378090353 Each least square approximations [ 7.07672114 4.25534354 -3.40911457 -3.84333808 0.44227965 -2.86192688 1.65880681 0.20406891 0.93716211 -0.1004186 2.92455835 1.77312879 -2.25190837 -0.12720472 -0.58961033 -1.08108893 1.92211607 -1.12385681 0.59329905 1.56757465] Distance 8.379994583935094 Each least square approximations [-10.5701137 0.69274361 1.98368338 3.81536963 -1.31699071 -1.320612 2.23234047 -1.35679159 2.16578931 -0.71177896 2.25293018 -2.89480738 -0.09437337 -3.06425167 -0.14533155 1.39398447 0.82253232 -1.29280868 -0.28462937 -1.47778839] Distance 5.225947484737247 Each least square approximations [-4.73299955 2.55893429 -0.29590633 -2.68158682 -0.66507531 0.04818008 -3.30955887 -1.01956496 0.94967252 0.76538409 1.6668831 0.47123177 1.05318722 -1.18464941 -1.06859765 1.29075227 1.00499644 0.16210552 -1.61852305 -0.31161042] Distance 11.862291467451849 Each least square approximations [-7.63596854e+00 3.40426166e+00 2.91052983e-03 -2.73608680e+00 -2.87158922e+00 2.69953279e+00 -2.99076288e+00 3.35571624e+00 -1.95470305e-01 -2.81156578e+00 -1.56233900e+00 5.30787674e-01 4.04118306e+00 -1.31910310e+00 -1.62286758e+00 -1.62956974e+00 -8.18839347e-01 2.39051805e-01 4.71741064e-01 1.97329790e+00] Distance 7.13782761143405 Each least square approximations [ 6.32502359 0.6983245 0.05953379 -3.34521489 1.87362077 1.19600185 1.78875628 0.25837198 -2.3576228 2.2153411 -0.09300589 2.8164641 0.98804252 -0.41962747 -1.75350611 -0.10559998 0.30425006 0.14565039 -0.97549428 1.425332 ] Distance 10.83068311598066 Each least square approximations [ 6.8725396 2.09297983 2.33905571 0.60602833 -0.14076234 -0.98660322 -1.96671778 -0.40281375 -0.22533068 1.34162924 3.54833251 -1.25813727 -0.05592647 0.01731334 -1.66795872 2.67105558 0.387815 -1.30761442 -0.05384641 0.41649174] Distance 10.605930220456251 Each least square approximations [ 7.43043035 1.13700609 -0.4028303 -2.32477188 3.34314782 -2.89825646 1.03126641 -1.49001639 3.13773525 -0.98319917 0.23206395 -3.03357997 -1.28166673 -1.97850371 1.51677765 0.95771963 -0.60354376 -1.81289234 -1.96917391 -0.43157694] Distance 9.025056063666213 Each least square approximations [-6.35824701 -2.9381233 2.76456974 -1.26223951 1.76967865 -1.16146202 0.38516237 -1.39921869 2.11718165 3.16573507 -1.08695627 -0.20559268 0.17724998 -2.77466646 0.18158957 -2.20608924 1.63692058 -2.46525956 -1.01223148 -0.77477808] Distance 9.965848139536938 Each least square approximations [-6.75247892 4.20969192 -5.1849728 2.20022453 -0.97437545 -2.70868995 1.40770004 -0.94356141 -3.90962853 2.11496082 -0.83222328 0.33691696 -0.66222775 1.30863154 -0.74387646 1.69152297 -1.13476587 2.5407743 0.07837629 -2.69634889] Distance 8.129483198594777 Each least square approximations [ 9.22007322e+00 1.09612045e+00 -1.62619650e+00 -2.01468150e+00 -1.96288621e+00 4.69482048e+00 -1.39092326e+00 4.56020831e-01 2.74927118e-03 -2.07004912e+00 3.10515519e-01 -3.46602231e-01 6.12846321e-01 -2.09593510e-01 9.56436204e-02 8.06121124e-01 4.85334022e-01 -5.50816762e-01 -1.12312308e+00 1.86930761e+00] Distance 9.033966382353757 Each least square approximations [ 9.2092854 0.70032323 -1.18280443 -3.41764116 4.06046818 1.54157414 -2.92364658 -3.20460954 0.70532843 0.42981409 0.32815061 -1.05357649 1.15487458 -1.15693116 -0.78811345 -0.6049013 -1.70453387 -0.9853343 -0.78963476 -0.18720811] Distance 8.20262688719445 Each least square approximations [-9.98613585 -3.24373563 -2.8945415 0.55213141 0.75070605 -0.18750845 1.12235204 -0.57399611 0.92436186 0.72513868 2.10287107 4.96163509 -0.50299175 -0.77081853 -0.26600243 -1.27919884 -0.61788117 0.06216986 0.82954273 2.01784302] Distance 7.3622835851586395 Each least square approximations [-11.00486508 2.30238803 -3.79963035 -0.96758886 -1.47222127 -2.19005559 -2.13302865 -0.02466606 1.10613935 1.46633954 0.03926473 0.5254147 0.64628795 1.61347237 -0.12982907 1.47791923 -0.92902865 1.2121564 -0.2233265 -0.2498964 ] Distance 6.9874997462024515 Each least square approximations [-9.21950115 -2.57760206 3.02679568 -1.2913557 -4.4611109 1.75832516 -1.94151399 0.67884784 -0.81928709 2.07813323 0.01619062 -0.66657019 0.94237858 -1.90682472 1.25721086 0.13397102 -0.34648319 -1.70153003 1.45733827 -1.68784305] Distance 8.012374571613147 Each least square approximations [ 7.98990346 -1.25400828 4.16952319 -2.94686786 4.38422643 -0.32756286 -2.13588988 -0.39086743 -0.32938806 1.02007175 0.46881604 0.12669095 0.9656881 1.63433873 0.03790688 -0.05416415 -0.11879677 -2.09684186 2.62093549 -1.47544787] Distance 8.91433511283718 Each least square approximations [12.07431166 2.87972532 -0.09853429 -1.48975013 0.18967066 1.27112602 -2.73338572 -0.33338012 2.12987478 0.31290649 -1.78392751 -1.05597317 0.68175079 0.32951259 -0.13931086 -0.29170754 0.33885653 -0.64004891 1.20113796 -0.8477953 ] Distance 5.966421343586526 Each least square approximations [10.81384571 -1.13010976 0.33432277 -2.60880169 -0.17577278 -0.38745433 1.92521792 -2.67693825 0.92574398 1.57696127 0.02300074 0.36759929 0.89258257 1.32089201 0.96401034 1.98113451 1.44829928 0.94939654 -1.47529819 0.99116994] Distance 7.76005470013972 Each least square approximations [-1.32198869e+01 -1.17726268e+00 2.22137077e-01 -1.70781164e+00 2.16920970e+00 3.14263477e-01 1.99663507e+00 3.18447910e+00 1.07450739e+00 8.26843692e-01 1.06896137e-01 1.73350745e-03 1.30439800e+00 -7.10608241e-01 2.17230519e-01 3.44380533e-01 -9.18442362e-01 -4.11525790e-01 4.45280191e-01 -4.57797534e-01] Distance 3.122068046008811 Each least square approximations [-6.92336626 3.97289982 -5.66298709 2.1330443 -1.0597059 -2.34113316 1.832964 -1.00491125 -3.8707425 1.95193152 -0.41404879 0.17481164 -0.79550777 1.0402298 -0.98554902 2.07598819 -1.5794333 1.71956005 -0.13518627 -2.65595199] Distance 7.932972612194639 Each least square approximations [ 9.39592028 1.59686755 -1.23982741 -1.46380667 -1.74546854 4.65899153 -1.34554913 0.55824144 0.11233936 -2.34947057 0.10666063 -0.28278525 1.09696867 0.16433979 0.17094739 1.20146305 0.50744595 -0.22782576 -0.61505809 1.64495464] Distance 8.924539603826236 Each least square approximations [ 9.049319 0.33180085 -1.432253 -3.49629317 4.47283722 1.06923753 -2.81812454 -2.71868016 0.77839296 0.43808833 0.31477911 -0.90103623 0.75837247 -0.79305302 -0.32415979 -0.66878498 -2.10487741 -0.7989312 -0.96202787 0.03618561] Distance 8.398642083432305 Each least square approximations [-10.0129536 -2.56448218 -3.20562898 0.33451808 1.17040991 -0.70146112 1.4903896 -0.65765394 0.67486553 0.50406152 2.30308431 5.45868899 -0.29477757 -0.6945384 -0.62101509 -1.15833942 -0.59228279 0.58332169 0.74108814 1.69056398] Distance 6.986474932793776 Each least square approximations [-11.14256555 1.80824338 -3.98237437 -1.17060173 -1.77133544 -2.49553509 -1.88964937 -0.71746236 1.10436118 1.16965685 -0.08308228 -0.05877543 1.07897717 1.01498918 -0.15311629 0.87807355 -1.1911294 1.09115006 -0.35766373 -0.27721517] Distance 6.800601689970261 Each least square approximations [-9.54702010e+00 -2.52994873e+00 2.73546287e+00 -1.61198788e+00 -4.53233534e+00 1.71781554e+00 -1.98453539e+00 6.71658678e-01 -8.16778204e-01 2.25614863e+00 2.38768492e-01 -4.49715650e-01 6.19200560e-01 -1.35824783e+00 1.73090645e+00 8.20783115e-03 -2.41286865e-01 -1.02675387e+00 1.70996928e+00 -1.44766974e+00] Distance 7.737775536939329 Each least square approximations [ 8.08903173 -1.21255322 4.22654358 -3.20501508 4.58652511 0.01698538 -1.84219443 -0.24627664 -0.1097312 0.67249416 0.99583962 0.41907224 1.08792145 1.79141283 -0.02824413 0.46629696 0.26534106 -2.23171984 2.6110972 -1.36857013] Distance 8.558185627536718 Each least square approximations [12.25163214 2.26405529 -0.15690597 -2.53554065 -0.67753163 1.2198068 -2.11833307 -0.38473598 2.2002315 -0.25575643 -1.61262542 -0.939878 0.617901 0.05622052 -0.17033967 -0.7463158 0.73837035 -0.53057913 1.16846542 -1.11822804] Distance 5.629219845504206 Each least square approximations [10.8335 -0.84875274 0.22905617 -2.6074869 -0.73292119 -0.7061918 1.65232611 -2.42596887 0.63678643 1.98091239 -0.15493819 0.26971497 0.93726327 1.90616861 1.11406265 1.12338275 1.33122627 0.84110648 -1.85150695 1.00519747] Distance 7.7336183807342875 Each least square approximations [-13.35186512 0.09956775 0.51601665 -1.05716411 2.48983547 0.67571007 1.07720466 3.47965771 0.87973451 0.49218438 0.70930589 -0.56659555 0.69939653 -0.33439884 0.62993707 0.29377199 -0.71246117 -0.71766497 -0.12903932 -0.46889059] Distance 2.9970543212616954 Each least square approximations [-6.2633217 2.69457999 -7.45776967 1.45951544 -3.10845904 -2.10467481 1.03548804 -0.46802102 -2.86766648 1.50098275 -0.86198841 1.9798752 -1.82587042 1.23571472 0.79706021 2.73492949 -2.75682272 1.29422697 -0.12347628 -2.41919996] Distance 7.778034108995165 Each least square approximations [ 9.32876012 3.01322417 -1.55884078 -2.22149644 -1.65445475 5.10375432 -1.19192064 0.07419888 -0.91731804 -3.05342407 0.49243515 -1.4770915 0.67686137 -0.37833614 0.35404246 0.56855076 0.51210253 0.9276164 -1.7454572 1.24270839] Distance 8.387085874175897 Each least square approximations [ 9.77118467 1.97609162 -1.2632771 -5.17557406 3.91909282 2.55126181 -1.51728626 -1.23214622 1.91710867 -1.88276841 -0.0875658 0.29446157 1.1753178 0.10281533 0.32623303 -1.37687428 -3.28967384 -0.76408551 -1.30494951 2.00365423] Distance 6.4879883054387 Each least square approximations [-10.22509285 -1.03405282 -4.08104841 -1.3117959 3.6946558 -2.50792358 2.82927935 -1.26281398 1.03098217 1.03549541 1.72707268 2.48030254 -1.63297405 -1.52532236 -0.3282371 -1.24649222 -0.57092811 -0.76003197 -0.10911326 1.96804123] Distance 6.864943723799324 Each least square approximations [-10.8144968 0.87755465 -2.15615299 -0.24261375 -2.3904512 -0.781333 -2.52262569 -2.74070593 2.65994351 1.01762152 0.80004279 -0.95386187 0.29422108 2.3071357 0.77673804 1.16647547 0.51078223 -0.69825048 -1.24780735 1.3327803 ] Distance 7.722098810742228 Each least square approximations [-8.96149615 -3.81146283 2.7807699 -1.87391106 -4.34042185 1.32469568 -3.84412491 -1.37896261 -0.50634761 0.57926135 0.29364335 0.22225696 2.38372051 -0.20682183 1.41291129 -0.8797904 -0.0453883 -0.75834426 0.02348489 0.07016595] Distance 8.37972033750751 Each least square approximations [ 8.14227596 -1.5473947 4.55438853 -3.51065081 5.14966967 0.29010251 -2.90523439 -1.38731792 0.15948552 1.59398627 0.90965751 -0.1680523 0.47321714 2.10597155 0.11628281 -0.32518961 0.71831319 -1.28351756 2.09559474 -1.12512565] Distance 8.284343590200919 Each least square approximations [13.87067828 0.12088816 1.74146127 0.46673668 -0.58264935 1.96503114 -0.81179605 1.07990269 3.35440612 0.99152483 0.03844468 -0.54924632 -0.32475619 -0.05008659 -0.65380264 0.23070677 0.27382339 -0.63892669 0.79339356 0.40157501] Distance 2.7000251262395008 Each least square approximations [10.16900156 -1.06859653 0.77243536 -3.96958034 -2.91980803 -1.48269657 2.27154409 -0.12855599 2.21300329 1.31892955 0.72475999 -1.47445836 2.51581839 0.49537988 0.75843298 3.32415311 1.85239821 0.4332883 -1.20762211 1.24776693] Distance 7.2389573531768265 Each least square approximations [-1.25056844e+01 4.69862040e-01 4.10440187e+00 -2.63815884e+00 4.35334738e-01 8.62891295e-01 2.37416396e+00 1.92530293e+00 -1.40187174e+00 2.07229798e+00 -9.72313931e-01 1.26175783e+00 -2.62654279e-02 -1.79714683e-01 2.79145419e-01 -6.63891621e-01 -2.89335515e-02 7.27520395e-03 -1.50916831e+00 -5.93849194e-01] Distance 4.549900849523251 Each least square approximations [-12.54087125 0.82587503 -1.16261442 -3.36198916 1.40612396 -2.64741351 0.81718939 0.77395639 0.81989165 -1.4530345 0.39520493 -0.86247784 1.22334855 1.35712046 -0.60051136 1.27495706 0.37366873 -0.31442237 0.33704778 0.34648836] Distance 3.7824572369622986 Each least square approximations [ 4.83224606 2.4596313 1.39509819 -1.42042324 -3.06636147 2.85536523 -1.92730418 -2.15364883 -3.42013715 -1.09494189 -2.19875504 -0.33871976 0.51498463 -0.14861508 0.41643423 0.32384667 0.76667088 0.48120986 1.72219007 -0.70268789] Distance 11.076431841533998 Each least square approximations [ 7.14389512 0.67168094 1.10432261 -3.37365989 4.55731862 -3.86045164 0.77984675 -1.29953212 0.7434809 3.14247758 1.91956977 -0.14525013 -1.8370285 1.22444912 1.39610904 0.142396 3.19705816 -0.59472556 2.17289347 -0.09253832] Distance 8.143183595763984 Each least square approximations [-7.92429742 -0.26279858 -2.03286354 1.24043919 -2.38399711 -0.99164515 2.39871001 3.36031971 0.08017042 -3.09448888 -1.48769016 0.5095253 0.37557099 -2.33853723 0.35097259 -1.0301975 -1.05034656 0.39674175 0.29488446 -0.24935313] Distance 9.59915767312224 Each least square approximations [-6.92277847e+00 -2.60127906e+00 9.97015715e-01 -2.69044036e+00 -5.49753185e-01 -3.62875067e+00 -1.21500589e+00 1.65300588e+00 -5.61295014e-01 2.90922360e-01 -2.84036427e+00 -1.80816748e+00 4.87030261e-01 -8.31576999e-01 9.62865100e-01 1.57665265e+00 1.61666724e-01 1.01403454e-01 -1.93926856e-03 3.18014957e-01] Distance 10.384187965900553 Each least square approximations [-9.17251039 0.56282888 -0.79555672 -0.84751108 -0.28166056 4.64909066 1.23225713 1.98829556 2.09128937 0.98583322 1.42549403 1.4758327 1.59986867 -1.44045381 0.20388295 -2.61143799 -0.41014192 2.39014524 0.59588948 1.46112429] Distance 7.890499176908818 Each least square approximations [ 9.5238031 6.20317824 0.34429329 -0.11049335 2.31584765 1.50555234 1.3324534 1.84803664 -1.69859892 0.44730906 0.53113148 2.43854371 0.53157085 0.71356411 -2.57817348 -1.37236221 0.63621027 0.57856481 0.41412094 0.05216306] Distance 6.554915587214893 Each least square approximations [ 5.72690024 1.18943205 -1.15512021 -4.98070798 2.04343804 1.07648242 -3.30714075 -1.30437114 1.03741155 -1.46877428 0.61793456 -0.16277138 1.16088911 -2.07883092 -0.81859642 3.57792462 0.6931371 -1.82616471 1.5401975 0.61394883] Distance 9.847643693274735 Each least square approximations [ 6.70454389 2.13625302 -2.72787083 -6.04724737 1.90499885 -0.67909448 -2.0985202 -3.47821436 0.88893232 -0.42791015 -0.82031736 2.18351111 -0.15267109 0.50760408 0.1544326 0.3461456 -0.24504561 -0.05260238 -0.59981878 -0.38465086] Distance 9.117241871762705 Each least square approximations [-6.34522933 0.61140962 1.51789473 3.23760527 -1.57863218 -0.53195608 1.57081901 1.30701258 2.75192914 2.38539885 0.41130837 -1.96831529 0.20822367 -1.18759539 -0.64544122 1.58805758 1.13390393 -1.82525212 2.12594576 1.13408547] Distance 10.59034817881954 Each least square approximations [-8.68413059 1.70878459 -3.29658344 0.8356119 5.4946644 2.14644683 -0.55780235 2.32073768 0.08327759 0.76646805 3.97660901 0.12343362 -0.62927943 -1.42443748 0.73879515 1.63845562 -1.82503869 1.17602072 -0.03144502 0.88861215] Distance 7.054946073414103 Each least square approximations [ 6.49950432 0.79564842 0.83935344 -0.33376658 -1.44130095 2.42019681 -1.64314148 -1.80028819 -4.0854414 3.24206916 -0.98691964 -0.70716999 -0.45869807 -0.8140109 -0.45113509 -1.7119673 0.71571823 -2.09751536 1.17870922 -1.13359393] Distance 10.48392651889846 Each least square approximations [ 7.0143705 -1.2402918 -2.06723625 -1.37971871 2.43125735 -2.46291643 -1.10898703 -1.29182015 -0.19157962 4.94560414 -0.2267361 0.61700637 -1.6406327 1.34156205 0.95347228 -1.67314915 2.68882249 -1.06733335 -0.86799528 1.334602 ] Distance 9.587838182659564 Each least square approximations [-9.06145499 2.54291243 -3.60796076 3.53792012 -3.47245318 0.98734303 0.51762719 2.00103726 -1.01070332 0.88173945 -3.48371082 -0.01823413 0.67191846 -1.32279667 -0.2235022 0.76962532 -1.64478066 0.90706522 0.21689353 -2.73409628] Distance 6.964584173690994 Each least square approximations [-5.94595021 1.39286628 1.89472515 -5.1704977 -0.88273868 -1.37161839 -1.70705051 1.81242164 0.46207428 -0.44287831 -0.60366186 -0.71695467 2.1976789 -1.36100819 0.10870452 1.34732624 -0.38467442 1.32866906 0.78831923 -0.02247701] Distance 10.905958103685903 Each least square approximations [-9.85586525 6.44734252 1.59700136 -3.63725485 -0.14425114 0.98884037 0.95534377 -0.57655342 0.59558811 -0.76410653 -1.147179 0.92804223 0.62676983 0.60212342 0.34306857 -0.55022865 0.10634503 -0.6654256 -0.97582339 -0.59505014] Distance 6.7058370970244185 Each least square approximations [ 9.04148592 2.73202746 -2.86386488 -1.35526074 1.03891189 5.26189778 1.17250491 1.54645869 -1.2552471 2.81627535 1.1403836 0.59158027 -0.28795994 0.92700349 1.7836622 0.0990581 -1.64537534 1.04743946 -0.44464393 1.43804718] Distance 7.389535172368759 Each least square approximations [ 5.09307696 2.49121945 0.23085467 -4.09062773 1.86261958 1.03969787 -0.79532209 -3.21795173 0.79041383 -1.81171351 1.39966718 -0.16968012 1.12997788 -0.44772337 -1.54463654 1.85524563 0.65387592 -0.30807421 0.21384305 1.63897012] Distance 11.261693269787521 Each least square approximations [ 5.90961652 -0.25282736 -4.27501708 -6.25590293 3.04991393 -0.19050477 -2.07218067 -0.7942244 2.15180404 1.382802 0.95485847 -0.19897157 -1.75872298 1.55205482 -0.36703661 0.07861083 -4.36635203 -3.5663724 -0.58688366 -1.25785733] Distance 7.364818333525195 Each least square approximations [-5.61193582 -2.26865148 1.65939502 3.94248608 0.32639603 -2.9855168 0.51057491 2.1421173 0.68851915 2.36869197 -0.02279602 -0.9996898 -1.91853205 0.72929564 -3.8203341 -0.39930121 1.92347593 -1.07677409 -1.62994788 -0.36085305] Distance 10.258947171182221 Each least square approximations [-7.21225736e+00 4.28428492e+00 -3.87613602e+00 2.70517318e-01 -1.13059343e+00 -2.96729335e+00 1.64105640e+00 -3.16560825e+00 -4.19466314e+00 1.43367733e+00 -1.07965715e+00 1.68683466e-01 3.38309242e-01 2.54710294e+00 -3.58759187e-03 1.84250362e+00 -8.21891615e-01 2.28454593e+00 8.41266906e-01 -1.29378993e-01] Distance 8.196358849938678 Each least square approximations [ 8.70997194 0.66338027 -1.33922081 -0.92844341 -1.76353359 3.59493751 -0.4488226 0.76370998 -0.19780631 -3.15669355 -0.34301873 -0.17163813 0.485423 1.15801012 0.28163454 0.10344063 1.427029 1.73438409 -0.79864143 0.54186011] Distance 9.966779444340075 Each least square approximations [ 9.04248849 1.03739872 1.16486488 -3.06592236 4.22728683 3.63877506 -1.43904105 -2.04572989 1.03509531 1.72402237 1.34590973 -1.16994376 0.77056145 -0.34233841 1.65949994 0.31964601 -1.148359 -1.00028835 0.37869769 -1.70384745] Distance 8.110788222309171 Each least square approximations [-7.48948233 -2.7620067 -4.21955761 -3.379946 1.31011734 0.8718871 1.85587574 1.71754661 0.49977142 -0.06469502 0.02050104 3.37184475 -1.11983281 -1.54292778 2.08847428 -0.8514505 0.10337992 -0.36476414 -0.14749276 1.43930747] Distance 9.407711689899307 Each least square approximations [-11.27226055 0.60403769 -0.68455959 2.15728286 0.34947932 -2.5187482 1.7060294 -0.04733491 1.76465368 1.57369288 0.39230871 -2.38857394 0.32956413 1.85477269 0.74945812 1.35890699 -1.54721678 2.01955408 0.80018307 0.29458572] Distance 6.809638795904592 Each least square approximations [-8.0124338 -4.68896678 2.0466549 -0.40716189 -1.00006335 3.24886931 -1.60880457 -0.38425224 0.19237288 1.20744102 2.64288144 0.94222766 2.03102262 1.51283741 1.20127386 0.17575803 -0.73321357 -1.37892699 0.75577688 -0.99808633] Distance 9.317449584606477 Each least square approximations [ 8.21150361 0.52714776 5.11918577 -1.48908692 1.42602617 0.03805224 -3.45818569 -0.27491533 -0.50614074 1.20626076 0.20439499 -0.26057659 1.35838384 2.44002527 0.19275486 0.11229807 1.33449003 -3.11377351 3.17215567 -2.74844507] Distance 7.996588676693798 Each least square approximations [11.28633588 1.20264187 -1.44947628 -1.02489886 0.96491042 0.92489238 -3.32398069 -0.25574498 1.01678256 -1.75116625 -1.35331294 -1.49948055 -0.05848246 -1.38668463 1.78410743 -1.82946433 -0.37823832 -0.30758178 0.83051691 -0.68983374] Distance 7.0702182081448655 Each least square approximations [ 9.83059134 -0.20722655 0.96908336 -3.15189268 -2.44349174 1.56299157 -1.86841342 -1.71537681 0.5960921 -0.17497526 -0.81961061 1.03317606 2.89460131 0.22974047 -0.19121721 1.27448001 2.47201995 1.26642799 -1.5396248 1.86936536] Distance 8.044032019848375 Each least square approximations [-11.77108031 1.48401543 0.55692995 0.16999983 -3.67481697 -0.53884153 3.25528196 1.70814341 -0.06175739 -0.26271238 0.45073421 0.92539571 1.11671374 -1.30921597 1.53856739 3.82805644 -1.03367193 -1.78533889 0.74543578 0.4138139 ] Distance 4.289677373953274 Each least square approximations [-6.92954133 3.81442711 -3.26217063 -0.16861758 -1.72546911 -2.78276222 1.40625236 -3.06006786 -4.51944511 2.03732778 -1.49966182 0.27148777 0.31977856 2.64862754 0.21712269 1.67768491 -1.11459926 2.42088559 0.99065797 -0.68381496] Distance 8.581443399078827 Each least square approximations [ 8.16112402 0.15745154 -1.69472616 -1.02017157 -1.74373516 3.37534827 -0.2142723 1.2361796 -0.06894422 -3.2401908 -0.36725577 -0.08601215 0.33978364 1.07025334 0.40612078 0.13067289 1.20726894 1.3398852 -1.07856264 0.74599922] Distance 10.52434277983162 Each least square approximations [ 8.57388803 1.8549692 1.3429349 -2.49738384 4.09569116 3.88732024 -1.39061156 -2.15450142 1.67977122 1.51114093 1.76916522 -1.25413341 1.28533972 -0.55171246 1.69931433 0.72807977 -1.25907393 -0.70538518 0.16796571 -1.03901701] Distance 8.51733910842079 Each least square approximations [-7.56284837 -2.15456807 -3.23981274 -4.13273481 1.26638201 0.69271359 2.46197639 1.77561726 0.10312513 -0.05100809 0.3174047 3.55074579 -1.28529927 -1.62481703 2.61874444 -0.77322487 0.62801042 -0.55138023 0.35219135 1.67284879] Distance 9.250381807180814 Each least square approximations [-10.8880863 0.55737583 -1.50078279 3.09594392 0.24826475 -2.03404411 1.57431024 0.81288153 1.67464321 1.64343952 0.57436461 -2.06656654 -0.06099149 1.44907436 0.42065317 1.93332059 -0.79239863 2.19373688 0.87831113 0.9141 ] Distance 7.291389620595272 Each least square approximations [-7.68148359 -4.68081993 1.38954847 0.01431948 -0.82732309 3.54993555 -1.61673886 0.05231822 -0.44885227 0.94761323 2.36612608 0.85970813 2.39941248 0.68770677 1.36122075 0.07865251 -0.80764048 -1.50297602 0.56444929 -0.92928854] Distance 9.798125577159356 Each least square approximations [ 7.24388189 0.51731019 5.29761069 -1.22939976 1.25773397 -0.0358099 -3.75181399 0.14297027 -1.10372257 1.46498121 -0.15153661 -0.22791481 0.75727764 2.90738326 0.06089698 -0.0746115 0.97995161 -3.48156091 2.91259264 -2.74924501] Distance 8.64737556247932 Each least square approximations [11.26928445 1.08878801 -2.22958213 0.04081579 0.91252139 0.61120253 -3.85286351 0.24960419 0.89931883 -1.7106468 -1.15510176 -1.10226571 0.03967284 -1.25695426 1.7708735 -1.32428341 0.05332391 -0.65469815 0.88260238 -0.64392897] Distance 7.122054573536482 Each least square approximations [ 9.85482223 0.54230772 1.0034267 -2.64393404 -2.92942244 1.79288346 -1.52096881 -2.22273773 0.97079772 -0.24012293 -1.08759046 0.92702717 3.10775287 -0.09677879 -0.82852752 1.39577267 2.97398602 1.03073037 -1.67125141 1.94145188] Distance 7.622327222252225 Each least square approximations [-11.84005559 1.81307098 -0.37303934 -0.85898227 -4.34982457 -0.20512926 3.63584392 0.91480453 -0.40499131 -0.16808979 0.4554497 1.04124115 1.09733091 -1.53430826 1.17255688 2.5074929 -0.88475854 -1.84763715 1.02639265 0.36637468] Distance 4.348924616868655 Each least square approximations [-8.83905989 5.21498287 -3.08650911 3.8317264 -0.84637166 -1.59416753 2.18383815 0.02752891 -0.5615184 -3.59702875 0.37412083 0.28737075 0.45909394 1.06414671 -0.65751769 1.45449531 -1.41575413 0.27036435 -0.83106634 0.89201502] Distance 7.560007203320005 Each least square approximations [ 9.087591 0.99193524 1.37469082 -2.23773351 -3.4247772 2.69443075 -3.32550377 -2.1720017 -0.45173038 0.88206662 -1.81112214 -0.83478469 -0.88448224 0.7690194 -0.2597857 -0.4671395 -0.10370916 2.77900547 0.81555693 0.45807129] Distance 8.67110995064854 Each least square approximations [10.10743554 -1.02504087 -0.77677957 -2.97064685 2.95952838 -2.33459434 -2.47345981 -2.45944904 0.4848641 0.4837748 0.63849004 1.91886242 1.26724655 -0.28069679 0.20044126 -0.3764093 1.31195367 -0.91728054 0.26431105 -0.2562171 ] Distance 8.216307831468082 Each least square approximations [-7.74562493 -5.345136 -4.27227917 -0.75571563 -0.01324209 0.36105693 2.03136607 -0.09364729 0.16954033 -2.09759301 -0.22768129 1.2819022 1.35830783 -1.66211436 0.60953095 0.03915224 -3.53417116 1.1262892 -2.92175689 -0.6371575 ] Distance 8.377707980794293 Each least square approximations [-9.17068041 1.12450533 2.31429869 -5.10601517 -2.48088888 -2.1198482 0.06192949 -0.57824018 1.09717751 -0.055711 -0.42919495 0.05855102 -1.89842595 2.06200713 -0.22392861 2.24520747 0.95809311 0.38295887 -1.07101099 -0.23317206] Distance 8.44149149773537 Each least square approximations [-10.32986044 -2.66183011 4.58167582 -0.25296474 -0.67043551 0.60574967 0.70165725 1.21556708 1.43523111 0.26670652 1.06144416 1.11249349 1.98859593 1.29987985 0.45206563 1.32592804 0.87840642 2.708767 0.11758488 -1.30898794] Distance 7.488301436086103 Each least square approximations [12.90084349 -1.09337595 0.18116079 -0.23282994 1.78786373 -1.30946331 -0.70486061 0.51951184 0.96862139 -2.55991623 0.59444069 -0.32658017 -2.23166097 -0.25803675 -3.0031541 0.31576534 0.87154534 -1.37625881 0.67627802 0.48463414] Distance 4.097729237321199 Each least square approximations [ 8.40221792 1.5534924 1.37844963 -3.67826791 3.65853293 0.7788697 -1.54335468 -3.10425508 1.36317278 -1.26174533 1.54975882 0.09177964 0.25679448 0.46477434 -0.06201623 0.31308718 1.23804297 0.47471191 0.73281565 1.09827461] Distance 9.562979116050927 Each least square approximations [ 9.15065088 -2.15141024 -0.86754008 -3.26291914 0.04181707 0.18291826 -2.96483489 0.16067808 0.48618057 1.16890104 2.04952751 3.04899264 -0.07767936 1.29544292 3.02950355 1.77183479 0.89780034 0.308869 -1.70416754 2.61839652] Distance 8.20183542249993 Each least square approximations [-8.46154181 -1.07236377 1.50091038 3.98470291 -1.27829564 -0.8322693 -0.23404935 1.63402541 0.77860853 3.98512729 -1.80133611 0.01403273 -2.30889223 0.57329874 0.05049419 2.22863679 -0.23101829 1.30874765 -0.83536026 1.52369789] Distance 9.19616327977526 Each least square approximations [-3.63826087 2.63675284 -6.5358559 1.50130089 -2.31943483 1.20832644 1.83184903 1.85128717 -2.45216256 1.40245135 -0.19039682 1.04333947 0.32281917 1.41658121 -1.11585991 2.30415397 -0.38054351 0.79501761 -1.97946562 -1.17048884] Distance 9.59187101361091 Each least square approximations [ 7.43276593 -0.10356206 1.19193758 -1.5873133 1.77252167 2.36761425 -2.15738889 -0.96862141 -0.41959018 -1.73611206 0.2390919 -1.86730097 -0.28318817 2.20449218 0.07673799 0.69012708 1.10376918 0.61558587 -1.63037287 0.91581797] Distance 10.189959977074333 Each least square approximations [ 6.68137487 -0.36494201 -4.92509514 -1.92583764 1.71700489 1.98016597 -0.74778527 0.81177377 2.48818558 -1.94642376 2.48510039 -0.95330633 0.02556524 0.24497398 0.79873955 -0.23158056 -2.73561123 0.40045937 -0.82462176 0.98659797] Distance 9.310327900768455 Each least square approximations [-7.66180927 -0.85729655 -2.87968578 -2.66836896 3.07565162 -2.37256807 -0.2982134 -0.23866593 -1.19009586 -0.03990395 3.49705025 1.69856771 0.4059602 -0.08545038 0.79780486 1.91649508 -1.15298268 2.00921372 -0.98754939 -0.72368585] Distance 8.75543956063582 Each least square approximations [-8.13325002 0.66077418 0.49804206 0.57773989 -2.10436217 1.15173622 -0.76111003 -1.68724477 1.13688704 2.29154173 1.28867055 0.74634943 -0.22084904 1.30734241 -2.1518055 -0.04631884 -0.09497704 -1.07703626 0.21638382 0.17753069] Distance 10.093286230751083 Each least square approximations [-8.10497594 -3.90122132 0.76709431 -0.89037271 -1.82567803 -0.08752137 -3.23900689 -1.93189078 0.74986867 -2.96837275 1.34802992 0.41228177 -0.46684092 -0.74468135 1.51258822 1.23615189 -0.35134348 0.65572429 -0.94408519 0.98914652] Distance 8.740414108349515 Each least square approximations [ 6.24664326 -3.60858742 3.62559605 -2.62179012 0.73215748 4.040622 -1.02043752 0.35429776 1.26634213 -0.29542862 0.73975914 1.17497981 -0.94693208 0.06622717 -0.29421408 -0.90810206 0.77876572 -2.82381854 1.15990247 0.20968847] Distance 9.440931189452982 Each least square approximations [ 8.34776343 -0.10695216 2.81304632 -1.48608457 -0.2692822 -0.24147525 0.91584431 2.82032853 -1.25912737 -2.93921687 1.82067021 0.69881888 -2.61662461 0.96750591 0.12529755 -0.3424532 1.34785327 -0.39458174 1.79203271 -0.09493302] Distance 8.873802575214025 Each least square approximations [ 9.17189518 -0.65400995 -1.27668658 -0.27792166 -3.93881052 -3.20363233 -1.35324201 0.96187432 -1.310896 1.49616965 2.19398269 -3.87146023 0.12955548 -0.08069875 1.4621723 -1.86220554 1.7441748 1.25778667 0.85381388 1.08141782] Distance 6.62719374689125 Each least square approximations [-8.37051569 2.07095187 2.91978143 -0.61908917 -1.55295963 1.44532439 -3.90631046 -1.80191217 1.05555588 0.31282191 -2.53634109 2.47568808 -1.27567902 1.64824035 -0.30170531 -0.96356302 -0.12074631 0.15096203 0.45197239 -0.37638831] Distance 8.29651189230389 Each least square approximations [-5.62267031 0.62282488 -5.59107809 0.6623564 -1.86394308 1.83997864 -0.32446583 1.56353126 1.25758853 0.38443371 1.15200365 0.27081404 0.20858494 0.4820392 0.63584016 2.28729308 -1.81589141 1.0867107 -0.90593532 1.31516229] Distance 9.8332655904289 Each least square approximations [ 4.64784061e+00 2.24450926e+00 8.02107440e-01 -1.67191217e+00 4.28971878e-02 2.38081770e+00 -1.69961760e+00 -7.51706173e-01 -2.17825062e+00 -1.21117593e+00 -1.36409595e+00 -1.17095019e+00 -2.87944360e-01 3.62933432e-01 5.20733843e-01 -1.35705481e+00 1.80349105e+00 -3.55782566e-03 2.39807572e-01 -1.62043563e+00] Distance 11.356263730552248 Each least square approximations [ 5.50136425 0.79637952 -3.04228149 -1.80631603 1.35961041 -0.42732481 -0.3279821 -0.06968763 3.017075 -0.82649142 0.19975724 -0.61493966 -2.49582912 -0.73635916 1.01355696 -1.58727595 -0.44195699 1.00923381 0.05832338 1.71415357] Distance 10.753407248022391 Each least square approximations [-7.69686726 0.8834261 -1.90277986 -0.48298097 -1.19077812 -1.4321208 -1.68178591 0.12887407 -2.40358927 -0.62497554 0.65026102 -1.93042201 0.69019642 -0.29262394 -2.87368843 -1.05075381 -0.94029739 -0.39899177 -0.25159505 0.63510133] Distance 9.6919078957928 Each least square approximations [-4.8698329 0.5870257 0.01660911 -0.83380053 -3.01352509 0.779004 -2.74345349 -1.41670882 0.6531314 0.44885824 -0.77697352 0.80955958 -0.81937928 0.44783667 -1.25381167 0.42861201 0.09956641 -1.19569935 0.46859721 -0.52378915] Distance 11.638252475381812 Each least square approximations [-8.53713361 0.38204825 -3.62451059 0.7063228 -2.53833592 -2.0360786 -1.64780927 -2.76929696 3.33817419 -1.51331948 -2.52308715 0.31163968 -0.4100297 0.72880172 1.41962801 0.96778282 0.26584465 1.60930561 -0.58709409 1.80507993] Distance 6.958838353471048 Each least square approximations [ 6.06441946 -0.07648609 0.6113933 -1.0763704 1.49737101 3.35085295 0.11987837 -0.62860409 -1.1705761 -0.15611532 2.2143896 1.29355649 -1.57687247 0.18605924 1.67764141 -0.77139028 0.00945797 1.22443165 -0.7691499 1.23300436] Distance 10.778027321686395 Each least square approximations [ 5.91974916 -0.78226305 1.24378639 -1.54857822 0.88528138 -0.2394087 2.93976297 1.77680676 -0.43566569 -1.28777491 2.36860369 -0.43458623 1.97282581 -0.25726803 1.65872612 1.41791034 0.93003729 -2.14655976 2.09607818 0.25575697] Distance 10.36024413496411 Each least square approximations [ 5.81880079 1.67630122 -2.17079452 -3.57400318 -0.77160608 -2.62380137 -1.44439776 -0.57582853 -0.09574432 -0.26786222 2.77187588 -0.99850659 -0.64262972 -0.73443202 1.26837162 0.09582896 0.43755085 -1.28987202 1.20510148 -1.78255288] Distance 10.198336510743578 Each least square approximations [-5.12189097 0.61893501 2.32333142 -0.23187307 -0.74984662 0.47927788 -3.1798643 0.60723507 0.3022266 2.48476048 -2.4321656 -0.40391442 0.70989039 1.63812084 -0.85365338 -1.1987562 1.98747734 -0.83687808 -0.50166827 -1.28554095] Distance 10.875749088049185 Each least square approximations [-5.74256846 2.60719707 -3.25727794 2.27714051 -3.07083838 -3.54020111 2.54475694 2.17070471 1.34918853 0.85253334 0.19613021 -0.42006372 -0.61947472 1.26480058 2.0137384 0.6632402 -1.79814864 -0.79583027 0.36217032 1.24736046] Distance 9.696274226259282 Each least square approximations [ 7.12026996 2.07566961 -0.63411734 -1.63435724 -0.71078455 2.72823778 -2.03934794 -1.21453873 1.46879173 -1.17268789 0.12674211 -0.18274903 0.03482798 1.06734674 0.74215219 0.22186789 -1.37099834 1.29397294 1.42762252 -1.87126197] Distance 10.5571796249643 Each least square approximations [ 8.43114025 -0.51067896 1.27016203 -2.39994544 1.13536064 -0.94366075 -1.00500875 1.92896553 1.10476517 -1.60552458 0.46183197 3.42788966 -1.24055853 -1.10796807 2.70705809 -1.0794155 -1.19102072 0.58797421 1.13782433 1.46645144] Distance 8.925974155646523 Each least square approximations [-6.50306314 -2.75371291 -3.88312919 -2.00317562 0.42995094 -0.6466914 4.88671937 0.23145324 -1.28500862 -0.92906002 -0.76498072 -1.69839248 -2.21210565 -1.04855714 -1.06059052 -1.54801913 -0.63920686 -0.79618488 -0.54911632 -1.07730492] Distance 9.275180709881694 Each least square approximations [-7.79656151e+00 3.67891370e-04 1.42203934e+00 -1.09920598e+00 -2.25999604e+00 2.39310713e-01 -1.24388192e+00 -1.43832576e+00 -8.54568316e-01 5.32675076e-01 -9.03097393e-01 -7.25168175e-01 -1.11134327e+00 -2.86974096e-01 7.98627302e-01 -1.45423380e-01 1.64532345e+00 1.60221736e+00 -1.14607894e+00 2.12767296e-01] Distance 10.666307948203157 Each least square approximations [-6.25417572 -1.91325372 3.7608453 2.36852117 -2.61301001 2.02758809 -0.58212888 -0.35379619 1.81998476 0.74961435 -0.93933195 2.21627204 1.51233024 1.06299794 1.76980767 -2.19315568 -1.52248846 1.68882435 -1.49862266 -0.03920995] Distance 9.754759446504805 Each least square approximations [ 7.06417587 -0.71441115 5.0611882 -0.14396439 2.49630451 -1.01589633 -3.01704751 2.21927921 -1.1030386 0.96322914 0.03090718 -0.0931575 -0.39329592 -0.06722342 0.86121879 -0.26076902 0.61220802 1.3810793 -0.65913363 0.46275967] Distance 9.702482179903525 Each least square approximations [ 7.98504736 -1.11642654 -0.02619362 -1.20234147 5.97308087 -1.10497451 2.06377872 -0.51864002 1.92630344 0.19010237 0.86586141 0.62427828 -1.66264035 0.02778527 -0.73854604 0.15214574 -0.07638787 -1.42208881 -0.32934606 -0.27505891] Distance 8.900553576216474 Each least square approximations [ 6.66884696 -1.53524926 0.94406648 -3.9044234 -1.61578582 0.850019 -2.37553588 1.18540416 0.61252883 0.4431938 2.62777141 2.16365188 0.73095672 -2.2405926 -0.64971886 1.99291487 0.82615319 1.11389608 -0.57479097 -1.52040119] Distance 9.874858478540206 Each least square approximations [-6.69364672 -0.6827367 3.51596961 1.59811035 -2.42963155 -0.74290373 0.21675488 1.45804049 -0.76366525 2.16524779 -1.11675038 -1.56610227 1.92001409 0.50843767 1.17663686 -0.64878377 -1.03925264 1.06714014 -1.01930267 0.08616547] Distance 10.522872878283852 Each least square approximations [-10.85204039 -7.29638055 1.24519358 -1.11332377 -2.18981211 1.05324632 0.59449025 -0.23388402 -0.48887628 -1.20662244 0.19566226 -0.36635304 -0.17891898 -0.19718061 -0.39496694 0.40682575 0.91563951 0.16528219 -0.16490538 -1.16994562] Distance 3.817355557545596 Each least square approximations [ 0.61310278 1.71349452 0.96290895 -1.18318325 -2.70126403 0.87399688 -0.63927121 -1.66082299 -3.9538798 -2.57489655 -2.23575913 -0.391545 0.01363165 -0.36259233 0.71337922 0.40394929 0.92275313 1.68467104 0.74374341 0.04212077] Distance 12.2421472927433 Each least square approximations [ 2.81220403 2.74196252 1.20409809 -1.22948536 3.92980989 -4.34287859 0.46294724 -0.15829792 4.12614228 1.66726819 3.44048619 -0.03651681 -0.24880225 1.81658458 0.13982201 -0.31593488 1.69152426 -1.44622145 3.4489202 0.17469765] Distance 9.709064587736282 Each least square approximations [-4.34603824 2.51511653 -0.65628447 0.43555617 -3.23203364 -2.53175723 2.20427614 0.16215202 0.09668767 -1.2690295 0.80125067 -1.02003725 0.74388815 -1.59038536 -0.44821528 -0.51319197 -1.28856817 -0.48389898 0.89042118 1.3014269 ] Distance 11.848831171432508 Each least square approximations [-1.72588341 -2.09388564 0.81358882 0.85463023 -0.75081769 -3.61310731 -1.93493853 0.51633043 -2.10416533 -1.32509296 -3.09892177 0.44119187 2.132105 0.01642778 1.79735007 0.99917237 1.3200149 0.96657993 -0.81329875 0.19706989] Distance 12.02841937520899 Each least square approximations [-5.55198135 1.80001993 -3.95639176 1.66417833 -1.2124922 3.31664763 -1.17961964 3.3309865 2.35897012 -0.81305109 3.2867488 -0.09556999 1.55583693 -1.2117151 0.15743431 -2.59585421 0.91198025 1.03930038 -0.57052248 1.00674895] Distance 9.529709907972855 Each least square approximations [ 4.62613499 7.04938681 -1.38962183 -2.12119169 -0.29304123 0.3572792 0.26747284 1.36470828 -2.11641073 -1.89613663 1.70001313 1.97716182 -0.16065992 0.81594689 -1.55085827 1.04271443 1.68851582 1.30380173 0.74497254 0.17543984] Distance 9.763858366025099 Each least square approximations [ 2.81732014 -0.66614705 -2.42986475 -2.59466787 0.10036689 -0.32776702 -4.33286402 1.88729872 0.8124068 0.15019845 0.80315798 0.59603974 1.86696689 -2.74070447 -0.2304521 2.80280642 2.9506942 -0.94449647 0.10416198 1.96904726] Distance 11.029699632529644 Each least square approximations [ 3.22904957 3.59998407 -1.68592022 -2.13866492 0.25821979 -1.57538729 -0.10491759 -3.72124015 1.47721707 -1.45488149 -0.93798673 0.26841663 1.35499065 0.80358572 0.40043914 0.50940656 0.88090377 -1.86646252 -0.08845104 -1.02567704] Distance 11.769390229693164 Each least square approximations [-2.62000269 1.33972295 1.49872247 -0.92116665 -1.76303212 -0.80145687 1.12680154 -0.01524749 0.46830478 0.24820261 0.38862247 -2.4782384 0.44245721 -1.58272217 0.72392882 -0.06857549 3.55686978 -1.77172464 0.53467088 0.73958404] Distance 12.489976903425777 Each least square approximations [-9.08719317 2.593143 -4.52824464 0.22265646 2.50793899 -1.4254138 1.03720352 0.53947897 0.06853343 -2.87112559 2.94101064 0.47917568 -2.10632915 1.53829252 -0.54199123 1.12078832 -0.84922628 1.78255044 0.8296726 0.54147443] Distance 7.295804088642164 Each least square approximations [ 7.44681355 2.60566841 1.26387908 -2.51193969 -2.28002682 2.8675152 -1.91146576 -2.14607778 -2.91167709 1.36741137 -0.87723408 -1.22591094 -0.47088044 0.46465287 -1.19876573 1.08592834 1.28983664 0.54574452 0.90335224 0.98476801] Distance 9.585401090330777 Each least square approximations [ 8.90250996 -1.69407919 -1.13287123 -3.58386408 2.45443398 -1.24623763 -1.65815457 -1.15764987 1.32605048 1.63513832 -1.39441604 0.09611534 -0.66476588 0.38398577 -0.16655202 -1.02227823 3.49765316 0.14290217 1.28778012 -0.48629585] Distance 8.545041394098934 Each least square approximations [-7.80198198 -0.14826537 -4.67429646 1.84812115 -0.72306546 1.18034043 -1.16769201 1.87944366 0.27554759 -2.10527512 -0.53554488 0.65434793 -0.14245063 -2.52544564 0.44330492 0.21568299 -3.23748037 0.33449819 -2.68287639 -1.06278975] Distance 8.909509505666868 Each least square approximations [-7.68225605 0.27297145 2.64810252 -4.7690419 -1.98156317 -2.5504885 -0.90409981 -0.48865252 2.09051658 -0.72058571 -3.57014623 -0.86768211 -0.87770451 2.12131984 -0.37525691 1.40150216 0.84576995 -0.82919974 -0.9695292 -0.21653172] Distance 8.639704524970638 Each least square approximations [-9.33536135 0.16057361 2.21772499 -2.53813799 0.61439006 2.15732489 -0.54588998 -1.09784403 2.68918003 0.33758436 0.1029593 -0.29520768 1.85608449 -0.58231532 0.9260438 -0.51061268 0.05543111 1.83762751 -0.20981583 -1.07909615] Distance 9.007179711063335 Each least square approximations [ 1.15598083e+01 3.57389414e+00 -5.25724939e-01 -7.68717399e-01 2.56824548e+00 2.40163116e+00 7.75915810e-01 -2.02212124e+00 2.07721351e+00 -1.20596552e+00 1.01559686e-03 9.80936632e-02 -1.54690702e+00 3.58984238e-01 8.58517975e-01 6.66929094e-01 -1.29520764e+00 6.18862694e-01 -1.53264199e+00 -7.57285642e-01] Distance 4.933976158961689 Each least square approximations [ 6.42957479 2.26604621 2.72012196 -4.02400951 2.94922343 1.58749912 -1.37343585 -2.17765423 2.01599733 -1.39293648 1.14630473 0.1469804 0.40394483 -0.55280003 0.09917844 0.40025437 0.80654706 0.38244157 0.93132428 0.28113022] Distance 10.271256650199675 Each least square approximations [ 7.18520211 -1.11794408 -1.60248455 -6.93386853 1.03701685 -1.08468251 -2.07703579 -0.86651267 0.68489314 0.26970749 0.44824 1.43082202 -1.36566537 2.27865814 1.4450939 0.28100359 -0.28039402 -2.3222778 -0.2620671 1.11510377] Distance 8.57291840283089 Each least square approximations [-6.64006054 -1.68092654 2.60312367 4.23521563 -0.77210927 1.0611373 -0.24594228 2.26203625 1.10062956 3.018466 -1.14192119 0.74578817 -1.61239416 0.35849796 -1.04461138 1.71169271 0.04768755 -0.51852848 -0.64892654 1.72125036] Distance 10.100382749516447 Each least square approximations [-6.11687109 2.48336051 -3.69243313 -0.82785742 -5.14358283 1.01241634 -0.42142955 -0.11466318 -4.25079104 2.17897252 -0.3963435 0.66507597 -1.42312028 -0.16330119 -2.32704768 1.10289136 -0.74812257 0.44677053 0.23554787 -0.70975638] Distance 9.190473141062919 Each least square approximations [ 5.26977795 -0.68373459 -0.45683805 -1.54479253 -1.09103508 0.41163066 -2.19434933 -1.99109155 0.9234443 -2.54511339 -1.52277051 -0.37240098 0.31665334 1.99744768 -0.38404815 0.21986008 1.89633029 1.05696581 -2.60386364 1.0956581 ] Distance 11.649806761195785 Each least square approximations [ 7.06711204 3.36918638 -1.57030344 -1.44858362 2.7048254 2.34608731 -1.2795995 2.64019742 2.1135758 0.04281129 3.30179438 -2.14380069 1.33158012 0.62614773 1.74920305 0.57846608 -1.52894299 -0.32342934 0.04874348 2.57302009] Distance 9.032099498282893 Each least square approximations [-6.99914198 -0.19182569 -1.83480533 -3.5876993 1.97597546 -2.41098446 0.39461948 0.39423862 -2.31361525 -1.07778578 1.95379667 0.5009667 -0.25185758 -0.6785624 1.67028009 3.52130212 0.41494265 -1.56883986 -2.72634048 1.46669776] Distance 9.468536852317119 Each least square approximations [-7.46466042 -1.4546465 0.66824932 2.44816415 0.29091712 0.10993147 1.82279871 -3.39020564 0.72835599 2.39455567 2.54079804 2.10243524 -1.41660961 -0.67007219 0.37435922 0.40300707 0.29601243 1.6873506 -0.25865696 -0.24729494] Distance 10.06512011073717 Each least square approximations [-7.03671557 -4.4115862 -1.69874753 -0.39034041 -1.36944606 1.56612616 -1.87002363 0.24215028 -1.20034841 -3.94292854 2.97443362 2.08144289 2.24852781 0.5628923 1.75369135 -0.70126753 -1.27295086 -0.40972602 -2.05756478 -0.39823582] Distance 8.84710351280788 Each least square approximations [ 6.77189918 -1.26816292 4.99258757 -0.27817424 -2.34647832 2.47067274 -0.65627377 0.49621673 -3.65232476 -1.3802779 -0.85407713 0.46107246 1.18029709 4.06004307 -1.15314874 -0.06170349 1.30536394 -0.79036207 1.07288824 -1.89880448] Distance 8.730313007197354 Each least square approximations [ 7.48037321 0.18279427 -0.53380339 -0.16765497 -0.9784052 0.36640778 -3.02935739 3.96297442 0.1944787 -1.26556299 2.43006504 0.3901038 -3.10256132 -0.04443932 2.72391314 -0.1572482 1.00739112 -0.77808192 -0.34170846 -1.22897745] Distance 9.65222322256891 Each least square approximations [ 9.62829002 3.73142949 0.24956869 -0.56098593 -4.28687508 -1.06454445 -2.0559778 2.31465362 0.4849095 -2.96103779 -1.90964417 -2.20217706 1.64017821 -0.26874868 -1.97900398 1.79445243 1.35262119 -0.27626272 -0.14916209 -0.07890041] Distance 6.166512011803633 Each least square approximations [-7.50952358 3.78350856 2.68387442 -2.20031441 -4.6984122 0.68732744 1.56515417 -2.32406402 0.43096391 -0.21087215 -1.64423354 0.84612855 -1.25338264 -1.28625885 2.65794992 1.18676551 0.71856118 -0.22393056 -1.56026512 1.82963185] Distance 8.283149963977372 Each least square approximations [-9.09839376 3.5399161 -2.93678907 1.67693441 0.3259082 2.93427771 0.78029915 -0.27495881 -1.36296592 -1.25719008 1.45932656 -2.09886079 2.3333471 0.27297253 0.23985838 0.45481385 -1.13065428 -0.37685792 -0.29268832 1.67419936] Distance 8.538580978094398 Each least square approximations [ 6.84593632 -0.65078192 1.25836411 -0.49474906 -3.48779638 1.56453229 -2.61127947 -1.89493497 -1.47097243 0.55078168 -2.98472961 -0.07015993 -0.81388604 0.84125488 -0.13834337 -2.27050138 0.88808022 -0.07525211 1.15054309 -0.73597622] Distance 10.695635281842286 Each least square approximations [ 7.95062155 0.92348857 -1.84692366 -0.28861179 3.88455934 -1.80458352 -1.86335216 -0.51618619 -0.04614964 3.61441883 2.77833735 -1.0356399 -0.41961448 -1.25433649 3.35228879 -1.29079904 1.61794943 -1.14918969 -0.50160308 -0.41385141] Distance 8.86594937632818 Each least square approximations [-7.77361605 -1.90949682 -3.27359872 -3.19116067 -2.41231442 -0.08260308 -0.44520374 1.93202017 -0.81864099 -0.03132324 0.08972767 0.32730853 2.7848244 -3.01174949 2.50181816 2.66833771 -1.85951409 0.57265359 -1.0063344 0.46270637] Distance 8.853588184361156 Each least square approximations [-7.48275313 0.27802138 0.36138188 -4.49625683 0.97588215 -1.11030094 1.13156874 0.66104518 0.82710729 1.26832589 -0.16090491 -0.28325802 -0.4899938 -1.24181192 -1.93816787 0.0529356 0.99637079 1.3544997 0.43123846 1.02040379] Distance 10.807811286373598 Each least square approximations [-11.45402714 -1.26450303 1.11120761 0.1453128 4.72745404 -0.06632983 -0.13945202 2.28700168 1.1549125 -1.93459442 1.94571726 1.65610458 0.41441919 0.48970981 0.2108727 0.37081836 -1.29829702 0.96283854 1.71181146 -1.06142756] Distance 5.348028329536965 Each least square approximations [10.72508442 -0.66401667 -1.4065608 0.42797955 -1.68789431 3.035406 0.28183143 0.80401307 -0.75702679 -1.92733726 1.82397535 0.65775077 3.0178162 0.49773845 -0.49567582 0.97211102 1.98335921 -1.1606768 1.99288692 0.58756802] Distance 7.107252387321057 Each least square approximations [ 6.50594218 1.72952357 -1.96458728 -4.7801504 0.94376827 -0.17914241 -1.94925356 -3.28121978 -0.20087056 -2.04167625 1.53202097 0.58776617 0.63146236 -0.73593178 -0.75743801 0.3046675 0.28027378 -0.64722807 0.92765825 0.34705501] Distance 10.564974572676276 Each least square approximations [ 9.11128097 1.49902071 -4.44430897 -0.94275494 -1.13277089 -1.33875858 -3.85494266 0.94877875 -0.1043356 -0.898791 0.99071354 3.35762483 -0.46911553 0.09822564 0.64508421 0.94681468 -0.51950338 -2.7794318 -1.22319394 2.64375108] Distance 7.299713494952474 Each least square approximations [-7.2990399 1.33930983 -0.78721798 4.96257979 -1.44082106 -1.22302386 1.05590563 -1.23049916 -0.20433984 2.75632965 -0.82387501 -1.57400616 -2.32842258 2.19477083 0.50116406 1.61839777 0.70732965 -1.09723233 0.20762894 0.88967022] Distance 9.806196263546957 Each least square approximations [-8.58777667 6.32176884 -2.36616442 6.07222266 -0.87447598 -0.05453833 0.50691598 2.74036481 -1.86558517 -2.84210597 -0.82187586 -1.12527188 0.48803038 0.87803883 -0.73229189 1.05637906 -1.11909051 -1.3966063 1.65836867 0.88451463] Distance 6.094066546420673 Each least square approximations [ 9.79373105 -1.5040742 3.44978834 -2.34791542 -5.79126236 1.71828011 -4.2585338 -2.39759207 1.97563965 0.18386504 -1.91688617 0.10101559 -0.75979217 -0.05599122 0.6756047 -0.70644322 1.64417687 1.3945335 0.32703336 0.28639091] Distance 5.8984021169498515 Each least square approximations [ 9.73886924 -0.94276468 -2.06740169 -2.86726746 2.3995809 -4.14476819 -0.71689429 -2.67590118 0.08779338 1.59864506 1.75617623 1.72147926 0.64116754 -2.76101228 1.30802548 -0.99346591 0.79788418 -0.57079256 -0.1644684 0.46534598] Distance 8.08474845328621 Each least square approximations [-8.18098212 -6.05123287 -2.71264526 -0.94617875 -0.70715719 1.60657362 2.20995719 -0.57290036 -1.60680111 -2.44684584 0.41925912 1.52148324 1.19629073 -1.95329299 0.32179084 1.37772202 -3.23682217 0.8948411 -2.54678234 -1.17385816] Distance 8.198247693625015 Each least square approximations [-8.45212879 1.86533688 1.92514835 -5.21878468 -3.84894971 -0.1247876 1.34594185 -0.28341064 2.71755158 -0.11900324 1.01816897 0.79030793 -1.72647887 0.43517461 -0.20658739 0.9202395 1.63679362 2.86197861 -0.59817182 -0.56611343] Distance 8.803603722288873 Each least square approximations [-10.44680464 -2.12630677 5.06117338 0.22814889 -0.1863964 0.76174738 1.11878181 1.83309874 -0.31541605 -0.4615521 -0.14889198 0.67998123 3.15330027 1.00195595 1.11062124 2.20744199 0.85936926 2.31961903 -1.26705015 -1.09179987] Distance 7.309931819610142 Each least square approximations [12.82873351 -4.60424257 0.66418328 -0.55269362 -0.65327731 -3.25903134 2.06301931 2.59952581 0.40263957 -0.54549752 -0.22067962 0.30292481 -0.55086171 0.01306596 -1.42578335 0.55001906 0.15405205 0.62552159 1.16774123 0.14854316] Distance 3.33617611151457 Each least square approximations [ 7.60810234 1.6341663 1.64245429 -3.49462587 3.45168494 0.72335183 -1.57606026 -2.65412112 1.75892365 -1.56002202 2.58505013 -1.88729924 0.33179557 1.29219882 -0.79405273 1.25730572 2.00526303 -0.17395173 0.1821057 -0.91149441] Distance 10.131423676547428 Each least square approximations [10.19162897 -1.49045028 0.26054245 -1.36700146 2.15262006 0.23041686 -3.8158787 1.91607325 0.20519864 -0.28298798 2.26914274 3.0354328 0.71479764 2.07766779 2.69941882 1.14720859 -0.8287289 0.9994261 -1.26845155 2.18824625] Distance 7.603189531805553 Each least square approximations [-8.17042021 -1.43431085 0.96250889 3.53207648 -1.13209453 -1.45817678 -0.46016774 1.00299693 0.22852385 5.14682678 -1.00109458 -0.14203801 -1.49338196 -0.17839824 -0.37538978 1.9673683 -1.51636222 0.75902932 -1.35371745 2.10842059] Distance 9.742770909953208 Each least square approximations [-5.33609016 4.50713638 -5.26297085 4.54009908 1.15423897 -1.04399641 1.62556631 3.35287829 -3.59450543 0.10772573 0.23650116 -1.30519519 1.7321848 0.77503065 -0.35016976 -0.13390457 -1.68651712 1.16698859 3.3146387 -1.02032521] Distance 9.418934962172763 Each least square approximations [ 1.43691837e+01 -3.04542639e+00 2.50656163e+00 -1.27288519e+00 -1.05612028e+00 -8.87519370e-01 -3.86818486e-02 2.30299265e+00 -9.11645941e-01 -4.35878013e-01 4.46125554e-01 -1.18234633e+00 7.74076787e-01 3.66658045e-01 -3.91971322e-01 1.79857346e-01 4.01137878e-04 6.58841037e-01 -9.14639070e-02 4.01349239e-01] Distance 1.3375011375182533 Each least square approximations [10.21693364 -2.78585771 -4.33869098 -1.61841472 0.67364496 -1.13304502 -1.66824761 0.04777992 1.60910779 1.70045705 1.39840184 1.25696235 3.06060403 -1.02455088 1.79476974 -0.22425248 0.88421114 -0.11162129 -1.51233366 -0.05826771] Distance 8.537380073094106 Each least square approximations [-8.6349945 -4.44596325 -4.2243135 -0.94361341 0.68192119 2.28129107 0.89592074 0.10245879 -1.25032906 -0.07037785 1.30832355 2.19400374 -0.80690278 -1.78010593 0.43253104 1.71211394 -3.25744046 1.015997 1.24582867 -1.58852778] Distance 9.300085042914706 Each least square approximations [-9.41292620e+00 5.98383582e+00 2.23976616e+00 -2.12551906e+00 -5.01515577e+00 -2.56043762e+00 7.11110644e-01 5.00853690e-01 4.55374481e+00 1.90116980e-01 1.27349803e+00 1.05481303e+00 1.15412665e+00 -1.15566984e+00 -6.02398988e-03 -2.44798924e-01 -6.20753277e-01 2.62844177e+00 -1.08177151e+00 2.95721822e-01] Distance 5.966168519750236 Each least square approximations [-9.64471057 -1.7188959 5.83635628 -0.95403469 -0.55378719 0.10287784 -1.39913393 0.11836223 -1.25487436 -0.6115443 -0.95614254 -0.46282232 2.18914055 0.31240045 1.08200723 1.60269511 1.22599363 0.43910612 -0.54049868 -0.53714401] Distance 9.464118171148874 Each least square approximations [10.37044928 -3.69669703 3.66328388 -2.83601143 -0.71571616 0.51120597 -0.89069571 0.92378321 2.38011907 2.75402849 -3.41305141 1.15509818 -1.10906005 -1.09334399 1.4604562 2.1710038 -1.21942641 -2.75543887 0.78145276 0.280878 ] Distance 6.813332394547134 Each least square approximations [ 9.49214009 3.88462244 2.23267077 -0.89909049 4.16424546 -0.2235188 -1.03757438 -0.96358874 0.04471124 -4.40996993 1.2313231 -1.44634863 -1.3978184 -0.25485621 -1.02746663 -2.21215605 1.91828361 -1.13699886 -0.93367736 -1.13053077] Distance 8.262017504717559 Each least square approximations [11.21818102 -5.372922 1.72564568 -2.0856991 0.73956836 1.39781662 -2.84585256 0.06354293 2.1474608 0.64392266 2.93353494 -0.47169688 1.8489885 1.66198369 0.85550251 -1.77863127 -1.01270089 -0.98219829 -1.1232861 2.04726889] Distance 5.724325757984998 Each least square approximations [-10.60353056 -4.60641578 -0.05578201 1.82516989 -3.58923219 -0.69056709 -1.99027132 0.5655339 0.07460239 2.18100453 0.32702235 0.62695995 -1.81384491 2.16212821 0.48436643 -0.02406603 -1.63172971 0.06276256 -2.63763352 1.72448297] Distance 7.4900618019793885 Each least square approximations [-5.60272796e+00 4.49012096e+00 -6.65218610e+00 4.58816141e+00 1.87583339e+00 -3.50055699e+00 3.05034649e+00 1.87320652e+00 -1.52798888e+00 5.95512857e-01 2.55074750e-01 6.25516873e-03 4.89242437e-01 3.76324522e-01 9.15209548e-01 9.59417473e-01 -5.78231196e-01 2.30253302e+00 -7.63511930e-01 -5.94925942e-01] Distance 8.265950276504705 Each least square approximations [11.97270929 0.46858039 -2.39840824 1.74266966 0.24145822 4.88656568 -3.42591474 0.05911287 0.17983918 1.5112232 0.4009595 0.46046904 1.36133447 1.19242373 0.02890749 -0.34538738 -0.22449903 0.89244562 1.72960477 0.49673536] Distance 5.199229670888922 Each least square approximations [10.52937852 -3.65867211 -4.14645547 -1.57475301 1.96526698 1.33945224 -2.85430413 -1.95018297 -0.83478202 0.38569703 0.08988904 1.11456394 0.16485247 -0.31907366 -0.17566036 -0.12098811 -0.34672764 -1.62699692 1.40035715 0.09997423] Distance 7.529344651382311 Each least square approximations [-9.54853659 -4.65540155 -5.71704502 1.00854004 1.57504109 2.27492686 1.07020192 0.51824055 0.30113967 -0.10799054 0.85253335 1.39863511 -0.75404292 -0.88919428 -0.20159915 0.55408366 -2.01857768 1.4450185 1.49925022 -1.12505552] Distance 7.446180818133181 Each least square approximations [-12.27999135 5.76812212 -0.34094215 -2.83321248 -2.04904113 -1.0584979 -1.3254937 0.35222603 -1.17715297 0.35160966 1.31385763 -0.87843081 1.75102461 -0.41005864 0.57142428 -0.79507713 0.36547013 -0.48081982 0.24681551 -0.83193253] Distance 4.062325888763139 Each least square approximations [-10.03080503 -1.15719818 6.72018907 -0.87790149 -3.13578086 1.53166511 -1.08862119 -0.6105106 -0.88203383 1.20748509 -1.46490138 0.16386978 -1.03053301 0.36942589 0.55192049 0.9798845 0.68027815 -0.47277062 0.07877401 -1.09336914] Distance 7.405967128326438 Each least square approximations [ 9.39967516 -2.48995098 3.94672321 -2.88660177 4.05848072 1.70011239 -2.89724166 1.56333555 0.32559404 2.66545687 0.53606885 -1.17723705 0.5897047 -0.26358557 0.02045237 0.47314031 1.36173019 -1.53969029 0.68816618 0.59229448] Distance 7.873741769305456 Each least square approximations [10.8801033 4.9875158 1.61595839 -3.58390715 3.59159641 -0.30952654 0.93366794 -1.58841385 -2.14862306 -1.51313937 -0.30210724 -1.11859299 -1.19414541 -0.66625948 -1.30506035 -1.9466489 0.41133862 0.08223043 0.45519072 0.08952147] Distance 5.8423362080045536 Each least square approximations [10.8390111 -5.10166032 0.73291211 -4.19502595 1.30463883 0.33518918 -0.33441302 0.04411996 0.67648182 2.30206834 1.28510571 0.50926133 -0.37124866 -0.03307521 0.41683748 0.51842197 -0.53791685 0.74291158 0.09492719 0.21212021] Distance 7.246632861838981 Each least square approximations [-12.25492418 -4.45561842 1.80333501 3.10888912 -0.30129184 -1.28142008 -2.84649166 0.10652643 -0.13652102 1.1889297 -0.19863741 -1.19268858 -0.29398811 0.78640198 -0.44528476 0.46165282 -0.76428745 -0.4625408 -1.69327799 -0.01229785] Distance 4.975709371804316 Each least square approximations [-5.50982586 1.09055465 -4.83287993 0.24261145 0.46557283 -0.13983885 -1.76506445 2.06494082 -2.64765848 -1.44628952 0.21240917 1.49520731 0.4793687 -1.27416033 -2.06448685 1.10378939 -1.68595394 2.46646206 -0.52203607 -0.23812145] Distance 9.979595441243006 Each least square approximations [ 6.25259426 0.73517218 1.02439182 -0.26269294 -1.15539858 1.91871451 -1.96252159 -1.30945041 -0.70205183 0.34718218 -0.65894517 0.0642564 0.3944771 0.18280142 -0.92143354 -0.15411104 0.20674348 -1.3182626 -0.6793898 3.52935192] Distance 11.045099008673816 Each least square approximations [ 6.58699792 -0.32511446 -3.1974298 -3.03320525 1.47931253 0.38124881 0.97983412 -1.70444925 2.06510558 0.46776747 1.13727858 -3.28197819 1.06097183 1.55905552 -0.36351025 -0.06654676 0.5164498 -0.75221916 0.32653202 1.28019821] Distance 9.909909537816821 Each least square approximations [-6.84504235 -1.39181126 -1.10155466 1.49992923 1.78374258 -0.05129912 -2.33893978 0.80628659 -2.68704825 0.31937448 2.8573973 1.24673136 0.37506194 -4.22720403 1.41945861 0.90447514 -1.64904839 -0.39762367 -0.49324867 -0.03385263] Distance 9.358230665793153 Each least square approximations [-7.08873877e+00 4.38230882e-01 4.45228660e-01 -8.64900847e-01 -1.45454678e-01 8.82419532e-01 -3.89283966e-01 -1.52486139e-01 4.22887268e-01 2.59229901e+00 6.61630154e-01 -1.28408688e-01 -4.44692694e-01 5.21171345e-03 -9.63175004e-01 -9.06656781e-01 1.26558143e+00 -5.50234517e-02 6.36415586e-02 4.14539451e-01] Distance 11.256030227047637 Each least square approximations [-7.94724299 -3.10330904 -0.08424861 -1.49140074 0.85945963 2.52190819 -4.33120469 -0.11616993 0.09063512 -2.9558126 -1.06195628 -0.54693747 0.61818773 -2.00407754 0.94628619 1.13078534 -1.33828601 -1.98340792 -0.98365468 -0.71008182] Distance 8.081413493961325 Each least square approximations [ 7.25826357 -0.50754998 -0.32243223 -3.84033927 0.86165436 2.3311028 1.2645565 0.39635239 -0.57797376 0.40368877 -0.15967407 -0.4227831 2.05653338 0.62461484 -0.97037996 -0.30218136 -0.63944655 0.7324288 1.08405841 -0.31906598] Distance 10.287941076738779 Each least square approximations [ 5.71046473 1.9620492 2.50028502 -3.01416458 0.21331309 0.92142976 -1.6701289 2.15239948 -0.19225031 -0.31397726 0.78154853 -0.53185622 -2.29592538 0.68226411 -1.46385162 0.20044362 0.50059805 -0.01958964 0.78538883 0.24469835] Distance 10.961456423720051 Each least square approximations [ 8.02666007 0.62583761 0.06047434 -1.63272112 -1.34215579 -6.54571596 -0.92105719 0.2662186 1.33662022 0.03129235 -0.74631342 -0.26747523 -2.05437842 1.82271595 -0.21913553 0.45454073 -0.05052452 -0.98460943 0.35036984 1.83514877] Distance 7.900077783542803 Each least square approximations [-6.92388265 -0.09499014 2.73532446 -0.43860876 0.35918276 1.41110261 -0.77174402 -2.68882922 1.15317721 1.92089996 -0.74945295 -0.03025869 -1.93066769 0.6866399 1.03830443 0.33105826 -1.94714375 -1.02911637 0.58794675 1.9075443 ] Distance 10.235706028007796 Each least square approximations [-5.88089601 2.97325748 -5.30921667 3.76536727 0.73698394 -5.05846093 4.21389271 2.42973321 -1.07168912 -0.69529462 0.92181058 1.76013326 -0.89909778 -1.00641424 0.18511505 0.11099325 -0.32712618 1.06451921 -0.25885219 0.57350394] Distance 7.854951030386791 Each least square approximations [ 9.13061132 3.48444593 0.36274255 -1.29101393 0.03932181 4.89286391 -2.85356554 -0.94766518 1.62970904 0.37473497 1.1900284 0.1507089 0.64761387 0.34493126 0.27540011 0.44659114 -0.94046448 -0.14502335 0.87021776 -0.04983438] Distance 8.328392162915733 Each least square approximations [ 8.54797794 -5.33872029 -1.63331657 -4.67507693 2.44569493 1.53736103 -1.00243481 -1.59731307 0.01684298 -0.85912349 0.83303477 1.5751692 -0.8121126 -0.81606187 0.98502991 0.55534117 -0.45546303 0.18527275 0.68579128 -1.10028921] Distance 7.741519179875319 Each least square approximations [-7.31588539 -4.19856621 -5.97600993 0.33864064 2.84803996 0.10529891 0.71246405 0.52838906 0.8547362 -0.53531786 -0.43598828 0.58694702 -0.29075996 -3.28337669 1.30720462 -3.10681765 -1.82267075 1.11528235 0.19675117 -1.68672809] Distance 7.697544840504395 Each least square approximations [-11.15198953 0.27426676 3.5603072 -1.24700213 -0.8663814 1.40704193 -1.77463366 0.43751149 1.0859566 0.13856895 -2.22739865 -0.72178585 1.74403385 1.24321883 0.91295155 -0.66467088 1.12313345 -0.58670689 -1.00834477 -0.91945661] Distance 6.753626943380425 Each least square approximations [-7.80738344 -3.08952646 6.65109772 -0.14296606 -2.13468306 4.59254987 -0.17666922 -3.1525405 2.88229559 0.57057715 -0.12603628 -0.50609094 0.55878181 -0.76292643 -1.96670066 0.47666679 0.56724019 -1.08432085 -0.56454961 0.52472885] Distance 6.324900126837471 Each least square approximations [ 8.62970136 -1.08422886 4.45140555 -2.41175285 3.76255836 0.29391449 -1.9642944 0.94991835 1.58710063 1.99973706 2.11343287 -0.37204222 0.82004666 -2.28548322 2.31228775 -2.12113608 0.46499846 1.32393559 -0.50862174 0.32859915] Distance 7.542105906410294 Each least square approximations [ 8.48061917e+00 2.23939661e+00 3.35629054e+00 -5.23916311e+00 4.00245658e+00 2.19665362e+00 2.75361266e-01 -2.18999817e-01 -7.93376245e-01 2.44368937e-01 1.22828463e+00 -3.15635540e-01 -9.32408875e-01 -1.04570167e-03 -1.01199613e+00 -3.78333391e-01 3.12446226e-01 3.25330694e-02 8.76062050e-01 -5.52277584e-01] Distance 8.015188986286821 Each least square approximations [ 7.6099416 -3.98803786 0.13894861 -5.37466594 -0.12912287 -2.39386131 -0.80924969 0.51971742 -1.23063119 1.39122498 2.71452377 1.16533181 0.22272427 0.8754638 1.00351889 2.02666836 -0.1477911 2.13256926 -0.91804581 0.52128395] Distance 8.554592858562124 Each least square approximations [-8.6837089 -1.26142208 6.09349199 3.91861338 -1.02924739 -0.19041616 0.04685966 0.65397764 0.1362803 0.88299462 -1.57713522 -0.84864932 0.48553527 0.03355029 -1.42070401 0.08407781 -2.91702851 -0.57479902 0.4417489 -0.14427255] Distance 7.748122132244474 Each least square approximations [-7.61326068 -3.92647389 -2.52749135 6.52668498 -0.36124476 -4.78329478 2.53847056 -0.78691227 1.19613114 1.37234714 -1.76353251 0.31942094 1.27104128 0.23314574 1.07141088 -0.72613732 -1.30895394 -1.05531571 0.82924824 0.98833497] Distance 6.077946353226379 Each least square approximations [ 6.24427611 3.26964959 0.4396963 -1.26354252 -0.52850853 3.59549984 -2.19094521 -1.19857773 0.26971673 -1.08971475 -0.49433161 -0.16414807 0.36049453 -0.09137727 1.30113169 0.06734728 -1.69535097 0.70386576 2.37963984 -2.07310252] Distance 10.776353006156851 Each least square approximations [ 7.43858755 -2.35084989 0.80846174 0.1542691 3.08213445 -3.17852613 -1.1879896 -2.16751559 2.54810577 -1.92056914 1.3273288 1.90717498 -2.76533416 0.21034921 1.75411579 -0.67857567 -1.46838688 0.20849071 3.00601502 0.09535481] Distance 8.856624937254313 Each least square approximations [-4.60828733 -2.89970462 -5.66430303 -0.46549871 -1.87454424 -0.17140614 3.69208673 1.61640951 1.2608539 -2.30411213 2.04588976 -1.65276375 -0.9650461 -2.72262633 -3.17463555 -2.37868762 -1.3162029 -0.09672519 1.35777119 -0.46092792] Distance 8.961865204169145 Each least square approximations [-6.3744803 1.41931596 1.23302968 -0.11434432 -2.63372138 1.18442799 -3.27049429 -2.03427316 -1.0390013 -0.61786845 -1.89280662 0.64428202 1.80585849 -0.02161586 2.78755125 1.06782479 1.30779382 1.69167233 -0.66981147 0.90281164] Distance 10.626362816850461 Each least square approximations [-5.86707434 -0.93917806 3.25119889 3.18682414 -3.4272141 3.36435134 -2.57897828 1.22771345 4.79481212 1.26611053 -0.30891678 -1.34672713 0.219522 1.30089575 0.17441184 -1.29387507 0.2816612 1.15433175 -0.12742528 0.96552349] Distance 9.175014610322243 Each least square approximations [ 5.78372554 0.62463128 2.79393293 -4.966229 2.58868847 -1.84588563 -1.58463051 1.36381996 -0.5465904 -0.15362295 1.60664886 0.23028186 -0.51534287 -2.43519834 -0.20378931 1.40030184 2.81220863 2.91378077 -1.01493198 -0.01698789] Distance 9.714306732859146 Each least square approximations [ 6.41576338 1.14418918 -1.06370357 -4.21552045 4.9059429 1.63007748 1.17735955 1.93737817 0.70032525 0.09476557 0.22398737 -1.79647716 0.97684964 -1.04168657 -0.90773539 1.12108458 -0.28006483 1.42323402 -0.73619773 1.56126859] Distance 9.87539571918356 Each least square approximations [ 5.06638603 -2.67561328 0.93406596 -3.57573874 -0.84370155 -0.47561584 -1.97137775 -1.28015088 -1.11153065 0.52827668 2.46634881 1.57833506 -0.46432042 -0.42978158 -0.86938794 1.73397891 1.47707487 0.96367065 -1.34218247 -1.28599689] Distance 11.400729295601153 Each least square approximations [-5.82499102 -0.84056246 4.23872666 1.6987969 -0.87301131 -0.60718026 -0.64562161 1.08726328 0.24741996 2.15144371 0.53391412 -3.07165539 2.82849214 0.39326789 -0.95361545 1.20615692 0.32105263 -0.21344095 -0.09093781 1.60876459] Distance 10.855807079012717 Each least square approximations [-4.73571854 4.57826524 -4.62820195 5.16452644 1.3980341 -2.17306263 1.07984156 3.76665586 -3.20503947 1.36463109 0.61156313 -1.61347306 1.89621676 0.4449573 0.30108677 0.76535293 -1.22785925 1.88479246 2.82940068 -0.46069978] Distance 9.066342116921874 Each least square approximations [14.2480893 -4.14358156 -0.69262206 0.38690829 -1.73601704 0.81441763 0.27735616 -0.16677322 0.35356506 -0.38848342 0.23508254 0.60989084 0.0640144 -0.65239327 -0.15858166 0.40969631 -0.63230994 -0.49342445 -0.42240017 0.01630463] Distance 1.3536861426070417 Each least square approximations [10.52176989 -2.43811807 -3.80261119 -1.02976166 -0.34841456 -0.66984668 -2.03666195 -0.77536829 0.14519237 2.09765406 1.76377044 1.95087722 2.63275862 -0.8636714 1.29537697 -0.28716901 -0.10208637 -0.01300538 0.0188661 0.68723711] Distance 8.35572419579713 Each least square approximations [-8.68018303 -5.74952581 -3.5163985 -1.28712627 0.69648133 2.97314401 1.25052621 0.06516667 -0.41108897 0.80240439 1.19566242 1.35799229 -1.19773825 -1.67018335 0.39754383 2.43587444 -2.98309914 1.65098033 1.90120648 -1.86817181] Distance 7.881638674143027 Each least square approximations [-10.15250456 6.40382952 2.03936627 -2.20684293 -4.28684755 -2.1548508 2.09923314 -0.63304517 1.92227245 -0.08928871 2.12904348 1.40588428 1.19652776 -1.27877249 -0.61503728 0.10442085 0.01536622 1.42269932 -0.10611933 0.64071117] Distance 5.6137923767755655 Each least square approximations [-9.35042814 -2.02711452 6.67192567 0.26843295 -0.97459218 0.42101357 -1.63944137 0.68688826 -3.07528454 -1.19915612 -1.41632816 -0.79233028 2.34824943 0.62385803 0.73161277 1.80863148 0.35327501 -0.21694378 0.15410203 -0.58483951] Distance 8.023662017696102 Each least square approximations [10.03637279 -3.71943607 3.07503902 -2.89980348 0.11025576 -0.6881753 -1.38346123 1.31269974 2.13823262 3.55245724 -3.62719063 1.06498128 0.72642877 -0.233085 1.61364353 2.63439503 -0.07106282 -2.62242233 0.11394032 0.12266224] Distance 6.595411267411589 Each least square approximations [ 9.73913551 3.89569268 1.33786364 -0.91299753 3.77601444 -0.80336734 -0.54366467 -1.70100749 -0.79378108 -3.24432011 1.64952075 -2.25902373 -1.69053779 0.55777125 -1.98947305 -2.56105199 0.23541777 -0.33947955 -0.75451207 -1.38042684] Distance 7.906589251385609 Each least square approximations [11.09064271 -5.52651459 1.9219036 -1.37688824 0.98500567 1.59505944 -3.04850656 0.01112196 3.15725013 -0.03006995 2.32504813 0.02180497 -0.01478465 1.78065161 -0.37474193 -0.67159251 -0.70782721 0.46812178 -1.35561538 1.81559414] Distance 5.624455907641597 Each least square approximations [-10.98716159 -4.29549988 -0.63327044 1.72605436 -2.66229271 -1.51113182 -2.13284968 -0.74767446 -0.52779095 2.01959825 0.80271183 0.24934741 -0.67070297 2.14208448 0.41582664 0.71684703 -2.25668092 0.74545656 -3.41690891 0.93560234] Distance 6.523201448754158 Each least square approximations [-5.40612804 -0.51818262 -5.8897159 3.38757956 -0.22611508 -5.75679513 3.6132543 0.16418134 -2.42983015 0.19775642 1.58364492 2.70623751 -2.10301453 -0.44463661 -0.53732747 0.22113916 -1.87413422 0.54166657 0.55830796 2.41034773] Distance 7.803164142154967 Each least square approximations [ 7.60560587 4.56430126 0.79112686 -2.00471224 1.10577382 4.29039929 -2.21563369 -0.99513261 1.42484509 -1.02633856 1.6812752 -0.55900121 0.83015979 1.07959377 0.16193302 0.5191532 -0.26895696 0.72299705 -0.00993392 -0.52965517] Distance 9.766358422446386 Each least square approximations [ 8.89757306 -5.61318829 -0.13528341 -2.92216273 2.61630862 0.95594102 -0.14922866 1.20663882 0.69109003 -1.56983385 -2.4547809 -0.69682173 -0.12292842 0.11665317 0.36028339 1.9776773 -1.68812484 0.59926578 2.7681963 0.41843433] Distance 7.774558197319219 Each least square approximations [-4.8376766 -2.7582405 -7.84481003 1.01105168 2.13167783 -0.2589001 1.67971459 1.20553052 -0.28780921 -1.97964178 1.6645682 -0.53163576 -2.31666814 -1.44136113 -0.07049439 -1.57240576 -1.89039745 0.25796177 -0.44411473 1.12201984] Distance 9.431302861242242 Each least square approximations [-9.2007788 0.89720846 4.61727082 1.04004718 -0.83064025 1.09325961 -3.29386595 -2.32511611 -0.07687408 -0.34510697 -4.22921023 0.21813715 1.02850188 0.75438225 2.52836778 -0.51258715 2.37032329 2.58977964 -0.38781073 2.48534564] Distance 6.518288838368264 Each least square approximations [-5.87880683 -2.44016057 4.40549854 -0.31940247 -4.89397785 3.18542476 -2.8939465 -3.46510156 2.46003213 0.79511512 1.76388431 -0.27252416 -0.96901544 0.73845687 0.08037118 -0.4388716 -0.72741621 1.2265476 -1.76390502 0.10779199] Distance 9.07020401828292 Each least square approximations [ 7.33297243 0.93386854 5.93420534 -4.94561447 1.53411619 0.44010708 -2.72381098 0.1222397 -0.88509892 -0.16255454 1.7683811 -1.10161938 -1.01142754 -1.65736131 2.24899895 -1.18430419 1.16060209 2.98170094 -1.05581802 -1.48263296] Distance 7.762202470718616 Each least square approximations [ 7.16233934 2.30067333 3.32516719 -4.51784192 3.61770768 2.70266288 0.84914943 3.34818054 0.96290464 -0.57796937 0.58512703 0.31719179 0.43592817 -1.06097153 0.99437177 -0.85257602 -0.88889855 1.14387596 0.06081097 0.37132543] Distance 9.280295472313338 Each least square approximations [ 6.36590606 -3.0561912 1.76091929 -6.43841373 -1.8131064 -1.87521214 -0.09189931 1.40816464 -2.13352939 0.51733281 0.87268617 0.73221105 0.66830082 0.48291049 -1.59843724 0.81777279 0.20483888 1.39011086 -1.38419098 0.3230788 ] Distance 9.810871437278688 Each least square approximations [-6.77013011 -1.2589117 6.85843742 2.0035146 -2.10457142 2.00851708 -0.43891375 2.76717549 -0.51914194 0.38592721 -0.5930808 -1.68023208 1.74731589 1.58970661 -1.08988457 1.13801064 -0.81004068 0.25722956 -0.95530723 1.59756334] Distance 9.102432859317547 Each least square approximations [-4.85881297 3.0551121 -4.04420692 3.19145276 -0.63270339 -2.81570948 -0.6580623 0.57825931 -1.52211851 2.72205452 -0.44655094 0.91850974 0.66892697 2.14942109 2.84769129 -0.35988513 -2.74999015 2.29165797 -1.3660155 -2.60898077] Distance 9.913891022706832 Each least square approximations [ 9.28941260e+00 -1.04489083e+00 -3.49767175e+00 -1.74758974e+00 1.63531963e-01 2.88373168e+00 -1.40734652e+00 1.10470926e+00 -7.37311631e-01 3.03632825e-01 -7.61153384e-03 -2.93546483e-01 -2.76942691e-02 -6.40205402e-01 5.31814415e-01 -7.15190799e-01 1.58642220e-01 3.01286978e-01 -7.55702284e-02 5.89719170e-01] Distance 9.7884555139929 Each least square approximations [ 9.47563749 1.58438995 -1.57313274 -1.05732003 0.41908588 2.75103749 -3.39690829 -1.42094623 -0.0172476 -0.0770838 1.049173 0.66123532 1.52054145 0.05415321 -0.6258335 -0.20135142 0.04883587 -2.74349768 -0.12723527 2.64932092] Distance 8.739476017054692 Each least square approximations [-8.44295844 -3.09884698 -2.16767703 -1.01134451 1.28142917 -0.7487697 2.09496269 0.23468885 3.03515125 1.9629828 -0.01965195 0.95808825 -1.25055796 -1.23397956 0.51200347 1.00983334 -0.66169084 -0.02375218 -0.51478907 -1.14631921] Distance 9.939933018307123 Each least square approximations [-9.09274126 4.48738668 -2.21454859 0.77523001 -0.38734125 -2.00185712 -1.97169493 -0.58014441 2.95274524 1.49764344 1.62467779 2.23767073 0.46280289 0.58230296 0.52923023 2.16066417 1.6024195 -0.76293251 0.54621325 0.7537219 ] Distance 8.221851048706986 Each least square approximations [-7.50542531 -1.93325262 3.43084425 0.48763341 -2.22440759 2.22665782 -3.20076589 1.05008749 -1.15080249 0.33944324 -1.09086119 1.72839582 0.76460456 0.03619391 -0.23292771 1.00796675 0.53204922 -2.6242753 0.18992915 -0.33741698] Distance 10.222664486794823 Each least square approximations [ 6.42062024 -2.23510946 3.7530118 -1.74849866 2.786151 0.56021518 -3.56290467 -0.80638624 0.24720252 2.29569303 -2.10359465 -1.00231798 -0.12357661 1.19241805 -0.81364827 -0.59307497 0.50250922 -1.88383985 0.61665508 0.39034491] Distance 10.492725664125965 Each least square approximations [11.37630125 3.96734709 -1.80658807 3.65131312 2.93915315 0.49763764 -0.71892987 1.07216564 -2.16346026 0.35193198 -0.13130647 1.07549439 0.0696746 2.2336645 -2.38919311 0.62355429 -0.60303409 0.07130325 0.17344184 -0.48028145] Distance 4.734882391583881 Each least square approximations [ 9.76991104 -2.20247939 2.5146977 -0.59153453 -1.0290666 1.48520664 1.08134518 -1.62388534 3.52791697 1.70291152 2.57390681 -1.25050367 -1.26524772 -2.15875495 0.24938998 3.69341128 -1.31198811 -1.28337021 0.333522 1.58296674] Distance 6.992502441692343 Each least square approximations [-10.75291727 -4.48966034 0.56761634 -2.7030923 -1.7289146 -1.24896449 2.483949 -2.82322998 -1.21993253 2.10253362 -2.38840288 -0.21721525 0.51173618 0.68198842 -1.72458184 0.26252736 0.16055798 1.5182528 0.51753096 -1.42751745] Distance 5.500791390863074 Each least square approximations [-8.54163937 -5.2464233 6.06275769 0.41415374 -2.92468912 -3.6023741 -2.98464206 0.37550574 0.76546594 2.07841738 0.66429319 2.32560434 -0.25281595 0.05442032 0.28308667 -0.91022712 -0.06415323 0.84857219 0.37114547 -0.26040717] Distance 4.674359495963244 Each least square approximations [-0.29860422 -0.22414255 -1.68530816 -1.51497665 -0.68938476 -1.63383765 -0.1507663 -0.86103482 -0.39963989 -2.10787319 -2.2549633 -0.64392718 0.57089079 -1.2963476 1.03385011 -0.44381133 -0.94926032 0.17869401 1.47936811 -1.26614672] Distance 13.237092663027969 Each least square approximations [ 3.02475787 3.60893529 6.15017641 -1.11658867 -0.21246793 -5.0413054 -0.2407265 0.04035756 2.63022784 1.52683291 2.58551644 0.60107465 -1.12417519 1.82523254 -0.60620934 1.56168158 1.69039038 1.30907172 2.63807439 1.59751984] Distance 8.829458217800333 Each least square approximations [-1.8445616 -1.28311798 2.43514466 0.24130507 -4.76043742 -1.7550222 3.56168361 0.58898551 1.44494942 -1.08791984 -1.65858869 -1.91588021 -0.59273831 -3.00389656 -0.61500844 0.2928835 0.3138767 -0.13655602 -1.01635001 0.50363501] Distance 11.478531996402337 Each least square approximations [ 0.01936488 -2.27778268 2.54012607 2.53030011 -0.57091618 -4.5632478 -0.59228043 -0.80588268 -2.50210632 -2.65610853 -0.59697092 2.48596517 -0.13596552 0.18183201 0.56566398 1.31850529 1.59920729 1.27800674 -2.24512689 0.17235244] Distance 11.449361067091205 Each least square approximations [-1.56579008 0.58907881 -2.58938508 3.656834 -2.5257571 4.06025305 -0.2560022 5.11907467 1.93171103 -2.67245544 0.82145208 0.11399845 2.75453222 -1.36050413 -1.39750157 -1.06013697 0.72558333 0.45247931 0.54248401 1.58880195] Distance 10.142261339427568 Each least square approximations [ 2.49040939 6.44221522 -1.62358373 -1.54155908 -0.65176139 -3.75998737 -0.52582319 0.88689657 -2.92477031 -2.70789209 -1.04102396 2.31434215 0.82543695 -0.15284183 -1.15826507 -0.75245871 -0.66266927 0.61588382 -1.7154924 -0.97325192] Distance 10.223184580047555 Each least square approximations [ 0.90587525 -2.07913262 -4.58078053 -0.09116026 2.36918254 -0.81366061 -4.15494176 2.54318165 0.20694866 0.79242251 2.13141014 -2.47390223 1.41659333 0.30117544 -1.28427924 2.12192007 1.07163277 0.23698697 -2.08819538 1.41357048] Distance 10.918577601448682 Each least square approximations [ 0.81418766 3.43522971 0.87780813 0.23013275 1.4480305 0.66657851 -1.87392076 -3.53850429 3.04608266 -2.79470283 1.38301263 1.11828323 -1.31377531 -0.22950917 -1.13264356 1.95951942 1.37886343 -0.19839563 -1.50520983 -0.85410291] Distance 11.770865222552764 Each least square approximations [-0.08912569 0.87410637 0.09434177 -2.69446515 -1.93540171 -3.50243988 1.65177081 -0.52338175 0.82764206 2.10608309 2.17455465 -2.22048393 2.67421098 -3.18539931 0.84092562 0.74585571 0.80592997 0.30853582 1.15746433 -0.13119452] Distance 11.83233800441603 Each least square approximations [-1.08400497e+01 -2.27488688e+00 7.23002951e+00 3.66632982e-01 -1.41609282e-01 -4.60624366e-01 -1.33725141e+00 4.89039144e-01 -7.76929808e-01 1.83560282e+00 9.87874994e-01 1.32262696e+00 -3.61164764e-01 -8.17554092e-01 -5.87891262e-01 -1.39802998e+00 1.62277337e+00 3.18866290e-01 1.26257316e+00 -7.90345981e-03] Distance 4.633617659654602 Each least square approximations [ 1.0101495 -2.25288709 0.21657521 -0.62942678 -2.13442457 -1.21050539 -0.78905835 -0.57348854 -1.31391465 -0.97963566 -3.01512074 -0.17351272 -0.28618516 -1.14621615 0.48660182 -0.99711087 0.34262672 -0.67335767 1.68195811 0.15609288] Distance 13.47503102525863 Each least square approximations [ 3.05994402 2.68888998 4.70272013 -0.12698443 2.70489253 -6.06612956 -0.60923024 -0.72303138 1.73334337 3.89277115 3.77371987 0.37592759 -0.66668135 0.54455742 -0.74792842 0.88900577 3.10757616 1.10907316 1.9125972 0.06987624] Distance 8.946032082932954 Each least square approximations [-3.60912701 -0.96621742 1.36884217 1.51695025 -7.70484384 -1.10579025 3.0269767 0.40337787 -0.01309697 -0.84074409 -2.17416936 0.79700912 1.62216052 -2.1156983 0.37541879 1.1992073 -0.83422028 0.4584605 0.07472122 0.33923553] Distance 10.445881855420613 Each least square approximations [-1.18950021 -2.38811758 2.42706962 -0.35040479 -0.71017884 -5.5394426 -0.09269263 1.75499223 -1.85374781 -2.70942065 0.78465255 2.42649863 1.8260586 -1.83090227 -0.21418188 1.8552956 0.97565476 3.11377317 -1.17377512 -0.88804015] Distance 11.192262733112964 Each least square approximations [-4.26617006 3.67897607 -1.59477774 2.20089194 -1.86245852 3.12087313 2.23557906 6.02497122 1.75809221 -2.64002987 1.88258697 -0.21710157 1.97142955 -2.7475024 -0.89588668 -0.18319111 0.62624594 -0.18626666 -0.04094851 0.32959049] Distance 9.636205347361296 Each least square approximations [ 4.88893565 5.30845173 -3.10301217 0.27168404 -2.08794815 -2.25533867 0.46818693 2.44276276 -3.48886819 -2.00374313 -0.7023205 1.93319755 0.26495176 0.41789112 -0.82034558 0.05325219 -1.09730494 0.68170466 -0.15250499 -0.31503561] Distance 10.601895232246617 Each least square approximations [ 0.75889374 -0.83682708 -5.17554897 -2.49190955 1.93224847 -0.81858514 -5.74031522 0.14840975 -0.04040502 -0.62560889 1.83893639 -2.2754278 0.72618988 -0.50553032 -1.2933444 2.32781327 2.41688806 -0.64056711 -1.51189765 1.39024291] Distance 10.677081792403147 Each least square approximations [ 2.83108126 3.51539641 -2.00707605 0.41381118 3.77647531 1.38770331 -2.9300047 -3.68305648 2.61221765 -1.84360555 0.9895988 1.25400369 0.03979996 1.04959869 -0.33498837 0.80660179 0.15026985 -0.46160435 -0.85390663 -1.4663261 ] Distance 11.501334760717805 Each least square approximations [-1.72818305 0.41349879 -1.52686965 -1.23719513 -1.19082359 -5.80155191 1.81315063 0.32230439 2.62842423 1.43588466 2.4973422 -2.63072416 1.14042485 -2.92554258 -0.87619128 1.00447382 1.22096759 -1.28605471 1.10358511 1.65857781] Distance 11.250851533915448 Each least square approximations [-5.49502313 1.75065874 -4.67587277 1.95972137 -5.51768693 -1.29735703 0.71677049 -0.28234473 -1.37539564 1.0635555 0.06343917 1.69075788 -0.45563579 0.56486968 2.53484046 2.8782175 -2.75359806 -0.36312022 -0.04509705 0.56065899] Distance 9.5220813974378 Each least square approximations [ 6.55802418 2.35211683 -0.66331656 0.02011959 -1.25924584 4.24587536 -0.58098992 -1.19200762 -0.22597384 -4.35170833 -0.71169558 -0.51636666 1.48953664 0.29755145 0.30873792 -1.19431044 -0.03531434 1.42986841 1.48071439 -1.41994993] Distance 10.550403900118932 Each least square approximations [ 6.36467697 2.15465446 1.16413043 -4.62064679 4.23519992 -0.50710772 -1.67198061 -0.35877546 2.10622605 -1.53921983 -0.11087138 0.52510945 -1.40204064 0.60746986 2.01445194 -0.71269101 -4.64547965 0.4033154 0.23084222 1.0985931 ] Distance 9.248525818398738 Each least square approximations [-6.9861264 -1.92776366 -3.2646465 -3.23757081 2.63193367 -1.63159553 5.15127378 -1.2207195 -0.49187606 2.23640182 -0.90116122 0.97397532 0.37677387 -1.12776877 -2.11986376 -0.1369343 1.81078701 0.98911964 -0.67828925 0.84267417] Distance 9.048381402811021 Each least square approximations [-8.38267728 -2.10036653 -1.31078745 0.75224313 -3.63696418 0.24508848 0.22754347 -3.21896598 -0.90907009 0.79174849 2.31160431 -2.73829853 2.46355011 1.09552398 -0.79942818 -0.24628533 0.56112316 -0.04965071 -3.24361089 0.12527072] Distance 8.816131512139933 Each least square approximations [-7.99294813e+00 -3.84393839e+00 7.38020350e-03 1.25537045e+00 -4.33384611e+00 -6.70834340e-02 -3.26829439e+00 1.56605010e-01 4.91837008e-01 4.73281154e-01 -1.02904053e+00 1.82734659e+00 -6.70120625e-01 2.15320418e+00 9.36930185e-01 6.90945971e-01 2.38108572e-01 2.00250489e-01 5.63226524e-02 1.81984601e+00] Distance 9.330578919984019 Each least square approximations [ 5.8397366 -1.87999575 3.07774343 -2.41538807 4.15342201 -1.18740125 -2.5721637 0.43977602 0.53749357 1.56343952 2.32738208 0.10866227 1.33083478 2.97719499 -0.01418512 0.07978305 0.45385027 -1.17231072 1.64241721 -0.96877961] Distance 10.443894788736806 Each least square approximations [11.17868765 -6.9483735 -1.32402471 -2.53662483 0.15530381 -1.15343761 1.57789929 1.61388779 -1.3731321 -0.33811639 1.07335715 -2.14805835 0.91473153 -0.53242298 0.92455041 -0.27567866 -0.11675101 0.15286888 0.99304761 -0.32651427] Distance 3.561178866165114 Each least square approximations [ 6.89016405 -0.55201527 0.24020793 -1.84450021 -4.17919786 -2.02410221 -1.41086403 0.94216214 3.12797635 -0.42040263 1.85257666 1.10900442 1.32267186 -0.19535075 1.38345272 1.08013581 1.50289148 3.02093422 -0.47627237 -1.34143847] Distance 10.145253831678843 Each least square approximations [-8.7364602 4.9990314 3.81549255 -1.60280551 -1.11299895 -4.83252054 -2.46632247 1.79933287 -2.3614759 2.09559474 -0.67015606 -0.81469188 0.84982696 0.21035341 1.39370309 -0.70123478 -0.47911947 -0.17423917 0.34735519 -0.55658835] Distance 6.646875358189593 Each least square approximations [-4.67569421 1.70791097 -6.25641399 1.86815902 -3.86064176 -1.36741469 0.54312992 -0.08168004 -1.69937371 2.13376822 -0.4208787 1.82172855 -1.21035311 2.24875777 2.38132913 2.88282176 -3.30328902 1.09850767 -0.84907798 -1.59713107] Distance 9.331718122486874 Each least square approximations [ 8.31700052 2.10549946 -2.65705866 -1.05570499 -0.96818785 4.38738056 -0.07909048 0.8962998 -0.92650125 -2.58079928 0.39627215 -0.67234676 1.14457157 0.4352854 0.55034709 -0.9917324 1.38681623 1.38763379 -0.75741723 -0.80046899] Distance 9.982262928133522 Each least square approximations [ 8.30475653e+00 2.71967082e+00 -3.59391128e-01 -3.44080287e+00 2.66894888e+00 3.41549932e+00 -1.92689542e+00 -8.12603013e-01 1.95515875e+00 -2.22502937e+00 -1.87784199e-01 3.75498467e-01 2.95555844e-01 4.68440182e-02 1.06201331e+00 -1.81375327e+00 -2.86765282e+00 -1.93658201e+00 5.40578937e-03 2.68286898e+00] Distance 8.618265889990797 Each least square approximations [-8.36897137 -0.34280913 -2.80932606 -3.28725859 3.4418857 -2.32094684 3.8665328 -1.30309926 1.58634714 1.58959812 0.30853177 1.52948725 -0.55489836 -1.75053153 -1.47693582 -0.09526217 0.54579672 0.70625038 -0.44033042 0.98276349] Distance 8.981364814222735 Each least square approximations [-9.59713447 0.84403506 -2.47567281 1.99306865 -2.60662878 -1.38314742 -1.78765124 -3.43083644 2.39469134 1.11162499 2.58014277 -1.3446561 1.26237253 2.17094446 0.17073385 1.66757192 0.7247021 -0.8027656 -0.91349432 0.66119299] Distance 8.050654110522938 Each least square approximations [-7.95940419 -3.71023949 0.9487337 -0.14208679 -4.08780748 0.84994198 -4.34407874 -0.54445316 -0.50024461 0.0432616 -0.58379091 1.55215767 0.37719959 1.61625828 1.55717455 0.87408519 -0.24654467 -0.71370663 0.56483544 0.73312641] Distance 9.663770368464727 Each least square approximations [ 6.24081919 -2.02401607 3.84854801 -2.62820419 4.10242057 0.28777649 -4.30424849 -1.460548 0.18908178 2.34333095 0.32108864 -0.24005832 0.14557189 2.79173181 -0.05999739 -0.30009227 1.650995 -1.49709338 1.9603349 -0.54836781] Distance 9.662105646343202 Each least square approximations [13.45285761 -1.74596112 -0.77525458 2.52032246 -1.32998458 1.53620724 2.2392176 1.83550287 -0.54633273 -0.31057158 0.26930172 0.14876585 0.91155529 -0.50483921 -0.24552797 -0.74182416 1.5712499 0.05923155 0.78649565 0.67719165] Distance 3.0283176558466183 Each least square approximations [ 8.72294632 0.15517905 1.85551274 -2.14109657 -4.91712628 -0.24947094 0.47195832 0.32903642 3.84064383 2.04191982 1.57310538 -1.64426583 0.55228195 -0.43418981 1.79773573 1.83066732 1.51232813 0.58480114 -0.55038817 0.81033223] Distance 8.65579509067129 Each least square approximations [-11.17723649 1.37034551 2.64866917 -4.27526484 -1.08117105 -1.19110598 -0.23930106 1.06754801 -2.92777791 0.98433085 -2.22574685 0.56776335 -0.50090362 0.59882555 -0.79044671 0.74877541 0.27943754 -1.07463504 -0.35055107 -1.33565768] Distance 6.539166251182712 Each least square approximations [-5.19766120e+00 2.97879337e+00 -4.71958745e+00 1.02948554e-03 -3.44149029e+00 -2.56859345e+00 -1.36301234e-01 -1.19284181e+00 -4.30201885e+00 9.75073473e-01 -7.77027502e-01 5.72896363e-01 -1.26434945e+00 1.57281563e+00 -1.06883858e+00 2.39050275e+00 -3.18553968e+00 2.82214519e+00 2.41437328e-01 -1.05653835e+00] Distance 9.113127279942537 Each least square approximations [ 8.05919642e+00 3.46311391e-01 -1.69677592e+00 -2.38860084e+00 -5.95474684e-01 2.37902006e+00 -1.04887411e+00 7.91590870e-01 1.53846424e-01 -1.68818956e+00 7.41758734e-02 -1.33535403e+00 -3.16245843e-01 -5.85779087e-03 -2.58006210e-01 2.62873827e-01 1.50218204e-01 2.41436074e+00 -2.41867152e+00 1.98963870e+00] Distance 10.476023208846174 Each least square approximations [ 8.84333411 2.56439098 -0.19964857 -3.71996102 1.32585925 3.75724794 -2.59952568 -1.77461363 3.45515569 -0.50248705 0.66640916 -1.54711437 3.73794414 -0.01111318 0.65520999 0.96732254 -1.40164343 -0.70750521 -0.13429057 0.23605708] Distance 7.372705345659006 Each least square approximations [-8.10472602 -1.42660082 -1.78616685 -3.81459278 4.06626899 -0.03933764 1.70314285 -0.28492489 -1.18546359 -0.23560665 0.99604885 2.14558327 -1.45694333 -2.23374056 1.8845589 -0.08867433 -1.13171131 -1.56928006 -0.06769805 2.33981219] Distance 8.931372375312064 Each least square approximations [-9.82390398 1.1609697 -1.64103379 3.25690029 -2.17393721 -0.98232628 0.13725591 -0.35117474 2.20162652 2.87149738 -0.06666881 0.58050119 -2.32124215 1.80313298 -0.1073851 1.04467864 0.72702884 0.95978228 0.38843452 1.81418651] Distance 8.163502324039117 Each least square approximations [-7.93768849e+00 -5.05192957e+00 -1.80978627e-01 -1.52008112e-01 -1.73051552e+00 2.11102475e+00 -2.86879556e+00 -6.76114168e-01 -1.64132262e+00 5.41698210e-01 1.09894758e+00 2.71764274e-03 2.37356667e+00 -4.70627694e-01 8.57544503e-01 8.94135465e-01 -1.14241121e+00 -6.98812459e-01 -4.86859604e-01 -1.42282946e+00] Distance 9.55711380708299 Each least square approximations [ 7.22029043e+00 -8.67317003e-02 5.34372918e+00 -1.51203732e+00 1.56118582e+00 -5.66643624e-03 -3.43678015e+00 -1.01978264e+00 -1.33492960e+00 9.40377127e-01 -1.61291214e+00 -7.65504376e-01 -3.47887973e-01 2.43968656e+00 -2.17586681e-01 -1.18515111e+00 -9.74688989e-02 -2.56213054e+00 1.10132272e+00 -2.22281140e+00] Distance 9.344748840295184 Each least square approximations [11.02791926 0.61573587 0.10361367 2.30349943 1.48974623 2.028652 -3.77634122 2.39581459 1.18531901 -1.46171314 0.15063545 0.94513426 -0.42365563 0.99886183 2.52480491 -1.56866083 0.69636613 -0.20893823 0.17800108 -0.22792907] Distance 6.555364941085064 Each least square approximations [ 9.95428047e+00 1.65433994e+00 2.48149579e+00 -3.39646567e+00 -4.45810692e+00 3.36828908e-01 7.10183781e-01 -1.00788367e+00 2.57354343e+00 -5.59888195e-01 1.68658168e-01 9.58444722e-03 1.89700848e+00 7.70081666e-01 -1.25582185e+00 1.46317786e+00 2.26196358e+00 -1.65542663e-01 -1.51025584e+00 2.64197188e+00] Distance 6.433918244783908 Each least square approximations [-10.98479828 1.31180004 0.48578728 -3.62834276 -4.58453275 2.5922578 2.51635429 0.53179963 -1.67339208 1.87512747 -1.27399889 1.66212804 0.17481967 1.14272619 1.31329761 0.16118762 -0.49638329 -0.1363462 -0.3690858 0.19942167] Distance 5.227935836753594 Each least square approximations [-8.05025792 1.5067783 1.3809237 0.79561606 4.34910538 1.30639099 -2.17944924 1.81934925 -1.30107063 -4.08036481 2.23592376 0.44627308 -0.48186706 0.0218183 -1.22997658 2.89783951 -1.29710044 2.44266045 1.5051937 2.28046645] Distance 7.624060868906336 Each least square approximations [ 5.24839991 -1.38429482 1.04952662 0.33451697 -4.22442172 0.08154406 -0.28230198 -2.32194512 -2.44185404 2.68265645 -0.78831798 -0.82800856 -0.68456456 -0.55712808 -1.15662003 -1.96006216 0.90421926 1.09412703 0.59842051 1.17580713] Distance 11.271394527795845 Each least square approximations [ 5.93347343 -0.19825306 2.42490693 -2.5068355 0.72133979 -2.7432213 0.81319882 -3.1239881 0.97948504 4.34794844 -0.67584188 1.45781691 1.64819261 0.9917033 0.3181086 -1.34983574 4.66374499 -1.59395574 1.77871725 0.29892939] Distance 9.150620302783791 Each least square approximations [-5.36079727 -0.40682474 -0.13272957 1.23303816 -3.03011484 3.21596791 0.42507398 0.83439704 -0.38927872 -0.70564323 -1.58571534 -0.0825254 1.92449266 -3.0781869 0.78937634 0.81371026 -4.55630826 0.96970663 -0.61235883 -1.20915433] Distance 10.639958592612185 Each least square approximations [-4.51232987 -0.08602027 3.08710551 -4.23002558 -0.91502519 -4.34922984 2.0360738 2.04716418 1.22838291 -2.8021446 -0.85711372 -1.00441929 -0.83132753 0.71575875 -1.44882599 1.23520899 1.6267572 1.61777053 0.51213367 1.56520984] Distance 10.268094934354842 Each least square approximations [-7.75851151 3.04444878 0.97374046 -0.56995959 3.25738755 1.3523233 1.13459976 1.10963095 -1.02362593 -1.36510811 0.4050279 -0.53978414 2.95581492 -0.36258684 -0.44284347 1.03546787 -0.66853013 0.50381023 -0.93113048 -0.13676642] Distance 10.219568909555312 Each least square approximations [10.3763513 4.56820521 -6.38627404 -0.67337539 -2.21507104 -1.09093152 0.66969439 -0.34581665 0.36844743 2.47056096 -0.77610217 -1.02618587 0.44867544 0.05084291 0.40375848 0.23738137 -1.68422578 -0.61674579 0.23380665 -0.78990565] Distance 4.070628995950146 Each least square approximations [ 2.98586749 1.14521354 -0.02946282 -2.1755857 1.48475299 0.38106756 -2.51668883 -4.6389734 1.62530475 -0.56578031 1.82353275 -0.91538782 0.05757735 -0.46809696 -1.15813584 0.37266007 1.16042712 0.34694049 -0.20633625 1.44834839] Distance 12.150075604674562 Each least square approximations [ 3.9466933 -0.12951339 -2.82166375 -4.11818513 1.95391324 0.07851085 -3.22725419 -2.62485792 4.70895136 -0.34217938 -0.11355102 2.82367205 -0.77458869 3.12362754 0.98501287 0.30348874 -2.18960719 -1.63321954 -1.09395305 2.31954493] Distance 9.372547364485749 Each least square approximations [-3.63913688 -1.25538777 -1.46560671 2.83549653 -0.57439588 -2.10729232 0.91182724 1.72173725 -0.54244866 3.20367485 0.17915134 0.15498714 -2.53935237 0.77226572 -0.75676144 2.52945015 0.549698 -0.22135492 -1.04090412 2.27756908] Distance 11.84898311416113 Each least square approximations [-7.92094415 5.11366716 0.1663933 2.3448816 1.50866243 2.21127732 -0.92909557 3.63414351 -1.11762679 -2.00077487 1.66063459 -0.34463672 -0.4159194 0.18587782 -1.28987418 0.78326374 -1.63381619 2.29631524 2.16584509 3.01287655] Distance 8.029386071525815 Each least square approximations [ 7.34912994 -2.33566223 2.1996197 -0.37354619 -4.02032742 -0.05969311 -1.94460968 -2.38865772 -0.41939964 2.24870224 -1.11614398 -0.37221581 -1.00921358 -0.02931409 -0.73811065 -2.7582832 1.38444763 0.57007703 0.3704816 0.86634813] Distance 10.170202831160942 Each least square approximations [ 8.04653647 -0.06366593 0.08517766 -2.42324228 1.00900412 -3.37010886 0.22944262 -1.78481986 -0.27500754 3.69840663 1.16243466 0.0801104 1.79125475 -1.91119628 0.36632914 -2.80222847 3.62900225 -0.38418286 -0.41197136 0.42182042] Distance 9.087349146138989 Each least square approximations [-6.93264959 -3.04791597 -1.23634229 -0.40489586 -3.60283982 1.40971214 -1.80564243 -0.25285193 -1.60699331 -1.69876103 -1.3678973 -0.20515811 1.75237285 -4.22535256 1.72032099 1.78920725 -3.70449884 2.02816441 -2.17748819 0.33651287] Distance 8.829177418422807 Each least square approximations [-5.96168905 0.98979393 3.45449738 -5.51509847 -1.47904449 -2.91606156 1.69562148 0.20709749 1.67797783 -0.64436513 2.30700393 0.6530471 -3.20141603 0.36149453 -1.20915219 0.64290156 1.79098531 1.8509985 -0.38071654 -0.03985121] Distance 9.589216032137902 Each least square approximations [-9.19829783 0.42050984 2.8903846 -0.31036575 3.22471398 -0.67770372 1.15004529 0.96833607 0.20039266 -3.97541782 -0.0293486 -0.01340206 2.94085763 -1.28680356 0.80321122 2.93784138 -0.30250981 1.62014816 0.66437988 -1.33221169] Distance 8.107749003356913 Each least square approximations [12.24512957 -1.45660449 -5.69386563 1.08049117 -0.97794341 -0.44309871 0.46642973 -0.29804082 -1.18417378 -0.75047191 -2.67618306 0.75919405 0.94658681 -0.63108321 1.3408312 0.19641473 -0.60551125 -0.97207575 0.35889228 -0.52949964] Distance 3.283531333776036 Each least square approximations [ 4.46732728 1.78816113 0.83854772 -2.09066042 1.96069364 0.54207302 -1.28798332 -3.88757458 1.55702653 -0.94414598 2.6176661 -1.61334178 -0.1721476 0.15055258 -0.90166604 0.06566102 1.30780808 0.13462386 -0.42380575 0.65224602] Distance 12.138187969959635 Each least square approximations [ 7.20806023 1.23284623 -2.08616431 -2.21792717 2.7785694 -0.25292852 -4.57563143 0.30196491 2.74769136 0.95531761 1.99300444 2.83502399 0.09682963 1.94747303 1.42035812 1.22207899 -1.32177934 -1.22219993 -1.0444718 2.39298655] Distance 9.112962799981934 Each least square approximations [-5.25749067 -1.55168142 -0.9656731 2.86491164 -0.57283295 -1.81167109 0.39568108 0.64881352 0.07727413 3.83834895 -0.19606151 0.16940846 -2.33742563 0.41707483 -0.57713768 2.20197009 -0.32297342 0.02919076 -1.95674169 2.67322579] Distance 11.505041052367982 Each least square approximations [-7.51177802 -1.14439616 0.78711134 4.19182475 0.57951791 -0.36013053 2.24026928 1.49249925 0.71074082 2.05130783 -3.18542871 -0.95873122 -0.2870309 0.71532103 -0.2259547 2.56333718 -1.37538553 -0.64782696 0.3963783 0.13811462] Distance 9.497963171547596 Each least square approximations [ 4.9550937 -0.22370889 0.28521863 -0.45890714 -1.06947982 1.76247355 -1.55795559 -0.53308361 0.24838702 0.21880176 -1.09613784 0.25185675 -0.50844332 -0.40552174 0.89444494 -0.26058106 -1.30163131 0.89346241 1.816013 -2.07770989] Distance 12.438003967696162 Each least square approximations [ 6.32188821 -0.07903004 1.83456794 1.92814782 2.94825255 -3.98831215 0.05599709 -1.55850928 2.68995576 -0.34957055 3.32622934 3.91962202 -2.0111943 -0.5703335 1.11348557 -0.6305122 0.11715108 -1.36695591 0.18895993 1.20682306] Distance 9.059745378326042 Each least square approximations [-7.22161151 1.28873811 -0.58944048 -1.7110565 -3.97144183 0.54025037 6.79176596 -0.66576121 0.60399218 -3.29098735 1.72294986 0.26551023 0.38675044 -0.14702888 -2.96385754 -0.2057157 -1.01382384 1.72580677 2.56961027 -1.41658624] Distance 6.6152559274192955 Each least square approximations [-5.10809784 -0.69586983 -1.63098418 -2.03792689 -3.01213355 -1.96047187 -3.11678611 1.18924577 -1.18923118 -1.15306889 1.31825395 1.49141165 0.83514951 -1.1792258 -0.02202407 0.76708572 1.04843954 1.79720823 0.87149119 0.733906 ] Distance 11.264444203155964 Each least square approximations [-6.56729928 5.23774462 2.19098455 3.81955515 -2.99040034 2.15249804 0.5949024 2.95208532 0.4661944 1.29217379 0.16658537 0.67221658 0.72505597 -1.25675627 1.96158072 -1.68682632 0.17202956 2.31996409 -0.04291899 1.23258726] Distance 8.284799660052819 Each least square approximations [ 4.90015384 1.11175134 0.93771029 -2.49875937 0.43982511 -1.32124512 -0.83829694 3.91958792 -1.35205052 1.0613685 0.9978636 0.77862786 -1.53205164 -1.11092982 -0.47807466 1.24024225 1.10881118 -0.55202164 -1.97932604 1.53825386] Distance 11.455770527724024 Each least square approximations [ 5.7286287 0.4212917 -3.79329571 -1.17659561 2.95016921 0.54523574 0.24275737 -1.29586097 1.35080719 -0.66136513 2.16712033 -0.16997949 -0.16096394 -2.02474088 -0.91699127 2.19568791 0.81640686 -1.10183818 -0.29125074 0.86765994] Distance 10.969638989079328 Each least square approximations [ 5.74168934 0.17285432 -2.23098885 -0.93864453 0.74366359 2.71258192 -0.6043527 -2.8093142 0.49607342 2.321567 1.54586023 -0.14170269 0.17376863 0.89389886 -0.52259401 -0.20682702 -0.7841809 -0.01042267 -1.8501793 -2.43939833] Distance 11.186139197130819 Each least square approximations [-5.92695696 0.41460823 -1.13800827 0.43856442 -0.75120478 -1.60503547 -0.73207627 1.90530788 1.87047086 1.92070046 -0.49558057 -2.59839905 1.69808517 -0.63645274 -2.22697625 -1.49750475 2.99820933 -1.37548876 -1.6759283 -0.38442016] Distance 10.803940305249572 Each least square approximations [-6.52166389 -2.96473386 -0.29473859 3.29982639 1.29861587 2.17725754 0.08025657 1.71004759 1.49780779 2.74974145 -3.98268953 -1.48658215 -1.38355324 0.383278 0.63493629 2.68232557 -2.55793789 -0.52260726 -0.48019702 -0.98699785] Distance 9.042395780369661 Each least square approximations [ 3.65754246 -0.31527929 -0.20781421 -0.1540904 -0.71737359 0.88135608 -0.99754638 -1.35898071 -2.00324213 0.99846926 -1.67838845 -0.14091755 -0.5037939 -0.7424738 0.97931093 -0.73426021 -0.52291053 0.56181666 1.49822648 -3.09298446] Distance 12.599548681345377 Each least square approximations [ 5.02244954 1.9611361 -0.15448031 2.43160219 2.15204996 -3.59922946 1.53992253 -0.283671 2.98281524 0.59024518 2.1227859 4.17869178 -2.33309402 0.54342758 1.79618575 -1.97254865 -0.13682629 -1.98467548 -0.2480692 2.19119984] Distance 9.541559460420855 Each least square approximations [-6.99187554 4.16849901 0.0750727 -1.10194817 -3.55201477 1.2908862 6.54262153 -1.77449171 0.82393043 -1.14056198 2.45882288 -2.19916462 0.78305528 -0.57413517 -3.5823213 0.78189287 0.02816018 1.18596849 1.55070765 -1.52571692] Distance 6.153602163691848 Each least square approximations [-2.98598652 -0.07801948 -2.01412358 -1.6862118 -2.56054835 -1.37050181 -3.02800754 0.47132 -0.70161927 -0.48965027 1.96960695 1.0255951 1.11943914 -1.6314359 0.46442323 0.73235902 1.13859428 1.00555382 0.47078819 0.22793921] Distance 12.345738914943597 Each least square approximations [-5.83981626 7.04792615 0.58339417 2.98597396 -1.79868613 1.38045946 -2.06482056 2.43268436 -0.6324079 0.5251967 -0.18436515 1.07827054 1.13781099 -0.25346293 1.55615783 -2.52442936 -0.01679978 1.22373487 0.41756395 1.8513129 ] Distance 8.572956599072224 Each least square approximations [ 3.196971 1.07330552 -0.46866635 -3.32618736 0.02971041 0.5983649 0.05608411 2.65736255 -2.26316542 1.89556554 0.87078259 0.16232776 -0.83980952 -0.7974698 -0.69966899 2.15577331 0.85270076 -0.79315462 -2.11285344 1.49512173] Distance 12.035915701109193 Each least square approximations [ 4.91842985 -0.27056362 -3.04747661 0.70108282 1.78402596 -0.15240733 1.43141448 -1.19727725 0.70853707 -0.4782235 2.92480208 0.02604199 0.14233959 -1.86988354 -1.89869263 2.80513211 1.21498929 -1.05033195 -0.32556352 0.51934976] Distance 11.446115704547127 Each least square approximations [ 4.48001447 0.80708654 -2.39187286 -0.32486496 0.73508154 1.39910683 -0.65113285 -2.05183621 1.8256921 1.80620519 1.13212882 -2.121295 0.15243482 -0.13615268 -1.21734733 0.14299975 -1.61867628 -1.49060289 -1.14143767 -2.31168568] Distance 11.827333475482511 Each least square approximations [-4.24435945e+00 4.16894032e-03 -2.84477991e-01 -7.86571252e-01 -3.35824788e-01 -1.88667090e+00 -5.31760268e-01 2.63697504e-01 1.14076387e+00 1.67958459e+00 -5.03237857e-01 -1.97393370e+00 1.23602122e+00 -4.98391410e-01 -1.65472258e+00 -1.96454966e+00 3.61564147e+00 -1.92245209e+00 -2.31953477e+00 -1.29770734e+00] Distance 11.65155490609196 Each least square approximations [-7.68826054 -3.37824648 1.07076216 4.0242711 1.26410918 2.14391892 1.86774917 1.7832429 0.44583318 -1.84419224 -1.52307758 -1.9967161 0.99494041 -0.63691391 0.75092749 -0.05553454 -0.76690955 0.56589328 0.56724642 1.50797669] Distance 8.929329043430823 Each least square approximations [ 3.28366817 -0.18096936 1.08358462 0.4993901 -2.19183725 1.26016772 -1.37832894 -1.3289933 -1.60502599 1.06101292 -1.56062685 0.01236394 -0.77102496 -0.89994817 0.74189275 -1.61229566 -0.51304982 0.8771318 2.14972484 -2.12180188] Distance 12.35667012963432 Each least square approximations [ 4.2863931 -1.89373496 2.10637771 0.42873338 3.05954368 -2.22640587 2.33221597 -1.05014969 2.62705389 3.06693298 3.86742647 2.73626475 -1.23215968 1.26943537 2.61698162 -1.63964145 2.55080123 -1.53653378 1.28110447 -0.60220921] Distance 9.279145808189414 Each least square approximations [-3.74793949 0.38205168 -2.71929241 -2.08856986 -3.74308743 1.74931414 3.7095207 0.57430164 0.55457569 0.24827955 -0.06395382 -2.49851045 1.92120305 -2.84750627 0.86755255 -1.27083465 -0.93060152 0.30384515 1.51609841 -2.43276217] Distance 10.4289569074796 Each least square approximations [-3.32103736 -1.07417275 3.23654174 -3.13437372 1.27092252 -0.81799453 0.19167343 2.7960503 -0.22418185 -1.51997863 -0.86958591 -0.50637032 2.45802095 -0.95122061 1.91206782 -0.47640937 1.82675679 0.73798169 -0.41268164 0.7224954 ] Distance 11.594551115937572 Each least square approximations [-5.40302666 3.7560547 3.33948263 2.44002949 3.52742195 1.73502447 -0.65365108 1.587484 1.77290685 0.32220093 2.74980276 1.99767319 1.27206262 0.19004477 -0.98002563 -1.12415103 1.03238139 -0.33490191 -0.08151211 2.36039921] Distance 9.570344156524069 Each least square approximations [ 5.61557568 2.09781103 -2.85863941 -2.14572428 -1.97305929 -0.33241745 -0.21626691 1.95804077 -0.10740082 0.86398057 2.48832266 -0.77225298 1.54373615 -2.31374468 -0.05491392 1.43267197 2.17505891 -0.23870559 -1.55041747 0.94553006] Distance 10.668295709195288 Each least square approximations [ 2.45192676 0.70968209 -2.54313258 -3.28080338 3.48422316 -0.92525929 -0.35190578 -2.52095981 1.3792827 0.43610997 2.39277557 0.58674733 0.21639486 -2.53838369 -1.60878846 0.71474139 1.18662989 -1.55040244 -0.75790299 0.94939618] Distance 11.382931483280482 Each least square approximations [ 2.96983035 -1.3222861 -4.11298081 -0.53323623 1.58004704 -0.18669692 -2.21500227 -1.52093425 1.39271174 0.38570241 1.01374775 2.52722948 1.14056623 0.69052208 0.12141978 1.12118804 -1.15945861 -1.52174772 -1.02493516 0.17425322] Distance 11.875119613572792 Each least square approximations [-2.26195336 -0.75303328 1.28033498 4.63530069 -2.31707574 -3.59813904 2.86768533 -0.72394988 -0.47170808 0.20839892 -0.33750595 -2.6442201 0.48256123 -0.51060116 -0.19345449 -0.10414077 1.36255837 -1.66127518 -0.8278252 -0.23706053] Distance 11.25560443238127 Each least square approximations [-4.42098888 1.28402039 0.77412794 1.96387759 -5.4024012 -0.59868626 0.46235841 -0.83598765 -0.70616566 1.47759168 0.70339544 1.17723402 1.16181378 1.7600635 3.9951936 1.51420826 -3.16580965 -0.90921182 0.14520465 -1.20190372] Distance 10.772600415794304 Each least square approximations [ 3.64851186 -0.8990953 -1.98258412 -0.94261808 -2.25232734 1.78775599 0.58312762 -0.15620407 0.1880891 -2.26660468 -0.58722236 -0.85458637 -0.31236805 0.17113643 0.47006755 -1.47507604 -0.48837257 1.51784057 1.76517755 -1.56067862] Distance 12.934330014831588 Each least square approximations [ 4.3091634 4.30421676 4.8142698 -2.27409571 2.72948152 -0.21905124 -4.00178372 0.33956062 3.64295999 -0.16895527 0.52433284 2.45398166 0.05705696 -0.43457177 2.00435788 -1.23353971 -1.71147091 -1.49277989 -0.22995861 2.53701479] Distance 9.256834675754966 Each least square approximations [-4.0248141 -2.05027348 -0.90672731 -4.52301426 0.08143999 -2.44805408 6.74982629 -0.84252866 -0.2373559 3.6886239 -2.73511625 0.36396479 0.7778138 -0.77574665 -1.25636765 0.76400464 1.30031072 -0.22957828 -1.07226945 -0.56636138] Distance 9.482847914319368 Each least square approximations [-4.76890295 -1.45559635 -2.14209279 1.62695021 -1.83427508 -1.96338809 0.67711449 -0.5479298 -0.48106711 0.13856448 2.01983661 -0.41480128 1.36985112 1.01291328 -2.18686229 0.73465398 0.23260846 1.41792909 -2.5281507 0.42241014] Distance 12.25963622338662 Each least square approximations [-4.85898862 -2.17093714 0.21791156 3.39177393 -1.71926895 -0.15380442 -1.30375617 3.78623388 0.54937386 1.00797882 -1.19536708 3.33494767 0.64249772 1.90930901 0.36251019 0.35193327 -0.72453608 -0.78986975 0.42019207 1.04747138] Distance 11.499616533172793 Each least square approximations [ 3.6528286 -0.76830969 1.65003479 0.34277422 0.95326528 -2.62410784 -4.55796234 -0.7341994 0.01409033 0.88489737 0.34240845 0.03761067 0.75138142 3.54650347 -1.90965132 0.23129084 -1.02363755 -1.98274887 0.51101698 -0.31876869] Distance 11.948496943676284 Each least square approximations [ 8.39933538 -6.6978765 -5.75019642 2.10631269 3.78353824 -2.63280693 -0.09469334 -0.76720236 0.34867553 1.3096692 -0.66908384 1.56413697 -1.0457132 1.58570858 -0.25312311 -0.56573184 1.20649941 -1.03401581 0.301554 -0.11294243] Distance 5.0623551502830955 Each least square approximations [ 4.57654504 0.01322867 0.13613422 1.60332623 -4.6880417 1.3571518 -2.02277514 -0.88355984 5.43670716 -0.76254141 3.01929387 2.87756597 0.59744487 -0.98840518 1.80020671 2.30080335 1.33632381 0.32436909 -0.87142624 -2.0871534 ] Distance 9.75184511080129 Each least square approximations [-5.96976161 2.65764723 -0.50187675 -3.11346725 -1.93606811 -6.04502941 1.59697741 0.91524958 -3.19176672 2.59645145 -1.21491253 -1.13598174 1.07465038 0.10942579 1.78889651 -0.41491266 0.8004795 1.67151932 1.15295927 -1.23229507] Distance 9.213715365505141 Each least square approximations [-6.31366006 1.06881935 3.02365555 5.11817505 1.05308872 -2.70709257 4.68752488 1.93259566 -0.7221075 -0.71365785 0.06470644 0.99696382 -0.45315587 1.83248985 -0.2887781 -0.77332197 0.16275765 0.61057033 0.67380118 0.35724553] Distance 9.013118583775107 Each least square approximations [ 4.9602283 -0.92466727 0.63657848 -0.46655631 -1.13055599 2.09069995 -1.63442761 0.51269116 2.86155888 0.83165325 0.26865335 0.95838482 -0.6743989 0.53192121 0.39938514 -0.41977731 -1.55781021 0.91181272 2.50947071 -1.45704363] Distance 11.903396586747531 Each least square approximations [ 5.65328553 -3.58472138 3.20381967 0.9342688 3.09785538 -3.76955977 -1.90313915 -0.91829405 -0.82320747 -0.52699206 2.26647601 3.24526349 0.13898651 -2.20279306 -0.39624109 1.65991791 2.36081659 -0.48395271 1.13879275 1.28537353] Distance 9.033026638586668 Each least square approximations [-4.48095027 -2.95620763 -2.06852383 0.03303041 -3.10771926 0.54786199 5.14043228 -0.81267518 0.36455965 -3.17092554 -0.55620339 1.49503391 0.78878079 -0.10231501 -0.48112479 0.76808946 -2.26584319 1.95016046 3.25091477 -1.08422393] Distance 9.693864499369043 Each least square approximations [-5.89744069 -0.95263501 0.32405962 -3.15726731 -2.05904381 -3.21943291 -3.3015119 2.19027835 -1.93389584 -3.13286195 -0.06504455 2.36103593 -0.42434292 -1.58956234 0.04631217 1.18699461 1.38008586 2.23397162 1.09667084 0.97728174] Distance 9.519041125843964 Each least square approximations [-5.33662534 3.21549993 5.08794651 4.69490487 -2.85049315 3.08056811 3.93756349 2.26103562 0.13292202 1.85272526 -0.12583928 0.88256328 -1.10601247 -3.0991932 1.15404294 0.62883649 -0.26897661 0.3196272 -0.09346767 1.12008111] Distance 7.467284608906082 Each least square approximations [ 5.66450567 1.07061042 1.31723162 -0.77960589 -0.3315168 -2.40233081 -1.99133615 4.50625604 -1.02456957 -0.34264323 -0.01690473 -0.47691652 -2.42166428 -1.67755681 0.15726511 0.32591824 1.49207726 0.43448489 -2.29724883 0.72110631] Distance 10.71603691963892 Each least square approximations [ 4.10478057 1.66517322 -3.52134386 -3.03547679 4.16900644 1.27221618 -0.74714017 -2.77730449 -0.270241 0.58897326 1.13639588 -0.036172 -0.73303358 -0.20158556 -2.41651865 0.3259568 2.1752787 -0.55819131 -0.32800862 0.03081909] Distance 10.820525633182383 Each least square approximations [ 4.72998755 -1.60525658 -1.49788275 -1.03891432 0.36227736 1.92163942 -1.38268237 -2.32093237 0.32803299 1.14253611 1.79477947 3.31191306 0.24718824 0.11650057 0.1228444 0.36218979 -3.18902384 0.87214369 -1.35905063 -0.49094392] Distance 11.434217560273122 Each least square approximations [-5.17252157e+00 -8.29886796e-01 -1.71469034e+00 2.56860201e+00 -3.33871128e-03 -1.42191915e+00 1.44714176e-01 1.22743789e+00 1.00634733e-01 2.74782006e+00 -5.82062399e-01 -3.81790765e+00 6.85078364e-01 1.69090225e+00 -2.13331912e+00 -9.70429192e-01 7.52458668e-01 -4.84079046e-01 5.93807526e-01 -4.85349580e-01] Distance 11.214371533994616 Each least square approximations [-10.5427556 -2.15640999 5.11985622 0.61238233 4.73909331 -0.41009499 -1.16784458 0.79967523 0.55875438 -2.43936865 -1.73347428 -0.45029411 -0.70703764 -1.71044686 -0.53828262 0.56937048 0.96811929 0.579418 1.58887163 1.15844907] Distance 3.848564524285881 Each least square approximations [ 1.54273035 -0.3803114 1.79520545 -0.82803906 -2.60812746 -0.46477722 -1.91081051 -1.83504234 -1.43114817 0.99921231 -1.97497686 0.33403012 -0.12446179 -2.03504763 0.25745496 -2.03078289 0.47363619 0.13673315 2.49345549 0.12135773] Distance 12.574897219634833 Each least square approximations [ 2.83206059 -0.07630402 2.84276976 -1.51011685 2.89780127 -5.39496801 2.28950256 -3.0209452 0.79550097 3.97151422 2.58195934 2.53851292 -1.58133844 1.09881598 0.11538948 0.0656814 5.82702039 -0.95276462 2.62449477 -0.63724687] Distance 7.404194813785443 Each least square approximations [-3.63864086 0.36693009 0.74103834 1.90625925 -5.50301885 2.52848494 2.13465555 -0.05210864 0.17060704 -3.40823655 -1.13478261 0.06558902 2.33315227 -3.19869131 0.55344376 -0.60119202 -1.94735599 -0.262496 0.96444162 -1.7353487 ] Distance 10.227561308048156 Each least square approximations [-1.97755272 -2.74589139 2.10641472 -2.78842384 -0.73831219 -3.32985653 -0.71436716 3.22601605 -1.26381276 -3.14805045 -1.30413561 -0.24576842 0.60543346 -1.75609723 0.47429047 0.95022373 0.44265803 1.97686559 0.44715356 0.47656709] Distance 11.484236838897635 Each least square approximations [-5.1649652 5.01318137 -0.16765578 1.17534717 1.95778857 4.26629898 2.29855031 3.97333952 1.64769177 -0.54095371 1.29711948 -1.41493489 1.57485531 -1.18694007 -0.2465335 -0.2800797 -0.15517057 0.69566444 -0.09505277 1.65487062] Distance 9.496301026147352 Each least square approximations [ 6.30007389 5.56172293 -4.75242469 -1.14041946 -1.46784675 -1.38035888 2.09180967 3.20513878 -2.70050242 0.02513316 0.28013849 -0.77347738 0.49922851 -0.91110149 -0.99378673 1.207118 -0.54592431 1.67265448 -1.47318443 -0.1354163 ] Distance 8.395366102382187 Each least square approximations [-0.04620123 1.01896171 -2.16850382 -3.93153057 1.76922994 1.14753213 -3.95262865 -2.99620674 0.04981697 -0.18438428 2.47695343 -1.4209708 1.24783829 -0.79948571 -1.95528223 3.64322682 2.44782041 -1.83949109 -1.04179085 0.93659248] Distance 10.555106577735707 Each least square approximations [ 1.9058186 2.07474384 -2.33467485 -2.58673533 3.61094218 0.26721527 -3.12998687 -3.40780412 1.92080507 -0.55487308 -0.49342508 2.24216734 -0.77204161 1.6326245 0.41729801 0.90123722 -1.99228318 -0.75519981 -0.16334442 0.44161847] Distance 11.296148260185971 Each least square approximations [-1.01695343 -0.00931712 -1.11253394 2.6343306 -0.40599072 -2.27349039 1.53864659 0.26592735 1.95014831 3.84572968 1.05029793 -2.6590306 0.01210632 -1.94950428 -1.75200609 1.90543749 1.04131783 -2.38895483 1.668907 1.72813241] Distance 11.56137067943754 Each least square approximations [-6.66877696 5.13226667 -6.21592718 2.46974802 -0.77739016 -2.12692449 2.42023394 -1.75844563 -3.27165678 0.11438892 0.06768488 0.21385391 -0.3867277 1.4302516 -0.11226459 2.72198953 -0.60236982 0.95403854 -0.81978219 -1.65634224] Distance 7.680356154817129 Each least square approximations [ 9.13796267 1.74495227 -0.49288324 -0.9625068 -0.84971001 5.20889597 -1.68374932 -1.31281912 1.35166257 -2.22382808 -0.28726168 -0.53898367 0.92731799 1.04672048 -0.66913594 1.32594193 -0.08975227 1.44148661 0.45002507 0.11225747] Distance 8.941529400783816 Each least square approximations [ 9.31142506 -1.06154446 -1.52079902 -2.90025486 4.70495282 2.86687427 -1.65736677 -2.42410094 0.11270548 0.96717916 0.88110425 0.28989669 -0.37104464 -1.3836687 1.12837713 0.4344018 -2.31735244 -1.28967289 -1.21325725 0.2503837 ] Distance 7.890835710185749 Each least square approximations [-9.57299448 -2.42217925 -4.57958497 -2.8430877 2.35390133 -0.24202196 1.40237859 0.6454434 0.80312063 -0.3256564 1.71992108 4.3441724 -0.7475276 -0.26902646 1.09400364 -1.39671283 -0.5400252 -0.27871801 0.12276243 -0.90397703] Distance 7.181888364315385 Each least square approximations [-12.43968804 0.11353257 -3.5184409 -1.863809 -0.12862332 0.35432954 1.02156943 -0.75534645 1.42724741 -0.2377281 -1.18347017 -0.70213024 0.41416159 0.52629766 0.388247 0.78320718 -1.29185396 -0.16344937 -0.11488276 0.50706007] Distance 5.844195988482831 Each least square approximations [-9.90999927 -3.82226295 3.8021445 -1.03267989 -1.59469727 2.14849265 -0.57004246 -1.06971217 -0.21245488 2.28333551 1.22691535 0.37287486 1.71646729 0.57210621 1.98646271 -0.47320915 -0.27358278 -1.67875477 0.2832468 0.11244842] Distance 7.706304244880321 Each least square approximations [ 8.74780016 -0.99308137 5.33187995 -1.73199879 3.69193778 1.36142315 -1.1406763 2.122081 0.7415312 0.94254536 2.17684606 -0.81717049 0.61521189 1.98456503 0.73285002 0.6879056 1.17723778 -2.92292575 1.58840848 -1.10020537] Distance 7.591209866233255 Each least square approximations [11.68734163 2.53843437 -0.50545858 -4.78211626 -0.90848517 0.92457402 -0.95582007 -1.7998409 1.66726635 -0.45919722 0.13798834 -0.11601858 -1.52144247 0.96299131 1.256961 -0.64363384 -0.28791587 0.05310534 1.34147844 -1.86543603] Distance 5.2980158339814825 Each least square approximations [10.84705813 -1.26402165 -1.23886582 -3.71799892 -2.35003741 0.01630664 -0.12371738 -0.84523325 -0.4591945 1.46176599 -1.39332868 0.72922336 1.41766005 0.08799756 0.73197638 1.39591402 -0.04347709 2.01290784 -1.48161145 1.5453996 ] Distance 7.406847864691945 Each least square approximations [-12.77770842 2.99185276 1.23188835 4.12106372 0.94515868 1.66627728 1.75664532 0.49434579 -0.69677037 0.52214428 -0.62602823 1.16425133 0.0836444 -0.1313087 0.87815751 -1.05292324 -1.0810932 -0.29869214 0.0752943 0.04165854] Distance 3.208093764158384 Each least square approximations [-8.90996715 6.46646447 -2.55841443 3.22901722 -1.09464548 -0.7071754 0.81962316 1.15886541 0.12200342 -3.27879339 1.52204714 -0.41557261 -0.58791278 -0.95725954 0.35601671 1.30691442 -1.17691806 0.21807565 1.3382891 1.17871973] Distance 7.144557133101985 Each least square approximations [ 8.95818632 0.86233325 0.57016393 -1.63680183 -4.73837195 2.21563412 -2.33541137 -2.01461701 -0.33158913 1.41813692 -0.95835895 -0.58864729 -0.38659549 0.4739676 -0.34370128 -0.34817266 1.70418152 1.34766032 0.14002553 0.49729333] Distance 9.167294629144529 Each least square approximations [ 9.53574872 -0.72224757 0.49511926 -4.32175002 2.38727416 -1.0711098 -2.01591786 -1.55840612 0.47522994 2.29320191 0.15970231 1.61239872 0.49530847 -1.84142732 1.29460424 -1.39811328 1.61367784 -0.76849745 0.61965647 -0.30288775] Distance 8.434229027502205 Each least square approximations [-8.32729611 -4.66517774 -3.48007088 -1.45435296 -1.09349814 0.06375274 -0.01168064 -0.26812934 -1.18847415 -1.93958967 -1.8151721 0.16770025 1.64304878 -2.01682006 0.39747959 -0.56073071 -3.1778783 -0.08563808 -2.95637165 -0.29879533] Distance 8.521663930258898 Each least square approximations [-9.15268751 0.70566433 2.46316867 -4.14390478 -2.37385693 -2.43724407 1.23417615 0.12285193 2.61573666 -0.95429405 -0.39106808 -0.72782891 -1.87414207 1.74634752 -0.6062176 1.08740162 1.88710902 1.68047443 -1.10148502 0.27120347] Distance 8.309941132226218 Each least square approximations [-10.38789625 -2.07605479 3.64125705 -0.38887113 0.40275246 -0.28799229 1.59567537 0.04563159 1.98151327 -0.3453773 0.18277017 1.05531389 3.60657382 0.38686113 0.1404744 1.37947364 -0.67334305 1.56127958 -0.53240444 -0.96954163] Distance 7.815903105017212 Each least square approximations [13.49599304 -0.85942097 -0.24820944 2.63483426 1.12934576 -2.61141375 -1.12481956 -2.0366614 -0.19851002 0.78629905 1.59840915 0.23779088 -0.1568162 0.42982231 0.05721698 0.25908519 0.22295707 -0.14763826 -0.38449133 0.35307629] Distance 2.571319521289585 Each least square approximations [ 8.16460847 1.29226515 1.41842717 -2.61620236 3.02661414 0.79199067 -1.89391799 -3.45253735 1.35003317 -0.32824664 1.06587622 -1.01995747 -0.27442913 0.14386788 -0.62305352 0.23612804 1.07948061 -0.09059824 0.67947649 0.51789353] Distance 10.240368858562324 Each least square approximations [ 8.79740496 0.01640619 -1.25632897 -4.38850316 1.1884312 0.74347284 -3.52276062 0.80153015 1.56865948 0.4305552 2.1366375 4.09082819 -0.12765794 1.87923697 3.36370088 2.90782851 0.51663009 0.68502661 -1.61330728 1.9499911 ] Distance 6.80017507624037 Each least square approximations [-8.2809361 -1.34256539 0.85130963 3.0921082 -1.51700866 -1.11551449 0.26286201 2.18327418 -0.58970393 3.92779924 -1.63497789 0.2207609 -2.67164277 -0.37344384 -0.2916396 2.61071728 -0.90768508 0.63570147 -0.66653078 2.23644232] Distance 9.246843592307924 Each least square approximations [-8.20106306 3.3315909 -3.63912272 -0.54371415 -1.29385995 -3.00993177 -2.98060884 0.8447481 1.18640347 0.74949242 -2.88058405 3.5160295 -1.5088927 0.49439884 0.47424162 1.37871143 0.72420519 0.89279843 0.89827686 1.97478877] Distance 7.973553628325146 Each least square approximations [ 6.08179815 1.96486159 0.52186704 -1.61817593 -1.40406216 1.4088852 -2.89388248 -2.90796743 -2.00559919 -1.44946749 -3.18374913 0.01620192 1.94485948 -1.18471528 0.76206328 -0.87418505 0.14242988 1.33317261 -0.45440329 0.07146203] Distance 10.9445131411683 Each least square approximations [ 9.45835108 5.01862164 -0.28282072 -4.19389256 2.37397457 -3.29167403 2.77907705 0.60480899 -3.09796138 -0.9270052 -1.46247459 0.86834249 -0.85799631 0.4709376 0.77482095 2.37134124 1.01857252 0.26899686 0.64626802 0.94622927] Distance 5.411085267573821 Each least square approximations [-9.5314996 -1.39680881 -0.55394238 1.088831 0.22453028 -0.26165992 1.51846771 -0.73629895 2.91011688 -2.99417964 -2.50315175 -1.84289563 -2.49640301 -2.27364428 0.55882054 0.65054153 1.14181407 0.39676515 -2.39954636 2.01491017] Distance 7.8318557580694375 Each least square approximations [-6.09036757 -0.78509408 1.60199002 -3.44687512 -1.09994096 -0.95515962 -2.68210686 -2.64937044 0.22803983 0.40327398 1.12315775 -1.3650518 -0.99991972 0.30493936 -0.43485382 1.66644977 1.62339322 1.37019664 -2.24306566 1.5039695 ] Distance 11.018780695019057 Each least square approximations [-7.30701588 -0.88017782 1.22159527 -1.53031306 -2.47174111 1.80093057 -1.46851431 -0.52581742 -0.41024443 -2.01890628 -1.94183103 1.63407256 3.60287803 -1.7681377 -1.36432824 -1.71923626 -0.49426726 3.09062795 1.22787254 -0.32621204] Distance 9.813381488454805 Each least square approximations [ 8.32327378 1.06695803 1.80146682 -1.49820925 2.71047231 0.0754321 1.61499091 0.15559174 -1.58386454 0.79699005 -1.20342633 0.4583075 1.44670886 0.69576041 -0.21391017 -1.54794572 -0.27811431 0.02346983 0.31965663 0.75533108] Distance 10.613568291882745 Each least square approximations [ 7.57356552 0.16124268 2.42841677 -0.2384354 0.66150052 0.16870812 -2.61309998 -0.7155046 -0.23331171 0.78386881 4.35376149 -2.48570396 0.88957914 -0.57663602 -0.10832839 2.45724051 -1.29215507 -1.09634971 -0.50819215 -0.0814723 ] Distance 10.092134437636712 Each least square approximations [ 7.30421406 1.26632599 0.56389055 -4.88179295 1.29083536 -0.72015198 0.3267086 0.16212528 1.70013028 -2.45794785 -0.13821943 0.23275472 -0.14705623 -3.17540058 2.21358204 1.34129299 -1.1641744 0.11652575 -1.40154522 0.50070298] Distance 9.91431218554591 Each least square approximations [-5.88115143 -0.89893417 3.1004198 0.5031403 -0.82185229 -0.53376019 0.90207502 0.63003665 2.03720739 5.00736577 -1.25831904 -0.48877485 1.0767042 -1.96948892 0.38458861 -0.54537319 0.05821866 -1.34134357 0.16421834 1.16916521] Distance 11.043115915986752 Each least square approximations [-7.3307363 3.85033329 -3.4198365 -0.30045226 -1.02510395 -3.7365573 -2.62855581 0.77920247 0.82163721 0.64827437 -2.63321061 2.32015606 -1.8273329 0.49524864 1.51201989 1.62970008 -0.06671531 0.34831156 1.76307723 2.45344494] Distance 8.532116370677022 Each least square approximations [ 6.46487615 1.73960689 -0.08955472 -1.62327771 -1.89111916 1.49609949 -2.79464401 -2.17335759 -0.71785696 -1.06776251 -2.5172976 0.54451403 1.56054516 -1.33182382 0.99135935 -0.65810559 -1.17970264 1.13974358 -0.18339885 0.24253082] Distance 11.151681151428166 Each least square approximations [ 9.67034578 4.52742536 0.80356122 -4.52763267 2.08730927 -2.22715445 2.39548673 1.66223611 -3.99732641 -0.3868142 -0.57027145 0.85287373 -0.33448806 0.03465961 2.25720965 1.53708321 0.62867561 0.2061936 1.24700761 -0.11722164] Distance 5.209034077786835 Each least square approximations [-8.5902223 -2.38668769 -0.74581813 0.45688081 0.60112048 0.64349448 2.15862568 -0.62627752 2.89203411 -2.4289692 -2.70770343 -1.21847436 -3.0899654 -2.8955303 0.12222826 0.26307221 1.79963911 0.53078245 -1.97608191 2.06383148] Distance 8.246663063574772 Each least square approximations [-6.64089346e+00 -9.54980577e-01 2.21744665e+00 -3.12504865e+00 -4.91818349e-01 -9.25206117e-01 -2.01500538e+00 -2.83892882e+00 5.59253880e-01 6.06009696e-01 1.68092211e+00 -1.66239407e+00 -6.18109872e-01 7.63566139e-01 -4.94700358e-01 -7.88745012e-04 6.62666283e-01 1.76011738e+00 -1.37071731e+00 1.43887399e+00] Distance 10.908232819033685 Each least square approximations [-6.82023273 -1.71170529 2.05498375 -1.36203131 -1.6189091 2.07673187 -1.75929542 0.01075738 -0.53616175 -1.21797515 -2.05786945 1.97162719 3.41585215 -0.51966513 -0.32789154 -1.40753078 -0.57523161 2.55768883 1.93091831 -0.64637494] Distance 10.313954209268859 Each least square approximations [ 8.24990026 0.47228149 2.51121843 -1.0841508 2.91580369 -0.47415313 1.08385312 0.1361529 -0.81247706 0.3964181 -1.67264487 0.11508646 2.85611802 0.6933181 -0.29761393 -0.99755852 0.31200476 -0.18499332 0.07926001 -0.61173248] Distance 10.359598104175076 Each least square approximations [ 7.66918452 -0.2418176 2.04049811 -0.37107531 1.54426164 0.19011576 -2.36568655 -1.43292422 0.11583676 0.53157583 4.32145366 -2.46799143 1.00167143 -0.32041309 -0.02368865 1.40442266 -1.55852192 -0.08043012 -0.39188851 -1.00355894] Distance 10.09380990563091 Each least square approximations [ 7.19075318 0.91891337 1.42835042 -4.38844507 0.7222328 0.04925209 -0.46107165 1.42804674 1.88501359 -2.01202704 0.05002603 1.02025613 -0.28946554 -3.32831305 1.53818652 1.04972863 -0.60503911 -0.16293023 -2.61782563 0.51109347] Distance 9.973052586203295 Each least square approximations [-5.96179044 -0.60226403 2.92094606 1.17723036 -1.32181266 -1.10326561 1.28812864 1.42484217 1.69604168 4.36140002 -1.36202478 -0.73096957 1.34404487 -1.59821795 1.28705462 0.56059829 -1.02204866 -0.90147382 -0.03179956 0.90839167] Distance 11.004037727084455 Each least square approximations [-6.06434738 5.38595461 -6.82072376 4.08000786 0.61537549 -2.95461804 2.66850342 0.31629948 -2.15132571 -0.81948556 -0.26494625 0.70578558 -1.03957968 1.09182454 0.90161613 2.12411064 -0.49009505 1.51960183 -1.19420661 -0.21707736] Distance 7.63481764771988 Each least square approximations [ 9.29788341 2.0547112 0.03988302 -1.15902601 -0.26487755 6.39397744 -3.55015146 -3.56604224 1.82803435 -0.06312617 0.81968275 0.35885876 -0.28689047 0.96021202 -0.67504206 0.04298217 -0.75342359 0.28686041 0.81040672 0.79668483] Distance 7.431106752217385 Each least square approximations [ 9.75524937 -2.73142049 -2.4977862 -3.17610488 4.31627989 3.22790044 -1.57978582 -2.74998838 -0.67977529 0.08906414 -0.28725941 0.92952801 -1.56673465 -1.81127125 0.82503405 0.21461154 -1.06289814 -1.87142667 0.19435597 0.3577993 ] Distance 7.094035582633846 Each least square approximations [-9.47455282 -3.63544816 -5.57774422 -1.47517457 2.34663282 1.32988888 0.59392911 0.6136443 1.1368533 -0.94677401 1.67810926 2.49919159 -0.11943292 -0.83653857 1.52499484 -1.11190343 -0.87183868 1.10395343 0.10143952 -0.99240593] Distance 7.6344800139123175 Each least square approximations [-1.32089693e+01 6.72306759e-01 -2.80085720e+00 -3.27650804e+00 4.98409253e-01 3.01896877e+00 -4.70745243e-01 -1.85803458e-01 1.31473833e-01 -3.91922411e-01 -1.20288312e+00 -2.76668655e-03 7.25678254e-01 1.20044942e+00 1.37543385e-01 3.21238101e-02 7.46569330e-01 4.30149091e-01 -7.15041505e-01 9.12475153e-01] Distance 3.498865735532028 Each least square approximations [-10.15772948 -3.41336784 5.86077704 -0.93993537 -0.9444366 2.30581529 -0.96903196 -1.5331364 0.44091544 1.82983205 -0.50826632 0.3026808 -0.18977609 0.16402447 0.74745481 0.77140134 -0.15316156 -0.61017064 -0.69903461 -0.14262251] Distance 7.448933878517832 Each least square approximations [ 9.51771576 -2.29894111 4.67923242 -2.08884367 3.94897434 1.78183384 -1.66823184 1.34054361 0.80201727 2.51617413 2.16238316 -2.43084879 1.11744197 -0.11442881 0.24534036 0.05065657 0.97173801 -0.54314681 0.82803551 -0.32687155] Distance 7.393658733440805 Each least square approximations [10.99204264 3.465272 0.86061797 -5.42430447 1.4447314 1.14661437 0.73017257 -2.31820365 -0.34855454 1.03269886 0.85133442 0.07345236 -1.80832485 1.68204839 1.31682116 0.6409683 -1.01884746 0.85020245 0.95224039 -0.52101946] Distance 5.971115549160481 Each least square approximations [ 1.08608291e+01 -3.43487534e+00 -1.05531365e+00 -4.25433175e+00 -1.69386244e+00 -1.47703118e+00 -1.27960354e-01 1.34102410e-01 -7.05239876e-01 2.42884511e+00 -1.37704385e+00 2.16006083e+00 -4.74815775e-01 -8.23743023e-01 8.79805321e-01 2.36908035e+00 -8.73398632e-01 1.91344169e+00 -7.38676764e-01 5.30494513e-03] Distance 6.464396291457733 Each least square approximations [-11.89904039 0.78214786 2.44083722 4.79512665 1.52998938 0.62067779 0.05384024 -0.09535515 -0.33109647 1.60949684 -3.02338912 0.46210542 0.71115773 -0.01329022 -0.59965455 -0.4583471 -1.373562 0.83647391 0.62536074 1.88780064] Distance 5.244273308622263 Each least square approximations [-5.54104129 4.3053715 -5.29309861 3.42548258 -1.75752744 -1.98304738 1.31524085 1.10705202 -2.49392442 1.488193 -0.3237044 0.19489577 1.27468221 -0.63357334 0.22029052 2.38884083 -0.10123358 1.27999861 -1.36800884 -0.02553723] Distance 9.333979049961062 Each least square approximations [10.05832627 -0.21919312 -0.92151154 -1.09105519 0.48218252 2.31147905 -1.27214237 -1.44881446 -1.02711419 0.08104625 -1.31174488 1.51753032 0.64390962 2.16115822 -0.35120244 0.89599701 0.11824392 -0.06290384 0.03778838 0.47548559] Distance 9.059637077704895 Each least square approximations [ 9.34774692 -0.52252206 -2.92299598 -1.64651107 1.94673656 1.37080194 -2.3628696 -0.6586304 0.85930924 0.30831654 1.82201469 0.15641096 -0.24294941 0.40082352 -0.54347853 1.31993796 -1.45969002 -0.75096267 0.39516067 0.06236815] Distance 9.27823178867707 Each least square approximations [-9.84239506 -5.05319005 -2.98551875 -1.28025043 0.81649993 -0.18820645 0.50467999 0.52507163 -0.20491961 2.47327309 1.4585491 0.8272482 0.41139341 0.61743912 -0.88720212 0.15800468 -1.30288157 0.62187569 -0.27934125 0.31624443] Distance 7.6929458689145624 Each least square approximations [-10.46939221 3.62785094 -0.10733954 -1.09255476 0.33545068 -0.62443434 -1.67391527 1.21218168 -0.35382758 2.05784956 1.84950692 1.66021392 2.00038149 -0.73986649 -1.16516902 1.7078079 -0.25363912 0.70796371 -2.81882782 0.76558706] Distance 6.98307439967538 Each least square approximations [-10.13041203 -2.43740215 3.36768527 0.17288488 -3.64468686 -1.11526791 -0.10223337 -0.3678117 -0.72206485 -0.11530083 0.22784555 0.63920805 0.05957634 0.04450913 -1.24774973 0.40319024 -0.77877961 -2.20967757 0.9592143 0.45846405] Distance 7.875220122608466 Each least square approximations [ 8.51506275 -2.09554358 4.3950695 -1.65802248 1.62174881 0.95117969 -2.03156693 -0.05223935 0.5404984 2.03401209 0.13401014 -0.99974429 0.54070085 1.28529741 0.58833595 -0.94303315 0.40835487 -3.68865994 0.68110944 2.73274512] Distance 8.307221337947603 Each least square approximations [10.0126985 3.14131799 0.09240641 -1.91313461 1.54524077 -2.47395333 -1.30593922 0.52823764 -1.34932375 -2.46114156 1.63459214 0.01134397 -1.96301142 0.33350593 -1.32378054 -0.49872858 -2.02464486 -0.95195782 2.19198008 1.25942092] Distance 7.333075603094087 Each least square approximations [10.7730044 -3.2663402 -1.7344262 -2.0125168 -0.70972975 -0.4158385 1.52623372 -1.45409945 2.00500456 1.01134533 2.90831093 0.45127686 -0.87516249 -1.37519657 -0.53970287 0.34643927 0.61214643 2.49366748 -0.4794471 -0.19469752] Distance 6.590131455146266 Each least square approximations [-10.89630623 -2.44647639 1.36848474 0.46717095 -1.49929327 -2.66345343 -0.43982734 -0.23516546 2.34852891 0.25463121 -0.81991241 -0.66461234 -1.07810281 1.11408519 -0.5368749 -2.16921945 0.25727223 0.42774761 0.27109768 1.80655307] Distance 7.203825167725879 Each least square approximations [-6.52492646 3.16253298 -6.73188576 1.90751027 -0.64609616 -1.06378867 3.71107098 0.48098944 -3.08992893 -0.62007134 -1.17854713 -0.15144469 1.41058815 1.27849229 -0.22174391 0.5518596 -1.70119735 1.21871505 1.02959253 -1.32878892] Distance 9.098539543439216 Each least square approximations [11.58271607 1.1113052 0.56440856 1.68305967 -1.64492898 2.68900493 -0.91809096 0.5869575 -0.34526966 -1.16052307 -0.54832222 -0.67132517 0.1052136 1.35689997 0.63594517 0.33363986 -0.48182258 0.95766422 0.22808714 1.75691646] Distance 7.9908271431557685 Each least square approximations [ 9.31277482 -1.65354771 -4.14794754 -1.93854637 4.29018186 0.15462009 -1.24008721 -0.59344647 2.08950444 0.14993197 1.39960558 -0.63797015 2.15866239 -0.79534387 0.53054983 -0.06698083 0.09629266 -1.8147092 0.02213211 -0.93583765] Distance 8.668318170197601 Each least square approximations [-9.56366222 -3.212114 -4.52726423 0.06933094 1.263323 0.13342647 0.8460997 0.70822797 -0.33654049 1.38493511 2.60614161 3.41707546 -0.14685794 -1.19587291 0.21387087 -0.86799205 -2.35588951 0.35316515 1.99769463 0.93000775] Distance 8.000098450576138 Each least square approximations [-11.02119743 4.09025413 -2.11653389 -2.82370106 -1.56066539 -2.13459571 -1.28285371 0.29325501 1.371851 1.04879197 -0.44130084 0.32744669 2.37843331 -1.72644618 0.48254019 -1.0884061 -0.33571013 0.96313819 -1.96452832 -0.51264889] Distance 6.672398812327761 Each least square approximations [-10.63220803 -2.41068942 3.85270528 -0.86725698 -2.18022608 0.45984244 -2.47373913 0.11554327 -1.42597923 1.49253125 0.15370097 -0.02184914 -0.26562424 -1.23734099 0.62094679 -0.05062395 1.00046475 -0.76631667 0.20796339 -1.14462022] Distance 8.223834711364724 Each least square approximations [ 9.01089269 -1.96769983 3.72486156 -3.07144073 2.82943773 1.43581213 -2.15041787 0.78001795 1.29491735 1.26174429 0.15256868 0.34843611 0.75538213 0.90964143 0.63221284 1.09944465 1.5165178 -2.26451456 2.65555409 0.56164574] Distance 8.803668240296876 Each least square approximations [11.10062484 3.88912581 0.64104234 -3.87642219 1.24943755 -1.62963712 -1.02545891 -0.62303322 0.21189351 -1.98852725 -0.09685119 0.52370122 -1.19228575 -1.29167989 0.26077789 -1.6318039 0.72983821 -0.55917104 1.36547294 -0.14302826] Distance 7.079481627023215 Each least square approximations [11.66741601 -3.77172281 0.02856386 -2.26765763 0.21929125 -1.47300251 1.21124898 -1.37427995 1.50860297 2.02878106 -0.11797974 1.10083341 2.43315922 0.50658702 0.84124464 0.32997929 0.79738095 -0.81886652 -0.34063756 -0.25743704] Distance 6.724977881720009 Each least square approximations [-1.26767665e+01 -2.33331470e+00 1.13973150e+00 2.30333445e+00 4.70636376e-01 -6.06706780e-01 -5.61571653e-01 9.92023666e-03 6.57294847e-01 -1.06493972e+00 2.85981940e-01 -1.00904502e+00 -5.99731222e-01 2.64805124e+00 2.21705927e+00 -2.27814181e+00 1.39332156e+00 -5.24157043e-01 -9.23309573e-01 1.60642130e+00] Distance 4.790581432188914 Each least square approximations [-5.82639019 4.00998767 -6.83675592 4.5800605 1.62766874 -1.82593026 2.66343433 3.54259132 -2.57354988 0.05889534 0.22903063 0.0588808 1.61357824 -0.05658968 0.33395973 0.69522634 -2.05754501 0.93325053 2.36288572 0.31776702] Distance 8.178533830506462 Each least square approximations [14.49598804 0.54856673 3.4227748 1.20795899 -0.63516247 1.51719326 0.53190019 0.01572735 0.24602293 0.40043811 -0.09108975 -0.3006494 0.71119104 -0.10993255 -0.02917966 -0.202833 0.01855212 0.06986261 -0.83327522 -0.21984323] Distance 1.6457635585374009 Each least square approximations [10.47011093 -3.68081881 -4.68261109 -2.77720118 1.91358969 -1.27699091 -0.9586908 -0.45829486 0.80844532 0.57681053 0.50439562 1.4492833 1.22987218 -1.04833109 1.94345183 -0.47364463 -0.0212957 -0.40400276 -0.97724967 0.01858162] Distance 7.786360274780143 Each least square approximations [-9.04214957 -4.17325347 -5.76348789 -0.01673878 1.83219776 1.94944589 1.50388143 0.26599168 -0.69933217 -0.67426503 0.99573174 1.43815245 -0.25911618 -2.04178659 -0.14724123 0.55238796 -2.72488497 1.19447432 0.95670222 -1.3539964 ] Distance 8.299551165588337 Each least square approximations [-10.70256496 4.9523189 2.46929496 -2.60569913 -4.77546331 -0.92709759 0.07956024 -1.01509067 3.42501567 0.42462067 0.26596884 -0.50588397 1.33178035 -1.62049324 0.43945112 -0.34565879 -1.0122871 2.12878249 -1.41117713 1.00832109] Distance 5.362858621847262 Each least square approximations [-10.04485304 -1.72215925 6.5138684 -1.268874 -1.56165264 1.12079024 -1.93993615 -0.98636741 -0.27083714 -0.6593892 -1.41180548 -0.77875873 1.27296921 1.4196031 0.81758766 1.11941911 -0.42971538 0.80029997 -0.37685542 -0.09803477] Distance 8.05946774074083 Each least square approximations [10.87894757 -3.94662307 2.98373256 -4.16529017 1.32135938 0.67110399 -1.41562716 1.45133897 2.10900683 3.44857203 -1.76823922 1.96773139 -0.30451976 -0.16979503 1.73007859 1.69428218 0.13859044 -1.12951627 0.25914165 0.48605157] Distance 5.790005755932148 Each least square approximations [10.26102751 3.14061177 3.14616645 -3.3035902 3.63665053 0.53036147 0.55980841 -1.11768642 -0.12145212 -2.5547598 1.44939068 -1.18262703 -1.36488366 -0.64230707 -1.03775017 -1.80826971 1.0842488 -0.6741608 -0.28964062 -0.40678606] Distance 7.833109473586008 Each least square approximations [10.64875131 -5.21888995 1.81065598 -4.20571846 0.07023006 -0.30463629 -2.71569368 0.55542709 1.14721867 1.35958737 2.85426705 0.06632567 1.29734745 0.92962147 1.28839988 -0.05834421 -1.03282271 -0.39257147 -1.68769371 1.00656845] Distance 6.398763267799413 Each least square approximations [-10.84990217 -3.13326441 2.52833917 3.06057285 -1.82171374 -0.29860677 -2.37038091 0.62485485 -0.30920019 2.47552735 0.12280798 -0.58203138 -1.49022662 2.2057665 0.02444756 0.13535214 -1.30727351 0.21090428 -2.49405501 2.04672508] Distance 7.236960088342048 Each least square approximations [-7.72295674 8.26860002 0.90311227 5.30500437 -0.49194388 2.22155174 -0.41754653 -1.41861784 -3.408402 0.57597694 -0.40775418 0.89821188 1.99338296 1.73596245 0.83976192 1.35944259 0.71334521 1.31444241 -1.099157 -0.69008942] Distance 5.341894354651335 Each least square approximations [ 6.60261638 -5.02190893 -0.18213496 -1.13448622 -1.63334881 3.31477188 -3.38561948 -1.94686916 1.08737937 -0.51497383 -2.44321055 -0.24315687 -2.02450862 1.65988172 -0.13865609 -0.58166131 2.55706262 1.4043572 1.0643461 0.05018535] Distance 9.79181945715449 Each least square approximations [ 8.21661517 1.80029347 0.92659702 0.31722111 3.92709093 0.86980028 -1.96800425 -2.18937693 -1.24210695 3.87738535 2.33372602 1.56623047 -0.38150985 -2.02107378 -0.21776329 -0.48562678 0.62866883 -1.05825815 -1.74225815 0.40408569] Distance 9.433668215678754 Each least square approximations [-8.18920087 -4.81348602 -1.4566684 -3.6324386 -4.18595324 0.87711958 1.39564005 0.03860829 0.59902755 0.42622019 -0.79969246 4.08377302 1.99436239 1.1613035 1.92163004 2.20444472 -0.83869297 0.5249862 -2.1080044 -1.74527803] Distance 7.298055941042573 Each least square approximations [-8.87904915 -0.01834522 -1.76521762 -5.00057633 1.59022252 -1.50083086 3.3285029 1.61097841 0.89140711 -1.5094629 3.09107954 2.59223324 -0.35070121 0.69128883 -1.64415427 2.04724042 -0.33810496 1.95886157 0.94971922 -0.18426649] Distance 7.881025353409304 Each least square approximations [-9.10440653e+00 -7.58673559e-01 4.17205296e+00 1.30218823e+00 9.78718164e-01 -7.47892087e-01 2.64301826e+00 2.64030405e+00 -3.33806179e-01 -6.39218264e-01 1.16303264e+00 2.60820555e+00 2.42240370e+00 1.45617470e-03 1.04520417e+00 1.41985636e+00 2.91277739e-01 -1.57425484e+00 -5.33155741e-01 -9.04124318e-03] Distance 8.98415311303692 Each least square approximations [ 9.37347913 -3.17769335 0.58870721 2.02225921 -2.14954897 -0.83758773 -0.60612313 2.18544341 0.31554924 0.2882518 1.51798462 -1.65332641 -0.18571925 1.14820519 -1.40310072 0.39283949 -0.03390568 -3.73698463 2.59946065 -0.09453753] Distance 8.77300429765297 Each least square approximations [ 8.04102923e+00 2.60460627e+00 -4.70624751e+00 -2.40332264e+00 5.92867152e-01 -6.90649276e-01 -2.59088049e+00 -4.71336248e+00 5.23549917e-03 -5.63783565e-01 2.11534614e+00 -2.13377354e+00 -2.38384848e+00 1.89584057e+00 3.06900366e-01 7.16880868e-01 8.27775242e-01 -6.82372208e-01 3.18836358e-01 -6.12241820e-01] Distance 8.323108173984645 Each least square approximations [ 9.94901336 -0.51013324 -4.27164668 2.42313952 -0.04130756 2.39494665 -3.3706101 -1.85996872 0.93322703 0.09804609 -0.29010825 2.73691771 1.25485591 -1.58357534 1.33019426 1.6081771 -1.96153332 1.61161529 -0.57428027 1.61158019] Distance 7.005061226042712 Each least square approximations [-9.53517625 1.24964883 -3.47131459 3.49609778 0.73372004 -4.13262907 3.20718172 -1.40758807 0.94311724 2.46576214 -2.43358212 0.41684699 -0.5600007 -1.49442631 -0.22453776 1.67869359 -0.08399591 -0.51577943 0.61136644 1.48647208] Distance 7.161027629742294 Each least square approximations [-5.45888253 4.04978076 -6.19302367 4.42681246 1.58855371 -2.13900646 1.44743119 3.21915139 -2.36893299 1.56212485 0.36620997 -0.84356188 1.57051942 -0.20645014 0.5708725 -0.01275352 -0.92009052 1.67198562 1.88027226 0.09355259] Distance 9.258309727316947 Each least square approximations [14.95868146 -1.09928972 -0.43506921 0.13656146 0.50909208 -0.57079813 0.26039855 0.293998 -0.81076628 -0.2152611 -0.61933573 -0.18278293 0.16708675 0.06068362 0.43226966 -0.16183403 0.53440275 -0.04901419 0.0552415 0.02238548] Distance 0.8764385658485784 Each least square approximations [10.73252007 -2.67307636 -4.88331657 -1.58971921 0.13456987 -0.55022661 -2.05427782 -0.16421452 0.53025286 1.46545642 1.14898122 1.9143912 1.95994791 0.2291107 1.53698846 -0.40504077 0.18303172 0.2853032 -0.06548183 0.46539149] Distance 7.8037631215485606 Each least square approximations [-9.26570386 -4.56907466 -4.93779015 -0.47055935 1.05376702 2.4939098 0.94694584 0.17621208 -0.16310594 0.30523012 0.76177848 0.79372221 -0.72367429 -1.50264458 -0.04608811 1.73164548 -2.66405612 0.7638541 1.06165562 -1.91874254] Distance 8.315664942496888 Each least square approximations [-10.30843292 6.56566874 2.65042058 -1.84336454 -4.47232377 -2.38240903 0.77781814 -0.88083435 2.64744743 0.42139592 1.19687045 0.36484478 1.29758713 -1.86824668 0.06198158 0.77925692 -0.78354987 1.11230743 -1.3053648 0.66259674] Distance 4.7914815821221515 Each least square approximations [-9.67011755 -1.53796311 6.36461354 -0.59965119 -1.66310941 0.46186289 -2.09248394 -0.36309291 -1.38051337 -1.51703963 -1.28265669 -0.48630257 1.58843421 1.16297323 0.64298525 0.55627215 0.08263381 -0.08195202 -0.17158913 -0.30453251] Distance 8.560702793195553 Each least square approximations [10.17730087 -3.2657819 3.62506047 -3.39286538 0.90316456 0.87430918 -1.6104245 0.74405355 1.38309057 3.53309614 -2.89885849 0.81320005 -0.30657879 -0.6728439 1.60828411 2.27460433 -0.49492217 -2.52381769 0.2176387 0.98246706] Distance 6.732418184639677 Each least square approximations [10.18630413 4.14581033 2.31858191 -1.1579443 4.04512188 -0.44277008 -0.06242065 -0.79997899 -1.36814784 -3.43660681 1.47755128 -1.7869044 -1.5525898 -0.85928746 -1.84182097 -2.40064625 0.22231706 -1.12297497 -1.04862899 -0.97901598] Distance 6.98165088275084 Each least square approximations [ 1.09829687e+01 -5.30606270e+00 1.92804032e+00 -3.04482073e+00 5.74545085e-01 9.10592532e-01 -2.91576747e+00 -2.27874928e-01 2.01826043e+00 4.72944889e-01 2.99081495e+00 -6.21090740e-01 -3.57767794e-02 6.77892819e-01 -1.02490259e-02 -3.29712145e-01 -1.06946376e+00 -3.50689031e-02 -4.86955351e-01 1.78334967e+00] Distance 6.172666252560749 Each least square approximations [-11.0213796 -4.80098056 1.09785448 1.80082236 -3.2206479 -0.69792664 -2.42718062 -0.56864456 0.17901403 2.04091226 0.71908135 -0.24574528 -1.19451279 2.23378694 0.26902947 0.26187648 -1.62681554 -0.11785311 -2.83958653 1.21011645] Distance 6.227321615297879 Each least square approximations [-6.22671724 -5.56018102 -7.33595366 2.83059131 0.23523382 1.19776339 -0.66440345 -3.60043712 -1.77243299 -0.17886484 -0.91418674 0.39842431 -0.26977986 -3.08764585 -0.96347203 0.06736475 -2.04235315 -0.3087989 0.97834075 0.50743663] Distance 5.346630138958935 Each least square approximations [ 4.42903933 3.78599488 1.19471472 -1.12561553 -0.64522855 2.79876063 -1.27210376 -1.98160723 -4.85234167 -0.87898157 -1.60639834 -1.60940393 0.43016941 -0.17443166 0.21029869 -0.11549039 1.07960629 0.00996411 -0.02542999 -0.06070317] Distance 10.66841143128569 Each least square approximations [ 4.8442769 0.0572335 -3.7279379 -1.30007015 3.60855215 -1.4088455 -0.55859608 -0.9581892 3.49445609 1.02111013 -1.64592753 -1.41198338 -2.0322319 4.08193664 0.7400338 -1.31619279 -1.05711471 -1.42111392 1.0291033 -0.6612856 ] Distance 9.707138242089895 Each least square approximations [-5.50719915 3.00171778 -5.2412232 0.88285161 1.54682757 1.65827912 0.37817541 1.46427095 -0.76655887 1.64347417 2.31761126 0.01153678 0.4451691 -1.42550753 -3.15643961 -1.67837858 -0.23993249 -0.96163006 -1.52676079 0.82981413] Distance 9.617384845947745 Each least square approximations [-4.06192429 1.99702772 0.1391111 0.20694852 -1.9428088 1.79574975 -2.95981952 -2.03298951 -0.46092579 1.13601691 -3.35532121 -0.66823089 4.07305625 0.02115478 1.93971667 0.43089577 -0.50637478 0.80618574 -0.36716243 1.08153952] Distance 10.898904403860959 Each least square approximations [-6.74509789 0.19361989 -1.09873712 -2.02213417 -1.00754137 1.14267869 -5.06976648 -1.2096267 1.47140625 0.60819207 0.10226761 -2.09550076 -1.17492174 2.72392133 -0.06904593 -4.34055921 1.77187682 -0.44919071 0.66742177 -0.36012046] Distance 8.73901529368841 Each least square approximations [ 4.69404817 1.57429718 1.30128176 -6.90066084 1.75469619 2.15559078 1.75545072 -2.03663572 -1.57591174 -0.80179202 3.17118805 -1.37240411 -0.6712812 1.26343373 1.05625033 2.64794546 0.94586261 1.07243515 1.83440693 0.07928428] Distance 8.703384234564496 Each least square approximations [ 5.55766885 0.92649773 1.1724311 -3.94148421 0.27576622 0.55672245 -0.67174177 2.73543754 1.55444044 -0.99860716 0.26555317 0.65708428 2.55408788 -3.2997566 1.16383523 0.81662439 0.47546904 1.03448222 0.5411383 2.17667365] Distance 10.417952528566936 Each least square approximations [ 4.59787607 -1.15110146 -1.16683291 -4.29716255 -1.79804611 -3.19809109 0.81342449 -0.44280518 -0.85614077 -0.5378346 -0.37548326 -0.75956498 -0.08360657 1.11617547 -0.4270851 -0.21393628 0.80452688 -1.98590806 -0.31540327 -0.0507864 ] Distance 11.43066109809501 Each least square approximations [-5.07113232e+00 9.90172981e-02 4.65461520e+00 6.97922916e-01 -7.59992329e-01 8.16435100e-01 -2.21325548e-01 1.36379016e+00 2.05548371e-01 1.79433736e-01 1.41048968e+00 -1.31136514e+00 7.15292693e-01 1.00601437e+00 -4.59666283e-02 -4.08168284e-03 3.52936704e+00 -6.49028038e-01 -1.41404086e+00 1.72082371e+00] Distance 11.000263225311045 Each least square approximations [-4.51005378 -1.86585297 -6.92452522 1.6215368 -2.23817453 1.54490791 -0.83428949 0.74979062 2.63384522 0.07834284 -0.45599591 -1.20331735 -0.76940536 2.05912865 -2.7702672 3.75549367 -1.58436891 -0.9853741 -1.43589565 -0.8568413 ] Distance 8.675320048485181 Each least square approximations [ 4.66960776 3.09001677 0.74951845 -1.92169721 -2.08004256 1.51606604 -1.9342536 -2.9699935 -3.84104238 -0.58454421 -2.46556533 -1.29746199 1.04838616 -1.24039072 0.44564835 1.22557886 -0.01779253 2.24148867 -1.33905841 0.76261606] Distance 10.507700892825788 Each least square approximations [ 5.60044632 3.84963123 -4.65087594 -2.45554042 1.20041851 -2.27377023 -0.93254014 -0.99771078 4.40834753 -1.74658547 0.27349383 0.74400068 -1.12372671 1.2166185 -1.28586846 -2.66245044 -2.2863469 -0.15311527 0.56052993 0.00901756] Distance 8.793111879688938 Each least square approximations [-6.69196235 1.58341509 -1.81530254 1.29574276 2.38115186 -1.27739213 2.0275422 -0.25852876 -0.44198732 1.52374427 2.19893217 -3.64030841 -0.47874551 -0.47253608 -1.59465638 0.19168077 -3.4275425 -0.29681843 -1.99235765 1.94085701] Distance 9.635881356489792 Each least square approximations [-3.12025176 2.33420313 -0.33287878 -1.68106203 -2.96461895 1.77606505 -2.5527356 -3.09441137 0.87753154 2.16905021 -1.02356247 -1.89906679 -0.02757896 1.36801406 0.06636862 1.9477703 1.687129 -0.96694424 -2.18020891 -0.47653472] Distance 11.361548472411387 Each least square approximations [-6.90088187 -0.29891158 -1.5343058 -1.34332886 -1.96857186 -0.20483217 -5.08753211 -1.15865141 0.58355164 -0.45263909 -0.20716128 -0.42037266 2.69944135 0.83714414 -0.9381058 -1.13647917 0.73750646 2.03170845 0.38045393 0.20138244] Distance 10.050278160714884 Each least square approximations [ 5.66686317 0.34974823 0.58313019 -3.99437575 2.86409872 0.89124868 1.58897249 -1.35032066 0.49475172 -0.01679618 0.47444851 0.99464326 -0.46143264 -0.45892313 -0.86570774 0.32915112 1.26038064 0.13407705 1.91055338 1.83796522] Distance 11.249464567875846 Each least square approximations [ 6.17598597 -1.11835981 4.18932258 -0.89686754 0.2587914 -1.91048122 0.88195117 2.8989126 2.59254577 0.10469643 0.43081517 1.21045842 -0.16236258 -0.17162248 -0.68126333 0.38025154 0.71298652 -0.06707744 1.06638694 1.46465344] Distance 10.784843112799537 Each least square approximations [ 4.8943149 -0.8836693 -0.38533174 -3.44235119 -1.34176519 -3.43728864 1.05878275 0.44853772 0.50323143 -0.51886947 2.25992284 -2.60437204 -0.19353539 1.17302081 1.44799269 0.39259608 2.03502944 -0.35263392 1.0215102 0.41837547] Distance 11.250358245976743 Each least square approximations [-4.52013717 -1.18858589 5.3809603 -1.18263109 0.45840459 0.83624675 -1.78926464 0.4927021 -0.95715352 1.16066502 -0.7510084 1.63635414 -0.03379655 1.55834399 0.18413354 -1.24427499 0.89752784 0.44624036 -0.45282367 -0.03854179] Distance 11.511870878662654 Each least square approximations [-5.2924952 0.96036726 -4.45682455 0.75642635 -4.76350458 -0.3366742 2.49721078 1.49480323 -0.94837193 0.23004243 0.67589937 1.61329318 -1.39936354 -1.5940639 -0.44874886 1.82474339 -0.61879302 -0.49627408 -0.3602822 -0.13364384] Distance 10.165378017713834 Each least square approximations [ 5.03780123 2.58464299 0.94508662 -0.18387593 0.09246587 3.71064649 -2.20746907 -1.27828653 0.51653393 -3.24893024 -0.29374372 -0.44224818 0.11662669 0.49585232 0.94980766 0.71500282 -0.11680472 0.57750369 -0.79978447 -1.03691017] Distance 11.344021302067796 Each least square approximations [ 4.2797303 -0.65880422 -1.80967242 -3.89419241 4.15315137 0.76533851 0.45096119 -0.35157248 3.03884061 -1.566399 1.4438383 0.78299166 -0.66258191 0.52324295 2.17276274 0.41371129 -3.10173072 1.86111631 0.51830195 1.6643918 ] Distance 10.263130655359182 Each least square approximations [-6.60775321 -0.35293148 -2.8972582 -3.31781583 4.35909116 -1.53935617 3.57294553 -0.64626382 -3.7575409 -0.42112432 0.4656454 0.53102824 1.44165351 0.12778264 0.30927388 -1.60527921 1.39354505 2.02662298 0.03296348 -0.46070577] Distance 8.557345808308165 Each least square approximations [-8.1996154 -3.75368191 1.35874052 1.83872614 -3.57832496 3.33149424 0.32098122 -0.13816457 -2.1925402 -1.06464533 0.3628203 -0.06801481 0.39449902 -0.82426786 -0.03183287 -0.53312049 0.07383329 -0.9756796 -2.56034556 -0.67424051] Distance 8.429481881253139 Each least square approximations [-6.89613176 -3.89556979 0.03368823 0.52983546 -3.18488981 2.47487784 0.73523155 -1.93486598 1.07252722 -1.17176446 0.57278933 -0.75042466 0.17330631 0.55165132 1.90600185 -1.59481344 0.67174319 0.49904616 -1.63191826 2.27088888] Distance 9.735744550435884 Each least square approximations [ 4.89963819 -1.39771867 4.32659949 -1.38505703 3.12890093 0.81587167 -0.78768013 2.37186493 -1.22170983 1.31250377 2.46705587 0.45985017 -0.36917264 2.88420228 -0.07439866 -1.380361 0.5257918 -0.83894744 -0.43358587 0.29682042] Distance 10.600094552460495 Each least square approximations [ 7.61797542e+00 -4.07221421e+00 1.17954432e+00 -4.30150419e+00 9.81325240e-01 -1.24017733e+00 6.68916420e-03 3.20052353e+00 -1.18142439e+00 -1.77035040e-01 3.66228009e+00 1.98915886e+00 -2.23294078e+00 -7.92578306e-01 8.50969768e-01 1.81016492e+00 2.29655048e+00 -8.05948290e-01 1.65228015e-01 1.66009743e+00] Distance 7.240426217632752 Each least square approximations [ 6.1324478 0.48622028 -1.61144956 -3.5675712 -3.58468859 -2.91540105 -1.67830674 1.27815593 0.47337825 0.50512298 0.59796048 -0.3367696 1.44243791 0.3801392 0.10026329 -0.15429507 1.67335362 3.10014515 0.28136599 -1.58550893] Distance 9.980793771039039 Each least square approximations [-7.03924569 6.09681002 5.11671181 0.9084733 -3.91311045 -1.77544553 -2.98843922 -0.14279557 0.06145456 -0.08125779 -1.2026117 -0.4876629 0.78241811 -1.14584114 -0.67989718 -2.86067449 0.43177856 0.97743342 -0.01915326 0.62756412] Distance 6.46929724681257 Each least square approximations [-7.09179498 -5.56263249 -3.74298419 5.90431373 -1.80628246 -3.0761854 -0.97615508 0.39621173 2.98148696 -0.4448847 -3.57040035 0.30101137 1.09906922 0.49047277 0.758933 1.42840913 -1.06273068 -0.14699729 1.45953506 0.15720592] Distance 5.519378328201771 Each least square approximations [ 4.80711227 3.16356291 0.54050059 -1.88930893 -1.38569275 2.75790253 -1.75083035 -1.50649564 -1.67853332 -1.19213874 -1.36434045 -0.57836403 0.48644239 -0.688265 1.17236174 -0.27268085 -1.19878237 1.56382579 1.67883404 -1.91481692] Distance 11.52831601204126 Each least square approximations [ 6.46087217 0.43871361 0.22969163 -1.89683821 1.04795103 -3.01529211 0.74420093 -1.54089602 3.77585002 -2.13574262 1.64811254 1.7558015 -3.28023614 1.31403487 1.10194923 -1.37788747 -0.98685449 -1.29462024 2.68244024 0.10073965] Distance 9.742973530445468 Each least square approximations [-5.28003066 -1.1021414 -2.3054633 -0.48041992 -0.82803672 0.44076142 3.33062547 1.32531284 1.23538294 -2.13968476 1.91149002 -3.11599242 -1.56609322 -3.11931035 -4.5156492 -2.41878039 -0.66444226 -0.84177533 1.0094543 -0.18447395] Distance 9.759033235124473 Each least square approximations [-4.14776334 1.63306691 0.85707793 0.0192764 -3.14770473 2.18396623 -3.35031081 -2.34890898 0.11549532 -1.06714343 -0.89594027 0.23673755 1.3072834 1.91123011 2.78568204 0.69142178 0.8089289 0.22336411 -1.28129286 1.39515329] Distance 11.479282328029425 Each least square approximations [-5.43022483 -0.86537764 0.55746431 1.84978132 -2.50435703 2.38461102 -3.28274697 0.9736776 3.46365743 0.04061001 -2.37363666 -0.72311877 1.62136132 1.88425509 -0.86027132 -1.88211102 1.94711367 1.36192772 -0.68853241 2.25914321] Distance 10.30582990272126 Each least square approximations [ 5.13918504e+00 1.56332391e+00 1.74065438e+00 -4.89471140e+00 2.27337279e+00 -2.30270654e+00 8.33401271e-01 2.03652184e-01 -1.00843199e-01 8.26327044e-01 1.76249028e+00 -8.25724291e-04 -6.27638972e-01 -2.31454869e+00 -1.07630267e+00 1.88885581e+00 2.90846766e+00 2.45761737e+00 -1.77801751e+00 2.13850608e-01] Distance 10.230828600458045 Each least square approximations [ 5.63833503 0.43016924 0.19231557 -1.79648133 3.21002708 0.71367747 1.63858292 2.41229189 1.52169548 0.57369545 2.4971658 -2.6147296 1.73882018 -0.92611185 -0.0322725 1.51498243 0.77285734 0.7151032 -0.04576011 2.02495199] Distance 11.047116381277101 Each least square approximations [ 4.18873012 -1.37683394 1.01724621 -3.71382415 -0.24100329 -0.67796264 -0.66366924 -0.91763178 0.64212278 -0.56853421 1.81526982 0.04472205 -1.02705009 -0.81991931 0.02774412 1.3916008 2.18807753 0.74222144 -1.22369986 -1.37136433] Distance 12.29716039907847 Each least square approximations [-4.14971166 -1.15941278 3.97567543 0.20019453 -0.93411388 -0.26387505 -1.19086638 0.8592611 -0.18812786 2.80085468 -1.1708955 -1.39718126 2.75808245 -0.72511001 -0.07399805 0.19349155 0.74564175 -0.73698997 -1.22363718 1.31539124] Distance 11.936826516647102 Each least square approximations [-7.78857134 -2.35538613 -6.0786902 1.83540741 1.79565554 -2.92686242 -0.6848948 -1.69161626 -2.82344953 -1.338187 1.53026992 1.94629665 0.15316557 -0.32002152 -2.56438398 2.19003999 -0.76075825 0.07903887 1.12560023 1.64510388] Distance 6.495972659714031 Each least square approximations [ 6.63085328 3.26890836 0.4856846 -1.82367628 -1.79737925 3.09672415 -1.29956892 -2.006129 -3.45050128 -0.51224116 -1.00216572 -1.60487173 0.43406693 0.27012316 -0.33273163 0.91429225 0.54368822 0.36183161 -0.32257252 0.61523608] Distance 10.058940372988555 Each least square approximations [ 7.958388 -1.31560857 -0.82281633 -3.70388496 1.65609891 -1.75165044 -1.53452845 -1.81112022 2.16364244 1.35008094 -1.51347487 -0.32070209 -0.97041103 3.05105065 -0.73440206 0.63615998 1.05766324 -0.81089833 1.56257039 -1.26545682] Distance 8.886913555097573 Each least square approximations [-7.11302056 -0.11656571 -4.16587753 1.92875892 1.45661997 1.10655717 0.35506054 3.20260069 0.92057692 -0.23322305 1.01831983 0.03110232 -0.8691809 -1.92889218 -1.62121804 -0.75751102 -2.24677853 -0.25847155 -1.33884164 -0.4115288 ] Distance 9.679364067352484 Each least square approximations [-6.48047559 1.59509928 2.22730266 -1.34448399 -1.76420776 -1.20364125 -2.47353976 -1.84509324 -0.5772015 0.25173225 -4.55673711 -0.04740034 3.01895754 2.10222902 0.38890265 0.51591024 0.6600775 0.36814165 -0.14631193 1.31148267] Distance 9.64248684572592 Each least square approximations [-8.27618085 -0.48975762 0.23059837 -2.18864317 -1.86209998 2.76587591 -2.47915072 -0.95739827 1.29394861 0.91351011 0.6791617 -1.7863616 1.08967592 1.45271157 -1.54891987 -2.94698564 1.18964748 0.39978438 0.63496908 -0.23239668] Distance 9.025703768564535 Each least square approximations [ 8.55881502 4.35763628 1.06706886 -7.31766765 1.41182478 -0.11382602 2.04437926 -2.12753909 -0.15172139 -1.49387348 2.17908588 0.15924434 -1.64076541 1.19595059 2.17450483 -0.67873446 0.34046282 -0.96279351 0.23947766 -0.41355213] Distance 4.532600208992493 Each least square approximations [ 6.5935647 1.84567857 2.45249463 -4.30543109 1.50616508 0.80546312 -1.99872187 0.47190457 1.99171684 -1.45505227 0.3813894 0.30775035 1.57640658 -2.37212409 0.8094049 0.73710829 -0.45050834 1.17072027 0.98364983 1.27605939] Distance 9.870403409290814 Each least square approximations [ 5.96425975 -2.52709183 -1.38172883 -6.37849677 -0.58954412 -1.80858435 0.23726397 -1.42719659 -0.5029461 -1.58655261 -0.15874703 0.42533593 -1.390388 2.13704681 0.35622095 -0.33396047 0.55453559 -0.99022542 -2.24511922 0.86295398] Distance 9.420417082836728 Each least square approximations [-6.47831488e+00 -1.20031116e+00 3.98921636e+00 2.65608611e+00 -1.00810090e+00 1.15562483e+00 7.86674167e-02 2.71458164e+00 6.51202658e-01 1.33375134e+00 1.50061668e+00 2.56799667e-01 2.57354761e-01 9.10809293e-01 -9.37401405e-01 1.23086396e+00 2.08857497e+00 -1.43608207e-03 -4.30480591e-01 8.76576870e-01] Distance 10.323084474070248 Each least square approximations [-6.98947095e+00 6.65825002e+00 -7.54849898e-01 3.17720850e+00 -8.87547028e-01 1.68740865e+00 4.99423065e-01 -1.82267543e+00 -3.59964655e+00 1.97792871e-02 -2.87997093e-01 4.44001538e-03 1.95983814e+00 2.56305467e+00 2.18900599e-01 1.85007780e+00 2.39478931e-01 1.52654509e+00 1.06966753e-01 -3.48613202e-01] Distance 8.237254019735053 Each least square approximations [ 7.46408229 -4.9280954 1.92645871 -0.38278366 -1.17988213 3.26919437 -1.37174624 -0.63522156 0.05345656 -1.51145131 -1.00959045 0.43887455 -0.13780647 0.97880737 -1.00494948 -0.54971983 1.42566641 1.84160747 0.16212014 0.36628521] Distance 9.93763564218329 Each least square approximations [ 7.55623441 1.86830594 0.38471898 -0.24095997 4.76386339 1.71708197 -1.08767758 -2.28001889 0.09426983 3.43439774 2.39910805 1.23739051 0.00886297 -1.8400371 0.91978409 0.85246364 0.50843789 -1.64825203 -1.59933462 -0.14653492] Distance 9.269806549257607 Each least square approximations [-8.21945872 -3.3030654 -1.21267807 -4.59611134 -2.03233754 0.17253148 1.46005919 0.62047325 -0.03780998 0.45888605 -0.05444659 4.38400378 1.59340818 0.28712354 2.61828272 0.74375458 -0.54304953 0.83699754 -0.34926637 -0.97022767] Distance 8.311807151928184 Each least square approximations [-9.58081574 -0.23016967 -3.05670849 -2.60455171 1.49682434 -1.63183758 2.7351593 2.39557495 2.15184797 -1.25897407 2.26286235 1.02148712 0.77904341 -0.32774606 -1.43713191 1.68002774 -0.9753926 2.08538638 0.26462816 0.64377848] Distance 7.647817588064797 Each least square approximations [-9.3751862 -1.96141783 2.39201663 1.16121871 1.82269131 0.25808863 2.12903677 1.47189948 -0.68568007 0.33102771 1.34632053 2.01499341 2.19052115 -0.31842873 0.9031196 0.98364619 -0.12828733 -0.90885926 -0.08468734 -0.17218199] Distance 9.243187999344672 Each least square approximations [ 8.60248121 -1.72540204 1.85672885 1.01205866 -1.57164834 0.23431433 -1.44628359 2.27572195 0.69399657 1.99195547 0.45690577 -0.53198726 -0.27001162 1.88211623 -0.21513606 0.93219193 0.31633969 -4.86256658 3.02538377 0.05517334] Distance 8.64473156923081 Each least square approximations [ 9.14037203 2.21610126 -4.50021766 -2.10461473 -0.40571801 -0.69661191 -2.71405839 -3.79101838 0.35599846 -1.00753769 1.2896015 -0.25397159 -2.38319882 0.84853892 0.56149842 0.22887558 0.78054523 -0.98858598 0.09724053 -0.84439022] Distance 7.802461913196973 Each least square approximations [10.14474613 -0.95665065 -3.22707805 0.85449014 -2.08453111 2.21393687 -2.4468993 -2.82220855 1.71882377 0.69518739 -0.52195372 2.29790458 2.53526695 -1.69588626 1.12826023 0.55828627 -1.35101501 0.90427499 -0.540776 1.61037666] Distance 6.690981697750545 Each least square approximations [-10.51345466 2.37845779 -3.47694265 2.86338511 -0.64166344 -2.56241444 3.30831723 -1.25790305 0.31335623 0.95493545 -1.63561204 -0.12027916 -1.53273028 -0.14527087 0.08342966 0.43255957 -0.61924254 -0.31674447 0.43927343 2.07975884] Distance 6.411053449988365 Each least square approximations [-8.57426523 4.87159369 -3.72575294 0.09719574 -1.0964296 -1.86605105 -1.64755104 0.59463211 1.92142481 2.14216372 -1.60169054 0.16600108 -2.16439301 -0.42464966 0.77801219 1.62882976 0.35453657 1.09169327 2.08822941 2.77361874] Distance 7.467641982871821 Each least square approximations [ 6.93125771 1.33845523 -0.24982007 -1.49916614 -1.25715685 2.28535615 -3.2494044 -2.16888016 -0.77949812 -0.95531219 -2.75811127 0.29224174 1.08430227 -1.54939365 0.58999559 -1.08724502 -0.39349095 0.7506382 -0.47971091 0.46568023] Distance 10.832036004369339 Each least square approximations [10.00905801 3.35486223 -0.07677036 -4.34431077 3.05444372 0.10401995 2.4944946 0.43919828 -1.63939886 1.69947662 1.85077582 0.79123205 -1.52942911 -0.27727184 0.77893417 -1.18469778 0.01822441 1.35565095 0.39964929 -2.22381026] Distance 6.321349465527962 Each least square approximations [-9.75908298 -2.03037935 -2.10626099 -0.91669387 -1.38423707 0.13054307 1.18309912 -0.36855548 0.485563 -2.12735093 -1.88365472 -1.41724305 -2.35045906 -2.43867099 2.07390035 0.05085931 1.75969236 -0.27113489 -1.24963466 2.03336525] Distance 7.99750227026934 Each least square approximations [-8.03426269e+00 -1.24902245e+00 2.83040994e+00 -3.11431144e+00 8.02262567e-01 3.45004531e-01 -1.13192570e+00 -1.25404840e+00 1.20899371e+00 1.12875189e+00 1.69696793e+00 -1.23031447e+00 -6.30707920e-02 9.06903836e-01 2.12374924e-01 3.27993412e-03 6.43835283e-01 1.07345170e+00 -5.31257274e-01 4.15053473e-01] Distance 10.467528325833836 Each least square approximations [-8.37752037e+00 -1.14164693e+00 2.31816733e+00 -1.46880443e+00 -2.29711499e-01 1.28361602e+00 -1.87449128e+00 -3.63235809e-01 9.40070608e-01 -2.61937136e+00 3.63596984e-01 2.47788988e+00 3.15096862e+00 -1.74244264e+00 -3.51979930e-02 -5.58025167e-01 6.19998626e-03 2.09689298e+00 1.18814220e+00 2.09722979e-01] Distance 9.461327987573585 Each least square approximations [ 9.39041787e+00 -1.19323314e-01 2.27164682e+00 7.44559559e-02 2.33587779e+00 6.83946786e-01 8.06036029e-03 4.95507576e-03 -2.05676617e+00 6.36294277e-01 -2.93146488e-01 7.52772896e-01 3.28769589e+00 -4.88063102e-02 2.91663797e-01 -2.47547816e-01 6.98445115e-01 -4.03560202e-01 -1.44416407e+00 -6.12606410e-02] Distance 9.421120410632485 Each least square approximations [ 7.82531378 1.24254862 1.74256776 -1.83739668 1.43360449 -0.28071139 -2.40585951 -0.54343843 0.27550535 0.12298798 4.11628399 -2.19243437 -0.50307984 -0.68267645 0.54898892 1.4585226 -1.65465756 -1.63544696 -0.86479673 -1.1664147 ] Distance 9.854307744642314 Each least square approximations [ 8.70029012 1.34013959 -1.58137014 -3.93815986 1.61315393 -0.2245539 -1.37205723 1.68293166 0.47674677 -1.05089648 -0.46011717 0.60279583 -0.48710082 -1.33938509 0.63245547 2.03657747 1.22465666 0.69967828 -0.81166775 1.69669204] Distance 9.494547966494837 Each least square approximations [-7.03535787e+00 -3.68308650e-01 3.20283782e+00 1.84257272e+00 -2.33802649e+00 -1.10959240e+00 1.77749889e+00 3.75687106e-01 1.99808540e+00 2.48249248e+00 -2.19142249e+00 -5.20853747e-01 1.74536647e+00 -1.89047750e+00 -4.65322619e-01 8.11784260e-01 -1.72111036e+00 -1.30600084e+00 -4.95470162e-03 1.20549018e+00] Distance 10.241991167759124 Each least square approximations [-5.42306734 2.96181993 -5.83979865 0.93839641 -2.59415878 -1.7760096 1.66638762 -0.87867769 -4.50562333 2.08716869 0.97713915 0.39430785 -1.39861373 -0.54153188 -0.96462962 2.06014069 -0.75698327 0.56669985 -1.47053062 -0.29509816] Distance 9.087986145695703 Each least square approximations [ 6.60774142 1.87009275 -0.1650685 -0.81420625 0.22715112 5.23435108 -2.47140549 -2.17059926 0.89930554 -3.00148687 0.20201039 -0.6764219 -0.51259904 0.5436994 -0.01581898 1.08773826 -0.25243406 0.27420344 -1.9584089 0.52680232] Distance 10.15364314263372 Each least square approximations [ 7.22843448 -0.66715537 -1.81719024 -2.98970928 4.02248538 3.29746681 -1.17270001 -1.95097474 1.24040973 -0.53506457 1.44048455 -0.92442703 0.06189223 -0.01658177 0.85310676 0.09189617 -3.6542625 0.59167327 -0.59347083 0.95595278] Distance 9.374937276297475 Each least square approximations [-7.84474284 -1.00616891 -4.31517262 -3.46469308 4.25168959 -1.87938951 1.58367584 -0.00915122 -1.09655702 0.73742785 1.51787518 2.38047833 -0.17315108 -0.37891486 0.40978417 0.23982694 0.27123673 0.93043636 -0.46075404 -0.26274311] Distance 8.76894555930265 Each least square approximations [-10.89577042 -3.02138501 -0.75348664 1.09840197 -1.0389585 2.35674343 1.4206996 -2.25709209 -0.58587248 2.15619691 0.49898352 1.23421934 1.45887463 0.52117673 0.53920317 1.64653032 0.10613494 -0.15720297 -0.34756236 -0.63432553] Distance 7.0308033825734295 Each least square approximations [-8.1232126 -4.94264762 1.25745224 -0.48015634 -3.10747722 2.34059728 -1.4283716 -1.7669761 0.22800639 -0.28463768 3.00877357 -0.62950995 0.71948541 0.45193524 1.46232927 -1.09920653 -0.66192603 -2.35082051 -1.06922603 0.79340699] Distance 8.462385809012947 Each least square approximations [ 6.35779871 -1.43977795 5.28269555 -2.78956714 3.08187279 1.48288584 -1.53070629 1.64884039 -1.04520458 0.74387614 1.76914811 -0.19433951 0.81580886 2.88770259 0.73461628 -1.60365309 1.28245112 -1.2045238 0.9875525 -1.03822266] Distance 9.407734514536521 Each least square approximations [10.09646823 -1.02538426 0.74344695 -4.24680121 -1.45966661 2.06685648 -1.30600098 2.68552782 -0.58536904 -1.54139245 1.01802777 1.07759634 -3.22718194 0.28440767 1.14488269 1.54598763 -0.88672709 1.18983541 -0.2497832 -0.17374193] Distance 6.871656113062231 Each least square approximations [ 8.96294474 0.28003978 -1.63139109 -3.302982 -3.92177439 -1.93651031 -0.79113441 1.47282455 -0.1947019 0.86732996 -0.36640384 -1.85745787 1.15656016 0.73393924 -0.98280014 1.13895908 0.87620366 3.92739257 0.41048187 -0.50685686] Distance 8.03020396906768 Each least square approximations [-10.26659372 6.07915804 5.30605838 0.03607472 -1.81883068 -0.29963401 0.27723781 -1.17536727 1.26281806 -0.89959256 -0.22926821 1.83335074 -0.01534474 -0.1670768 -2.187812 0.43589506 -0.65613996 1.52485468 -0.48897415 1.12517587] Distance 3.8821365710994122 Each least square approximations [-10.55219926 5.53127867 -4.51990387 0.65533492 1.93214193 -0.82134087 -0.56697522 0.07070223 2.98460063 0.27910239 2.58278927 0.0116742 -1.72544978 -0.34767647 -0.75508262 -1.65858155 -0.08357257 1.28157728 -0.39978366 0.34848503] Distance 4.435486735197822 Each least square approximations [ 7.4735046 2.26185188 0.59107557 -2.92638439 -0.35017593 3.55493845 -3.7862758 -0.87351299 -2.55846236 0.66834877 -2.80452506 -0.61418883 0.87734533 -0.38148509 0.04621862 0.12779234 0.73826136 -2.00944767 2.15735947 0.50023951] Distance 9.371213355972548 Each least square approximations [ 9.19311273 -0.5817881 -1.95051836 -3.37595063 3.17529257 -1.18083801 -1.24863081 -1.84575457 -1.27918996 3.18945224 0.10267141 0.04426842 -2.9590237 0.4250529 1.19670314 -1.05709371 1.75704785 1.5979731 0.32523762 0.09865834] Distance 8.102922852839589 Each least square approximations [-9.85513157 -0.83767467 -4.44093736 1.98761249 -2.04520316 -0.38347184 -0.25262243 2.34129894 -1.0596646 -3.08720032 -2.35020616 0.4693479 0.92803701 -1.82273222 1.46527076 -0.56232643 -0.44915241 0.17399209 -2.00057145 -1.09490431] Distance 7.1670455236642026 Each least square approximations [-8.62019529 0.10414938 1.39048767 -4.77650889 -1.34183924 -0.8192607 -1.1143321 0.74162748 1.75391998 -0.02423055 -1.6364328 -1.22221591 -0.7028728 0.59482761 0.69577519 1.92398093 0.15216291 -0.33392694 0.02356056 -1.32325562] Distance 9.680815690020527 Each least square approximations [-10.18790886 0.50770436 1.83737905 -3.57317833 -0.30968582 2.83575124 1.17634119 -1.07191625 3.24699167 -0.15170136 -0.56171088 1.80220003 1.2095455 -1.61244876 1.53474474 -1.16459333 -0.16255348 1.98405866 -0.70334128 -0.56229462] Distance 7.326274800993546 Each least square approximations [11.05516872 1.5064979 1.34143391 2.18340308 3.9896946 3.75099321 1.88478881 -0.34695137 -2.18605239 -0.06840172 1.59510314 0.60555371 -1.04289888 -0.92629513 0.19268549 1.22948992 -0.81855301 1.09290368 0.12088307 -0.44834266] Distance 5.76495534393753 Each least square approximations [ 7.37682988 2.66551154 1.55044672 -4.18220179 3.0509358 1.75729186 -1.1815331 -1.94287415 0.52737834 -1.92221345 1.36795852 -1.17681698 0.70813212 -0.07774529 -0.70613878 1.98266982 0.76231066 -0.57573063 0.05529168 0.11797044] Distance 9.956754156192249 Each least square approximations [ 8.54776289 1.18741052 -2.01123561 -6.81429846 2.7430679 -0.38208735 -3.54679993 -0.2182303 -0.52061177 0.9147328 1.0480474 1.40835758 -1.98826589 0.01873773 1.09743456 1.10204844 -0.44258876 -2.13082449 1.35736062 0.3287434 ] Distance 6.97972546002933 Each least square approximations [-7.8569434 -1.34318826 2.50500775 4.12590386 -0.82593316 -0.45972283 0.10804581 1.28947102 2.25960447 3.40915368 -1.36058461 0.03617112 -0.4160009 -0.4151808 -2.32241785 1.48979046 -1.01829684 -1.6399046 0.23027233 0.97618237] Distance 9.515464526083022 Each least square approximations [-6.9187086 3.61228025 -5.97583962 -0.89888208 -1.18153139 0.8693562 -2.28247713 2.67200531 -1.51260476 1.28398965 -1.42896903 1.70116519 0.84609025 0.31765174 -2.45329792 1.37040251 -0.12074546 2.15520884 -1.19601865 0.71357733] Distance 8.185847166908637 Each least square approximations [ 6.26269241 1.1566244 0.29149184 -1.06303385 -0.52356415 2.95116231 -2.50388132 -1.67784719 -1.81592191 -0.08659153 -1.45247172 0.34730256 0.54961275 -0.31636366 -0.0172272 0.45116949 1.7557864 -0.19883456 -2.21091102 0.75195845] Distance 11.338898998482877 Each least square approximations [ 7.34657808 2.33733866 -4.3673114 -4.34320359 1.37647047 1.27257223 0.6808549 -3.2118984 1.31564304 1.26200412 2.78596812 -2.6265284 -0.69921058 0.39838902 0.51048627 2.26636787 0.1196776 -1.29205574 -0.79934139 2.18571925] Distance 7.767586612702288 Each least square approximations [-11.83238628 -0.19544745 1.41227994 -0.77400309 2.72730424 -0.30381679 -2.69384411 2.75403121 -0.45466702 -1.45528979 0.48629554 -0.74518299 0.925265 1.65529348 1.84436839 -1.9249652 -1.08566263 0.27201993 -0.26438077 0.79513939] Distance 4.727202411383149 Each least square approximations [-8.55610737e+00 1.01512209e+00 -1.06508007e+00 3.74723140e-03 2.22464043e-01 1.93054492e+00 -1.30717768e+00 5.77217598e-01 1.19652518e+00 6.41585620e-01 -2.59034590e-01 1.04929435e+00 -1.99246777e+00 -9.49054171e-01 -2.20717128e+00 6.16884662e-01 7.69525453e-01 -5.89079985e-01 2.09298888e-01 -8.29858388e-01] Distance 10.350553925119787 Each least square approximations [-9.6695843 -1.91302119 -1.16713423 -1.23239431 -0.72241452 1.7078096 1.26098719 -4.22896762 -1.64406519 -1.93335056 -1.54051142 -0.84889877 2.3193024 -2.1994997 0.05031223 -1.30543735 -1.62805982 -0.37369035 -0.70530844 0.99924038] Distance 7.37776292068096 Each least square approximations [ 7.67525652 -0.40864895 1.89149493 -0.26790026 2.85832331 2.83719446 3.12848944 -0.60663614 -1.73987328 2.42362793 1.16381976 1.33376329 0.07929316 0.41413036 1.44017222 -2.82293863 0.54235445 -2.43881522 0.0432559 0.98475568] Distance 9.195643942291333 Each least square approximations [ 7.62906599 3.65100822 1.77426389 -1.60079902 -0.43721346 -0.56693007 -2.15745581 1.84917561 0.90174007 0.53448083 2.95917765 -0.44466092 -0.70736002 0.52039167 0.33889124 2.97949798 -0.374286 -0.67876846 0.6866543 -0.75185922] Distance 9.790100923623903 Each least square approximations [ 9.48209922 3.24043171 -2.28057119 -4.63791307 1.39169838 -2.53039057 1.40464678 -3.82085075 -0.32302132 -0.92779624 0.51384767 -1.89325804 -0.97460555 -0.4008074 1.27899231 1.21916963 -0.74578896 0.53779001 -1.76509355 -0.35914424] Distance 6.161194652628581 Each least square approximations [-8.87223346 0.6896638 1.17980966 0.17173106 -1.25671473 2.84101091 -0.20027061 -1.73544876 1.81041139 1.89237201 -2.17309155 -0.8651587 0.89465056 -2.83835637 -1.80934595 -2.186592 1.09744969 -1.19081845 -0.79092331 0.44194647] Distance 8.78234068860908 Each least square approximations [-6.72556508 2.63734746 -6.24361415 -1.89187291 -1.48213114 2.79057759 -0.95645053 2.44015589 -2.07834201 1.17405424 -0.40746821 1.52091364 -1.85323536 -0.08534853 -1.65832206 1.15747718 -0.6706471 1.85688131 -0.99387081 0.3296881 ] Distance 8.337312384565188 Each least square approximations [ 5.81199189 1.87099056 0.49713628 -1.02948342 0.20299345 2.85662381 -1.87778679 -1.10401549 -1.98354513 -1.05837008 -1.04645382 -0.68541786 0.27457553 -0.22415979 0.0108169 -0.0480312 2.25543421 -0.29101423 -2.23381089 0.75397841] Distance 11.524181110263225 Each least square approximations [ 6.41437297 1.63623915 -3.68658366 -4.5439555 2.79966602 2.44166965 1.48713054 -1.73139896 2.05663926 1.08452594 2.84311377 -1.186749 0.17739666 1.4534676 1.60247475 0.5572706 -0.0473614 -0.31064898 -1.85692837 2.58210162] Distance 8.637952669734501 Each least square approximations [-11.1756908 3.46022032 -0.60000798 -2.83697706 3.51054927 -1.88764448 -1.92816454 0.48480956 -1.29150586 -0.86344736 -0.90247839 0.0374786 0.52395754 -0.34713317 1.36423987 -1.25987366 -0.39184552 1.14409054 0.23866246 0.18736632] Distance 5.298353122467552 Each least square approximations [-8.29001095 -1.90599735 -0.15419965 0.21852349 -1.22332864 0.83205493 -1.20259389 0.86428631 2.09141461 0.81893602 0.27121961 0.15636521 -0.53770483 -0.51008503 -0.82683935 0.8388706 1.08722204 -2.34130342 0.41440485 -0.23342453] Distance 10.537436860334196 Each least square approximations [-9.14157355 -0.86095832 -1.18086788 -1.85175216 -0.06024101 1.5424263 0.56585188 -5.33611314 -0.82200968 -2.048799 0.34653255 -0.19528936 1.7667975 -2.2987621 1.01045456 -1.8319809 -0.41801029 -0.81827601 -1.42040098 1.51321849] Distance 7.651231059289956 Each least square approximations [ 6.9628996 -0.22843036 1.7887494 -0.21101724 2.68269884 4.50583443 1.9492488 -0.20443857 -1.92507275 2.45199543 1.39161091 0.64215422 -0.35845679 1.74177529 2.56375635 -2.54443147 0.23112367 -2.04195536 -0.30030583 0.77939232] Distance 9.246702934642453 Each least square approximations [ 8.38054753 0.81885327 1.74562772 -0.48842973 -1.55661047 1.6487028 -1.66558248 1.75000479 1.08144489 -0.56877895 3.38960499 0.77902731 -1.34501421 -1.45507214 0.31186848 2.57552665 1.12361235 -1.46921267 0.06162411 -1.00621979] Distance 9.379029787066123 Each least square approximations [ 8.59682388 4.12353588 -2.78713167 -5.08226576 -0.70032282 -2.08926346 1.24995252 -1.71821251 0.12641683 0.45747677 0.49404241 -2.69893033 1.04039954 1.05639058 1.06784013 0.79005622 -1.49784543 -0.60870433 0.52172074 -0.29030844] Distance 7.297539672888712 Each least square approximations [-8.39853337 2.94692715 2.79292366 -0.38587195 -2.71885872 2.3194804 0.80550321 -1.23697291 0.76708374 0.87312304 -1.81066054 0.57084394 -0.24465787 -1.25235983 -2.61980428 -3.12491955 1.10056753 -2.12986761 -1.6694936 -0.70520706] Distance 8.213004960923746 Each least square approximations [-6.03715363 5.3028237 -5.8986943 1.88942132 -0.20849605 -3.00036334 3.2630627 -0.44152857 -2.32594004 -0.09516558 -0.82671866 1.31814603 -1.51235434 -0.80590261 -0.13869703 1.89275438 -0.89820955 1.2057203 -1.87305441 1.58910741] Distance 8.317854236458206 Each least square approximations [ 7.7052917 3.90903937 0.78257484 -1.77234074 0.04209286 4.70770187 -3.25522931 -2.25390275 1.51017694 -0.24489694 0.86017307 0.08626493 0.13704474 0.70291979 0.02899667 0.10218584 -0.24581616 0.35534325 -0.25682999 -0.44648068] Distance 9.714345172537753 Each least square approximations [ 8.41735689 -2.52343613 -1.15378376 -4.14128903 5.07110866 3.35455288 -0.68452223 -1.99109952 0.28972019 -0.19735619 -0.20224949 0.81045934 -0.7594666 -0.97802117 2.25753523 0.7923767 -2.17751545 -0.81877345 -0.72583265 -0.1875002 ] Distance 7.970169063134345 Each least square approximations [-8.37029328 -2.16503407 -5.26245691 -2.62001325 3.0515812 -0.27445264 1.08934628 -0.09662725 1.06191505 -1.70692109 0.50340045 2.64528027 1.33549323 -2.05776146 1.51052499 -2.74761798 -0.01074104 0.09327918 -0.84388253 -0.89822072] Distance 8.131398362835858 Each least square approximations [-12.55017266 -4.29993435 0.08214186 -0.93996894 0.66542161 2.63076614 -0.41717185 -0.44370761 1.96791287 1.84841549 -0.67449011 -0.21070102 -0.54106799 -0.55522206 -0.23854662 1.91388314 -1.01777285 -0.36558708 -0.63684272 1.01506488] Distance 3.9170146463585995 Each least square approximations [-9.00962801 -3.73559595 4.18412724 0.04426755 -1.08082659 3.34877191 -0.20316612 -2.69969092 2.07985931 0.57895165 1.35716022 0.8913781 -0.5163591 0.59984764 0.27784221 -0.26757303 -1.87573796 -1.25412034 0.21781118 0.32898594] Distance 8.307260702619025 Each least square approximations [ 8.43875419 -1.38002498 5.27266442 -1.80933645 3.15558151 1.92447711 -1.67269355 1.55883945 -0.54993742 1.82197785 2.2329431 -1.63504667 1.48214071 0.30809906 0.55800215 -1.2475835 0.4064368 -0.26174967 -0.13161068 -0.01411533] Distance 8.712409018080095 Each least square approximations [ 9.7842981 0.82024281 0.72873424 -5.22450962 1.02433789 4.43367066 -0.29447732 -0.4263762 -0.02423657 1.15758599 2.18625214 1.78370852 -1.46941006 0.75514475 0.04165166 0.15547113 -2.27045929 -1.35722032 1.2066654 -1.44573086] Distance 6.846288516146021 Each least square approximations [ 8.94520224 -0.52698027 -2.00308563 -4.58580294 -3.72157427 -2.60580245 -1.24019018 0.74092404 -1.37736822 2.15051172 0.47978735 1.14731804 0.1810431 -0.04335562 -0.30169105 2.77482478 -1.04142401 2.95574346 -1.9884037 1.02939821] Distance 7.475788139652923 Each least square approximations [-9.93543001 4.23247306 4.60862106 3.19003657 -0.76200074 1.44583157 2.62238181 0.99565504 2.3406598 1.87035387 -2.80623441 -1.24851386 -0.97047246 0.31181849 -0.98929579 0.80686471 -2.51318941 0.01657035 0.65774708 -0.34565264] Distance 5.305621005093741 Each least square approximations [-11.20677952 -1.21658144 -4.40418649 -2.90015691 4.17216472 -2.60055493 -0.40721847 0.18044348 -0.60253837 1.61875469 0.44780174 -0.4091829 -1.568893 2.53303003 0.3710683 0.0124889 0.23055707 0.6897594 0.46625084 0.58297798] Distance 3.46089909093194 Each least square approximations [ 5.82103016 3.42716932 0.45261902 -1.83703679 0.14780776 3.1552326 -2.59747674 -1.51598415 -3.62544538 -0.72942246 -2.43060965 -0.849285 1.24938579 -1.45243564 0.41550285 -0.92358195 0.96098502 -1.33510658 0.53076105 -0.03176974] Distance 10.414270331721173 Each least square approximations [ 7.70829152 0.67687271 -1.75094029 -2.89457247 3.88573043 -2.07333049 0.50197015 -1.55207422 0.32246908 2.46825551 0.76594389 -0.93376826 -2.38120593 2.63348335 1.46707272 -0.58569527 3.59554129 0.91259829 3.02738051 -0.42119085] Distance 8.089581767066713 Each least square approximations [-8.26343633 2.02840308 -4.11656594 2.59668983 -1.27390903 1.34772613 0.91505654 3.21765025 1.50412452 -1.82440362 0.10124054 -0.23343426 -0.12009806 -3.031232 0.34262306 0.33332252 0.38994194 -0.0214528 0.78943586 0.30437088] Distance 8.832106934486879 Each least square approximations [-6.88282771 -0.30793977 1.46782238 -1.7387778 -1.02847432 -2.03795399 -2.73865238 0.04618319 -0.42819206 1.16103819 -3.74192389 -1.50975678 1.48793554 -0.80214705 0.84058813 1.44964003 -0.45707965 -0.04297496 0.84294101 0.25304671] Distance 10.717089240188603 Each least square approximations [-8.49297163 1.41953385 -0.27073451 -2.68744563 -0.47423507 5.06834189 -2.30003497 0.50099917 2.02699019 0.36909412 1.31877562 -0.66647027 -0.32169267 -0.95981095 0.61262303 -3.42502261 -0.70541929 1.14821221 0.72020074 0.92766458] Distance 8.308373733454124 Each least square approximations [ 7.93929052e+00 5.20601741e+00 8.88161468e-01 -4.36506515e+00 2.35959963e+00 4.64942998e+00 1.05447292e+00 2.88679861e-01 -2.26312126e+00 -3.10325592e-02 6.53217354e-04 1.33540697e+00 9.43095091e-01 1.00654104e+00 -7.59259367e-01 -1.25377092e+00 -4.33231617e-01 1.67729439e+00 1.78849907e-01 -8.17546825e-01] Distance 7.187683544265222 Each least square approximations [ 6.50150682 2.25434556 0.79890979 -4.07591411 2.42435626 1.69176189 -2.17492937 0.08196238 0.33651812 -1.96714143 0.89534707 -0.10907619 2.24316391 -1.86476626 0.17979414 2.52148048 -0.16436665 -1.42460052 -0.52945672 0.54902923] Distance 10.211035774904968 Each least square approximations [ 6.80746272 0.93523014 -1.18726561 -6.89204235 1.59230127 -1.68845195 -1.22339721 -2.10043797 -0.36223743 -1.01248823 -0.71062226 -0.32030661 -1.73679878 -0.39954311 -1.17499232 -0.16472419 -0.07802724 -2.71716794 0.47077486 -0.04374484] Distance 9.1267505741131 Each least square approximations [-6.61436154 -0.86648674 3.29841068 2.30766409 -1.39365322 0.71208073 1.1077434 0.88201086 2.56925548 1.86842955 0.7919865 -1.21734992 2.28875056 0.11910422 -1.863074 1.23825843 1.1506064 -2.12589077 1.01561321 0.21010277] Distance 10.494855740529115 Each least square approximations [-6.4167148 3.68699757 -6.41328463 1.42794182 -1.75611285 -2.50107906 2.10516114 -0.79845206 -4.06494278 1.38886743 -0.70268492 0.55098677 -0.92461705 0.85728341 -0.64640998 2.23815122 -1.67870656 1.64321369 -0.98855594 -1.14637785] Distance 7.941850118724263 Each least square approximations [ 8.94693013 2.42588972 -0.97051342 -0.85922622 -0.81888165 5.03398244 -1.54319947 -1.05887296 1.29734709 -2.5312521 0.54528826 -0.48118558 1.96208754 0.16904186 -0.41912686 0.75831918 0.82305286 1.40115172 -0.66750611 1.13432719] Distance 8.645668112999184 Each least square approximations [ 8.81686338 -0.23061031 -2.09757442 -3.70863584 4.43471543 2.57236985 -1.65354602 -2.6511048 1.065154 -0.50230945 0.69910678 -0.73900983 0.25916761 -0.82418884 0.29864205 0.62204972 -2.74992137 -0.89010092 -0.81279446 1.31936408] Distance 7.943878827766336 Each least square approximations [-9.65708725e+00 -1.86005429e+00 -3.86470714e+00 -1.93450516e+00 3.45035968e+00 -8.10865236e-01 1.02034213e+00 -1.28169024e-01 -2.34360528e-03 -9.17734904e-01 2.42516685e+00 3.64321915e+00 -8.14381263e-01 -3.31727685e-01 8.73960031e-01 -1.59484762e+00 -7.86818707e-01 -2.11697587e-01 1.36640397e-01 5.88441452e-01] Distance 7.4412428496552385 Each least square approximations [-12.07611827 0.54180787 -3.53042812 0.50711868 -1.0529241 -0.08778128 -0.55953187 -1.96544887 0.89840123 0.6117199 -0.83598152 -0.97336039 -0.85250009 -0.26223499 -0.23734847 0.58116247 -0.11463433 0.17452197 0.25919833 0.71509877] Distance 6.3809556869608866 Each least square approximations [-9.24683044 -4.25513949 2.60620617 -0.46575515 -3.06457243 3.0958087 -1.83561034 -1.62627166 -0.79230855 1.06137265 0.67931651 -1.2292017 1.66954345 0.02885144 2.25978545 -0.49600208 -1.53464072 -1.27839338 0.27819989 -0.19681754] Distance 7.6100865333876735 Each least square approximations [ 7.93418632 -1.52385057 4.7992691 -3.10508181 4.4716886 0.98222911 -2.03358255 1.15664476 -0.56020324 1.35849461 1.44720898 -0.35275609 0.75016221 2.09411452 0.47588768 -0.5968456 0.97739582 -2.02731904 1.03909646 -1.6227642 ] Distance 8.150234168276974 Each least square approximations [12.02349681 2.16632497 0.51382913 -3.47703878 -1.34621681 1.73915792 -1.35476826 0.79318423 1.60266117 0.32362237 -0.73915574 -0.54196205 -1.17600125 0.5602068 0.54794209 -0.08012721 0.29560736 -0.29617547 0.20125937 -1.67533269] Distance 5.6607207008247675 Each least square approximations [10.62648034 -0.07154684 0.41658581 -3.98997932 -2.83381925 -1.50386353 0.51048372 -1.83264462 -0.36598262 0.96723798 -0.75357167 -0.871053 1.68803888 1.09578263 0.26277647 2.51364193 0.6991429 2.37852844 -1.30730273 1.33099355] Distance 6.641019057612432 Each least square approximations [-12.86542104 2.97073331 2.3945934 0.32490915 0.57462073 3.24418552 1.19172821 -0.29379014 -1.06587152 1.50886251 1.09731656 0.02911454 0.45657809 -0.63791969 0.22735217 -0.37452471 -0.746225 -0.25997985 -0.32929728 0.14460547] Distance 3.2819821721933193 Each least square approximations [-9.53401279 7.54049463 0.0201805 2.73611931 -1.69651122 -0.22719571 -1.2802813 -3.4580728 -1.69587738 1.49334759 -0.68133974 -0.56436885 -0.04384435 1.38385492 1.11619881 0.91174353 0.87796961 1.26106371 -1.1002176 -0.90496123] Distance 5.0702016849389615 Each least square approximations [ 5.64149944 -1.97487427 -1.86014887 -1.53600578 -2.58312213 3.60751494 -4.13024776 -2.17344799 1.03489647 -1.87154622 -3.86699207 -0.42277914 -1.59999179 0.17470971 0.82122206 -0.3870207 2.32379158 0.39550449 0.69352318 0.07392697] Distance 9.97855676264118 Each least square approximations [ 8.73929374 3.10482481 1.61772849 -1.10594476 3.77988679 0.54052422 -1.93167961 -2.70307437 -0.78855171 4.04584536 1.65048447 0.61850008 -1.59410597 -1.14277691 0.14119656 -0.17222167 0.02385956 0.61748871 -0.11753511 -0.5954976 ] Distance 8.457745316692476 Each least square approximations [-8.55465084 -4.08014867 -1.65293348 -3.36366909 -3.80241732 1.02231884 1.98080245 0.12045332 0.29898862 -0.2395715 -1.39058171 3.62302625 0.61848622 0.50821308 0.97059693 1.59054487 0.00889577 -0.60250528 -2.58796842 0.37410505] Distance 7.868479197449787 Each least square approximations [-9.02399123 -1.18033172 -2.00196042 -3.87765384 0.68263858 -2.19904407 3.21363109 0.8591116 -0.55439211 -0.19377228 0.84880042 1.97156331 -0.9931894 1.58928082 -0.37005884 2.64868227 -0.2068076 0.70433265 0.13759897 -0.57113743] Distance 8.775693543043992 Each least square approximations [-9.03022381 -1.7926996 2.16832141 0.98200056 -0.74676471 0.10461629 1.56735236 2.54275148 -0.30951807 0.73393179 2.12753207 2.3385008 2.18940446 -0.0752517 1.71439589 0.0271685 0.25823185 -0.74938991 -0.18053051 -0.74363391] Distance 9.604846016053068 Each least square approximations [ 9.26242425 -0.54484099 2.01577484 2.36862441 0.36496746 -1.03308729 -0.53818753 1.90624086 -1.51225745 -1.39793148 2.60328074 -1.44821862 1.78816344 2.18953992 -1.82924251 0.71909637 -0.57872932 -2.23648253 1.97630752 -1.15400979] Distance 8.678662747476071 Each least square approximations [ 8.57214676 1.23648702 -4.00630446 -2.54933951 0.66122418 -0.03315769 -3.48584055 -3.13495486 0.78596476 -1.49640856 1.50528591 -2.495932 -0.41925729 1.34011553 0.95314131 1.74444441 -0.26614407 -0.49145307 0.30478021 -1.0700278 ] Distance 8.54091831432517 Each least square approximations [ 9.93809074 1.85023443 -2.7048204 0.2314236 1.0514457 2.88213606 -2.50723411 -1.01848202 0.17907538 -0.97111022 -0.77070989 3.56538448 0.13625164 -0.67112757 0.8412964 2.53827387 0.69886193 1.39164017 0.8594425 0.6843171 ] Distance 7.741044009377633 Each least square approximations [-9.58446606 1.959191 -2.16864185 2.07952689 -0.22623216 -3.29367373 3.28291981 -0.01095413 2.24659773 2.40164922 -0.91746503 0.71821139 1.62559251 -1.8061349 -0.67031917 2.62399421 -0.58570836 -0.14044233 1.22693605 0.7928109 ] Distance 7.578726280466175 Each least square approximations [-2.21979009 1.84268708 -2.96126538 1.36189705 -5.0569269 -3.73112073 2.04072637 2.39226172 -0.47953445 -1.21873157 1.23917678 1.84689233 -2.06276077 -0.64884791 0.38122114 2.15908561 -0.89417389 0.68408798 0.47133868 1.5763083 ] Distance 11.027160367872227 Each least square approximations [ 5.05763711e+00 2.54093977e+00 -4.57026709e-01 2.40313713e-01 -2.31994041e-01 2.56173985e+00 -6.46606264e-01 -1.93105164e+00 3.33274351e+00 -2.50475436e+00 2.27783525e+00 3.49963174e-01 1.94025873e+00 9.69260987e-01 -3.78897560e-03 1.50858741e-01 -4.25419712e-01 1.25000226e+00 7.55003582e-01 -2.46483456e-02] Distance 11.715226418716012 Each least square approximations [ 3.64363738 -2.14077796 1.36061805 -5.98663048 1.25242874 2.17888659 -0.67434197 -0.03832174 2.12644685 -1.51248815 0.58460637 0.44301843 -1.05813272 -0.44975688 2.91920447 0.90333119 -4.12640601 0.98116354 1.72706047 0.32405331] Distance 10.422975282812514 Each least square approximations [-2.93836484 -3.49799369 -2.75094041 -3.54702511 5.17857701 -0.16960073 2.3711295 -0.54169428 -2.31288289 -0.95314295 -0.25689665 -0.50794533 -0.29962961 -2.38550232 1.87569945 -1.85155505 0.82888892 1.91148617 -1.00205539 -0.23229719] Distance 10.56204122471823 Each least square approximations [-8.21437373 -2.86868208 2.34426008 4.84645985 -2.89692697 2.83093224 2.88722879 -1.4382068 -1.86480987 -1.07489105 0.67691713 -3.03980247 -0.97171019 1.9880579 0.27814752 -3.11196007 0.77153992 0.0409981 -3.41223536 -0.82059897] Distance 6.053280553429988 Each least square approximations [-3.89043336 -6.76105969 1.27315073 2.18152556 -1.93188228 3.46069227 -1.17680782 -2.37569579 1.7258963 -1.37390349 -0.38713059 -0.16576859 0.50917111 1.23197944 0.56712068 2.28641994 0.19583244 0.85675915 -2.45842953 1.42384217] Distance 9.943198371614658 Each least square approximations [ 4.47161947 -1.4981449 4.39824942 -0.56020197 2.93283867 -1.86470812 -2.77554837 0.6667495 0.05229427 2.43759602 0.96846781 -0.41593119 2.14373049 1.13577512 0.86855259 -1.17401009 0.17352853 -0.6009955 -1.28446021 -2.14292997] Distance 11.234470978997248 Each least square approximations [ 6.2182684 -5.24823304 1.90705874 -3.31165755 3.03093191 -1.40363152 1.38916153 3.06298043 -1.79293242 1.84681423 0.86475316 -1.620076 -2.38386144 1.19025453 1.28105563 -1.34189809 0.44381925 0.23404298 0.7135786 -0.97955293] Distance 9.192546805669108 Each least square approximations [ 4.26261319 -0.82762454 2.77936614 -3.11750658 -3.51459177 -2.23273451 -2.82142498 1.99167161 0.66013741 -0.16270286 1.22254983 1.47132927 0.83813268 1.10929453 0.54826231 1.17425592 2.06717962 5.04749914 -1.03092433 -0.98844522] Distance 10.244895593610892 Each least square approximations [-5.26701882 4.62340776 4.69992147 0.6156594 -4.11235893 -1.22013486 -3.6979826 1.04454024 -3.03559066 -0.10320203 -1.30778758 -0.14977056 1.22728289 -2.60872294 2.687291 -0.389923 -4.17629729 2.02824164 0.35451509 0.71311543] Distance 7.514029890022131 Each least square approximations [-1.22825964e+01 4.65371257e+00 2.30773728e+00 -1.28818904e+00 -2.71812578e+00 8.95352107e-01 1.35933137e+00 -2.00821644e+00 -5.88597433e-01 2.04676955e-01 -1.81595506e+00 -2.65180525e-02 1.01332015e+00 1.61040014e-01 6.17074674e-01 -1.04908885e-02 -2.75108811e-01 3.21570848e-02 -6.21179674e-01 2.03694123e-01] Distance 3.1049492999410546 Each least square approximations [ 3.92010862 0.11350089 1.55904113 -2.03564843 -2.3688488 1.01450306 -3.33292179 -1.3909417 -0.79135223 -2.77735087 -3.90797209 -0.70675462 -0.84972895 0.41797232 0.62889912 -0.98420773 1.69831024 1.7763408 1.29325799 -0.19027634] Distance 11.536062357782605 Each least square approximations [ 6.57154055 3.22527465 2.29377209 -1.8325017 6.01611252 -3.11928401 0.34845718 -0.68045516 1.71330501 2.80080655 2.75660552 0.73893455 -0.86176955 -0.30922213 1.35686301 0.77107638 1.77359872 0.36773044 -0.09404272 -0.93751588] Distance 8.588228645318384 Each least square approximations [-7.59047261 -1.8204067 -1.1096811 -2.25779148 -4.91759908 -1.95023058 3.24656551 -0.13638055 -0.5383036 -2.82756252 -2.16742668 2.72654216 2.32080843 0.05845225 2.1831389 -0.9032934 -0.5629487 -0.75501682 -2.44087583 0.74819058] Distance 8.015236905638023 Each least square approximations [-6.57657836 -4.10517269 0.58074204 -2.67250438 0.24859049 -4.20623067 0.59110527 1.94901584 0.36243333 -0.01655936 -0.26628916 0.11396815 -0.49391085 -1.17454856 -0.92095369 2.23485731 0.18873994 1.5921557 -0.89068609 -0.74656306] Distance 10.380336406713502 Each least square approximations [-8.56980895 0.11125637 -0.33721245 1.93094258 -0.61779596 1.93172148 2.60451038 2.876067 2.08105404 -0.50514965 3.3442412 3.19881979 2.00778999 -0.91900819 1.1123168 -0.99210711 -0.58729855 2.00636873 -0.49440015 -0.26191572] Distance 8.636676502855183 Each least square approximations [ 8.89357888 1.95726658 0.5768655 2.9331488 -0.33741169 -0.19455599 -0.77540876 2.71430642 -2.27688927 -2.2881569 2.44215946 1.19947798 -0.08186621 0.90662389 -2.49596524 -0.4151213 -0.73390535 -1.3062133 1.54826182 -0.26670611] Distance 8.8932658590686 Each least square approximations [ 6.22783881 -0.65599748 -4.1700513 -3.43582729 1.33277617 0.30954844 -5.31971654 -1.58554617 0.78286516 -1.37176542 2.58001186 -0.77172287 0.17058049 -1.46085517 0.32866835 3.14471138 1.20642396 -2.69787606 0.0454926 -0.25913762] Distance 8.776887843155844 Each least square approximations [ 7.87892809e+00 3.95751182e+00 -3.26375809e+00 -6.17449135e-01 1.00453790e+00 8.27465076e-01 -3.15550946e+00 -3.07788493e+00 4.94390952e-04 -8.36475975e-01 7.21683105e-02 3.32569883e+00 2.93702800e+00 -2.86262677e-01 1.74493950e+00 2.20886960e+00 8.27254589e-01 1.81272438e-01 -2.07328686e-01 -2.48881616e-01] Distance 8.350062970944954 Each least square approximations [-6.70771116 3.13355503 -0.61643701 1.51434246 -2.29757891 -2.86412246 3.37027182 0.24076324 3.4991574 3.00525728 -0.54838148 -2.46376625 -0.15841877 -2.09522118 0.38535492 0.82884921 1.30471568 -1.91992654 1.84637727 1.17879251] Distance 9.130791315581876 Each least square approximations [-6.94678354 6.80655549 -1.47959685 2.06378185 -0.55429891 0.13898626 0.73207765 0.18007432 -2.79423521 -1.03970128 -0.825606 -2.81983153 -0.67667465 1.93027358 -0.99525627 -0.08074124 -0.51691717 2.38420655 0.85211261 -0.97002381] Distance 9.122112479346384 Each least square approximations [ 9.61602232 -3.83014355 1.89257883 -1.17238596 -1.02678612 0.29869848 -1.6023113 0.84427003 0.67903962 -0.82900247 -1.66161187 0.59474722 0.38183551 0.91301256 0.12317647 -0.69683925 1.13044774 1.36524114 0.55193948 0.93642466] Distance 9.427631408100792 Each least square approximations [ 8.34333023 -0.9170911 -2.02837751 -0.47228219 1.68311821 0.23895674 -0.38209746 -1.62483739 1.20823946 3.59944232 2.00883809 0.05243824 1.91586837 -2.18580895 0.84407674 0.84156398 1.70262285 -0.4244 -0.44327191 -0.61565229] Distance 10.149946757586088 Each least square approximations [-7.51041924 -3.21318454 -1.85789935 -2.17837971 -1.63473272 2.86424807 1.44697499 -0.21930599 -2.95290284 -2.97106357 0.27470059 3.92315461 -0.35920574 0.15782795 1.96367043 1.61184527 -1.95589342 0.90636499 -0.52058991 -0.29594723] Distance 9.104472487624458 Each least square approximations [-9.08159712 2.77148146 -0.79954114 -1.4936676 -2.68024038 -3.7652303 2.85866958 2.69659752 2.01628585 -0.51249109 1.6378578 1.56350971 -1.36208883 -0.25345905 1.79565097 0.4000901 -0.79892778 1.67638446 0.23780503 -0.85060785] Distance 8.163685427147067 Each least square approximations [-8.66049634 -1.13714416 2.42024983 0.09909329 -0.62478026 1.0197132 1.9256688 0.56012713 -1.97442418 0.60353329 1.4883263 2.04707773 1.80213391 0.07480624 4.15876238 2.0546563 2.26125302 0.81209563 -1.22236843 -1.63302626] Distance 9.081610883594282 Each least square approximations [ 9.37175213 -1.37775428 3.30045187 1.60271741 -0.75008645 0.44266847 -1.1300021 3.23418902 -0.97135761 0.37567757 -1.79708878 -0.63244622 -1.23770418 0.05766441 -0.95809887 1.97419285 -1.29187845 -3.48437574 1.35089507 -1.1620784 ] Distance 8.469331485785437 Each least square approximations [ 7.60774133 3.60013675 -0.79240988 -1.06012971 2.0257789 -0.05392321 -2.38722441 -1.73490382 0.06920579 -5.03347214 0.89043264 -1.50441137 -0.83304122 0.0380535 1.27591911 -0.58065218 2.1998407 -1.56886537 -1.39338273 -1.1344543 ] Distance 9.405971949813738 Each least square approximations [10.73767182 -0.49386111 1.65831842 -1.51337858 2.03915024 3.9134407 -3.77048344 -0.9456685 0.80487654 1.2777217 -0.81152718 0.99064804 3.00847149 0.87116433 0.68491032 -1.094802 -0.73885247 0.04556016 1.71139628 1.20140553] Distance 6.323031601905421 Each least square approximations [-9.77597251 -0.93185966 -3.34817511 2.15439593 -4.06183167 -0.4008824 -0.82380575 0.12189632 1.40616866 1.27634064 -0.05900173 1.10435722 -0.83703551 0.57762898 0.39178367 0.79490657 -0.94053541 -0.20107756 -0.94054938 1.744378 ] Distance 8.620941685347045 Each least square approximations [-4.3615633 4.46508786 -1.22656578 2.19407281 2.76268374 4.57821877 3.13795998 -0.75620972 -3.00648468 -2.63057951 0.26600891 -1.09412554 -1.19633589 2.0442181 -0.56940307 0.97386795 -1.66568501 -0.68039767 -0.97654096 2.26495853] Distance 9.217083352582105 Each least square approximations [ 5.48883107 -2.07415271 3.57570807 -0.67058898 -0.42133016 0.57691233 -2.21094188 -0.37886694 -0.49579355 1.39430632 -0.83521132 -0.35846416 -1.67640298 1.66278717 -0.45101314 -0.85071582 1.92633697 2.58089218 0.33280923 -0.69727062] Distance 11.356984197465279 Each least square approximations [ 4.59058424 -2.05989531 -1.94625693 0.64015346 3.34818146 0.90483189 -0.60100414 1.07699879 1.28861447 3.24157809 0.48534395 1.37360093 0.36244498 -1.32992234 2.21562463 -0.30615785 1.97289294 -1.65391784 0.02481628 -2.39152833] Distance 11.22805618035366 Each least square approximations [-4.27509812 1.58255397 -3.52691973 -2.94931825 -1.28369163 3.13892636 0.98272398 0.13781142 -0.95417329 1.39047531 -0.67111761 1.62347771 2.36393125 0.58566164 3.77485593 0.05722446 -4.47488669 2.57597129 -1.27836751 -1.49003433] Distance 9.573002592100284 Each least square approximations [-6.17688902 -0.7238851 2.34215888 -2.26549118 0.49160909 -1.2623181 2.13486639 2.86763633 3.56110844 -0.72035657 -0.98593313 -0.83643199 0.56963593 -0.62606916 -1.67815944 -0.11211272 1.34683606 1.41797191 0.92196345 -0.22714347] Distance 10.75263794151349 Each least square approximations [-7.66012169 2.6731199 1.39738895 0.47844428 3.89715056 0.31216971 0.70583329 -3.83113813 -0.15353163 1.27743591 4.32762328 0.5310389 -0.14780722 2.26165192 -0.09553166 3.88411562 1.14569369 0.91631205 -2.1673553 -0.79774699] Distance 7.471620751603543 Each least square approximations [ 7.39281193 -0.74048448 0.44448983 1.65861052 -4.26199448 2.86021034 -1.43083645 1.21748908 2.52876497 1.59383172 2.19189119 -2.79370078 -1.82628347 -1.3000421 2.27079619 -0.3261449 -0.27170334 -2.43996574 2.4523499 0.49424254] Distance 8.398305597959206 Each least square approximations [ 4.10036982 0.88523249 -0.33334398 -2.96664767 0.93360784 0.44696355 -0.00876357 -2.847635 -1.4592395 -3.88600811 0.98699261 1.79664095 -0.33047176 0.30985866 0.87211579 -1.16180438 0.64209417 -1.5131571 0.39932232 -0.29623117] Distance 11.844343641196696 Each least square approximations [ 5.633815 -1.43327707 -2.82271201 -0.7422232 -1.8008363 1.0059886 -3.23419572 -0.18073743 -1.20638228 1.47834479 1.17702627 1.53975176 3.69822477 0.70492336 0.6829154 -1.83242087 -3.07588346 -1.49105123 0.2507806 2.73069404] Distance 10.05065500594794 Each least square approximations [-4.67262283 0.97969832 -0.71943879 4.90266758 -3.41184497 -1.4155882 0.13788201 0.87390441 -0.82918387 -0.93053265 -3.03916296 0.32351664 -2.52455891 3.47401975 -1.6851077 0.3153965 -1.0937649 -1.74790554 0.55246105 0.80692054] Distance 10.169417410169991 Each least square approximations [-11.2016157 0.49325742 -4.67051994 -4.30287519 -0.81200343 -0.82324182 2.44649114 0.9951081 -0.45954656 0.1757931 1.11073387 -0.23904194 -0.11743274 -1.0207354 -1.64716826 -0.03382431 -1.42457342 0.40231625 -0.17213842 -0.97680351] Distance 4.2175216322552975 Each least square approximations [ 5.57348043 4.07212997 1.31003974 -1.76369476 -0.97907486 3.53285898 -1.72387634 -1.51429281 -3.39978457 -1.65561405 -1.65712756 -1.46743193 0.5121424 0.60975503 0.18433098 1.23570501 0.81059532 -0.65311872 -0.44640505 0.06936109] Distance 10.332815506785463 Each least square approximations [ 7.16774227 0.19248069 -1.37245961 -3.9699746 5.09689215 -2.50321319 0.11727763 0.30467494 2.2924417 1.16680236 1.41762404 -0.79195735 -0.02091472 2.40243419 1.82580963 -1.3202216 1.16133435 1.0406833 1.00765863 0.55975936] Distance 8.680698963471608 Each least square approximations [-9.0592285 1.5026614 -4.02192521 1.09466054 0.0483333 -3.53557047 0.83933864 2.02133574 -1.56231854 -1.97885342 -0.11982393 0.79055953 1.37953008 -2.48151503 0.28906001 -1.55189827 -0.48699369 0.06022476 -0.13175413 0.89364033] Distance 7.938873107860023 Each least square approximations [-7.63214944 -2.8874718 1.38146489 -2.27250719 -1.2103924 -2.51402693 -2.25367918 0.01748599 -0.25002518 2.28209186 -3.43355994 -1.68846373 0.28908003 -1.2719704 0.63238273 1.49556536 0.08165322 -0.50762787 -0.21691973 -0.95977398] Distance 9.413822339200587 Each least square approximations [-9.62939498 -0.67231142 -1.23451648 -2.55940681 -1.70189398 3.2652141 -0.32437639 -0.48755139 2.95454422 -0.31099642 2.26721574 1.48062784 0.91650709 -2.1146048 0.6272362 -3.62442232 -1.37082888 1.86655939 0.49353112 0.48194167] Distance 6.68088630731678 Each least square approximations [ 8.99832768 4.12060549 1.73577326 -0.71136968 3.56890202 4.03526014 0.39429752 -0.01384035 -2.39128366 -0.61153413 1.26633533 3.37672818 0.23733661 1.49818203 -0.7652074 -0.74501842 0.38659218 0.90892729 1.06224492 -0.17798973] Distance 6.731016924832459 Each least square approximations [ 7.47488481 0.12710317 1.00665095 -4.75713918 1.18296363 1.10140612 -3.09393857 0.7253615 1.46522744 -1.65442614 0.93560687 1.94402191 0.12294703 -2.86124954 -0.107362 2.83154379 1.21808175 -1.52798384 1.43580489 0.69571844] Distance 8.731986252375437 Each least square approximations [ 7.63064745 2.7182652 -3.0721598 -6.50892768 -0.39479763 -3.37717357 -0.86308074 -1.98284791 0.44331643 0.32006699 0.02102119 0.82149141 0.95840433 1.0527739 -0.25411706 0.1961243 1.00173097 -1.97505008 -0.22003323 -0.79227859] Distance 7.63437742759583 Each least square approximations [-7.59358665e+00 1.73356048e+00 4.50380455e+00 1.64596893e+00 -1.50509043e+00 1.16658379e+00 1.20619170e+00 1.23421858e+00 2.91675121e+00 7.69321731e-01 3.88668820e-01 -1.69860855e+00 -1.07157836e+00 -4.34308621e-02 6.41729783e-01 2.41352838e-03 2.75592010e+00 -1.56118787e+00 6.15007086e-01 3.32467829e-01] Distance 9.281252913737209 Each least square approximations [-4.97326416 3.02732106 -5.74332725 2.20318079 0.43691699 -3.44829215 2.95153224 1.17439048 -2.68308217 2.52846613 0.34098487 1.60471965 -0.03053665 0.16317453 0.21849676 1.77513665 -1.3245744 2.02974715 -1.62354794 1.70184493] Distance 9.472033124560758 Each least square approximations [10.07564646 1.67843585 -1.46534505 -0.05566469 2.51438811 3.98031907 -1.68225097 -0.02784233 0.22030635 0.24081714 0.24980734 2.08390137 0.78719002 2.83679226 -0.45607213 0.2800498 0.24133386 0.31038881 0.03199364 0.44573201] Distance 8.32134144796406 Each least square approximations [ 9.08775658 -2.9975639 -3.07604922 -1.81695867 1.45259675 3.91834246 -1.06559661 -1.87957826 0.97752086 -0.32613184 1.15093526 -0.0156497 -0.42665764 -0.06084087 0.52310592 2.08419174 -1.9043432 -0.82713728 1.6623695 0.88180534] Distance 8.546132605762708 Each least square approximations [-8.01414558 -3.31638407 -4.87912151 -0.86066209 2.64046694 1.48742639 1.27042564 2.01253332 -0.86397016 -0.59407575 1.71441494 -0.19095613 -1.13313535 0.13048737 2.66193957 -1.61630586 -0.87574414 0.88853931 0.01762245 -1.15240042] Distance 9.053538139177236 Each least square approximations [-11.97358048 4.13718967 2.53986414 3.51332299 0.50246465 1.66842799 -0.88659306 0.75724229 -0.57285328 0.26475249 1.10037778 -1.43585048 0.63841834 -0.91996991 -0.24717336 1.85364893 0.63751977 0.98131219 0.44310846 0.11081771] Distance 4.568732761413722 Each least square approximations [-7.9841425 -2.80580854 4.01119119 0.4318538 -2.8658332 4.35583821 -0.81882144 -3.0573129 0.07743366 -1.51741902 0.47549807 -0.45650934 -0.17821779 2.39495271 0.77982469 0.31890984 -1.02901836 -1.60124047 -1.23616015 0.15503232] Distance 8.663221735854163 Each least square approximations [ 7.52416294 -1.17881672 5.52799883 -2.84926826 2.09177678 2.23048092 -4.21929038 1.07873413 -1.72789814 2.88352553 0.2002439 -1.12254627 -0.85107853 0.25222485 1.11098048 -1.04901204 1.02545504 -1.60749344 0.61528658 0.40198298] Distance 8.345697602284597 Each least square approximations [ 9.52798336 3.94966554 1.57372333 -1.93954825 3.55303019 -0.39324105 0.14881193 2.04279248 -2.06598771 -1.0541646 0.73741388 -0.59828954 -1.18241872 -1.59254245 -0.44404149 -1.65177081 -0.64826358 0.41428356 0.50361957 1.0813781 ] Distance 8.354366514118533 Each least square approximations [ 9.21058539 -2.90206277 1.58865454 -4.8755819 -1.70584436 -1.13166876 -2.04035161 -1.70487631 -0.51497277 1.74482391 1.03534839 -0.67591431 -0.43506768 -1.70397063 -1.09116239 0.21205119 1.18138555 1.95976307 -1.65830153 0.92701708] Distance 8.106871330871488 Each least square approximations [-10.4728491 -1.51817083 3.25074896 1.5217428 -4.81123943 0.23167499 -1.56708812 -0.77358166 0.05363914 0.21338633 -0.51694735 -1.49151448 -0.07728223 -1.01498327 -1.10686193 0.34898515 -0.95508608 -0.95086037 -0.97646244 0.81381518] Distance 7.420660744883399 Each least square approximations [-5.73731648 3.67206267 -7.51459656 4.22621558 1.64624092 -3.1982544 2.43004241 3.02993771 -1.58485068 0.80757143 0.23085224 -0.1251839 0.99220455 -0.70950774 0.69352598 0.02965318 -1.59222565 1.07238775 1.23806491 0.81695909] Distance 9.104440403667784 Each least square approximations [ 1.52772567e+01 2.79981985e+00 -1.32991390e-01 1.63498608e-01 3.05795600e-01 -5.19047172e-01 -2.13043165e-02 3.90683339e-01 1.52634521e-01 -1.25661562e-02 -3.64853655e-01 1.46531707e-01 -2.57642759e-01 -2.25527548e-01 -1.85945892e-01 -2.36449666e-01 -1.10281430e-01 -7.66189314e-02 1.86518615e-01 -1.43351487e-01] Distance 0.6936980551618697 Each least square approximations [11.07014162 -3.73679139 -4.89440308 -2.6718726 0.9104419 -0.62006452 -1.71077259 -0.2574761 0.6530527 0.21939051 0.25551385 1.80686843 1.57434334 0.15760833 2.00005299 -0.43941406 -0.36273238 0.23750189 -0.04925623 0.21303861] Distance 7.75790172566969 Each least square approximations [-9.37881989 -4.32680029 -6.14810335 0.21276184 2.21245026 2.08277649 1.38240608 0.2064873 0.1121303 -0.38890602 0.78809404 0.64253668 -0.62668478 -2.12487297 -0.45283421 0.09017767 -2.60050831 0.56915137 0.98782451 -1.53448273] Distance 8.383559983801138 Each least square approximations [-11.12573817 5.63032321 3.10421545 -1.82435916 -4.77482676 -1.65938366 -0.59270073 -1.23153616 3.05041577 0.85403198 -0.01911854 -0.59044779 0.75269038 -1.89910939 0.67602615 0.62933707 -1.17160586 1.01723472 -2.3314528 0.8074712 ] Distance 4.791875844874551 Each least square approximations [-9.92222603 -1.95958856 6.75644987 -0.97818406 -2.37371152 1.27495483 -2.53433464 -1.26877911 -0.25959442 -0.95827094 -1.43330958 -0.68476922 0.86756426 1.46783065 0.56455049 0.1924789 -0.42967833 0.26601781 -0.07690135 -0.32024961] Distance 8.450377765759445 Each least square approximations [10.50088999 -3.0972285 4.05807614 -4.01816748 2.42638883 0.94870888 -1.83821712 0.5585862 1.40232926 3.22914256 -1.86605005 0.77893441 -0.08972607 -0.87433139 1.59783624 1.71324781 -0.0195231 -1.17421926 -0.28154116 1.11072166] Distance 7.371905775243367 Each least square approximations [10.7698411 3.70420219 3.50432384 -2.39083787 4.31428366 0.43382361 0.65605473 -0.41688406 -0.94290279 -2.70450107 1.29534454 -1.34117904 -0.82790506 -1.1835634 -1.90406965 -2.32907627 0.01765184 -1.20926984 -0.33272457 -0.68354348] Distance 7.12495195403976 Each least square approximations [10.58398903 -5.13168014 2.13806065 -4.72603962 0.16377884 -0.36289737 -2.44440523 0.3991611 1.10231694 1.45883137 3.30517415 -0.16828451 -0.24279589 0.81033329 0.16160997 0.72275605 -0.61726609 -0.05546535 -1.18255128 1.45251054] Distance 7.192182299081715 Each least square approximations [-11.18117548 -4.3214481 3.04203701 2.38158673 -2.81584226 0.15295782 -2.56205147 0.67209388 0.32216974 2.24532918 0.52963498 -0.84013042 -1.18722122 2.33001169 0.10608632 -0.04265296 -1.74707184 -0.13252334 -2.36157057 0.93868426] Distance 6.829019467767097 Each least square approximations [-9.98998075 8.33868559 -2.15218595 3.83234558 -0.75006735 0.42756185 -1.22562948 -0.37038325 0.31024781 -0.62878731 -0.13371584 0.47552263 -0.97654812 0.01662734 0.34706332 -0.1876467 1.27906192 -0.93870504 1.01939273 0.55243077] Distance 3.386488024676113 Each least square approximations [ 6.54505833 -0.1911468 2.79584282 -2.59753163 -2.78430876 3.16113531 -5.23422227 -1.08909786 0.11418376 -0.61689346 -3.28111763 0.90007438 -0.30847617 0.63996689 0.2966446 -1.31756846 2.10403603 -0.11663532 1.86970376 0.31801507] Distance 9.061439996628183 Each least square approximations [ 8.82881623 0.7410006 -0.08917557 -3.2643199 4.80943692 -1.19331541 -0.12069505 -1.79646276 -1.45341698 3.09529255 1.27155313 0.31993702 -3.44548373 -2.52155641 1.15115142 -0.15809494 1.61682031 0.81147489 -1.45378213 -0.1856831 ] Distance 7.2692391589534235 Each least square approximations [-9.63893383 -3.58073593 -2.5161635 -1.22767527 -3.08295578 0.19214241 0.60797207 0.85141313 -1.45279657 -2.97549699 -1.57466079 1.99894221 1.56978314 -0.40071049 0.99314592 0.848031 0.71383568 -0.40962442 -2.99904581 -0.59052329] Distance 7.226115761184269 Each least square approximations [-8.70114663 -1.80618465 -0.07036255 -5.50971645 -0.70235054 0.71338474 0.43975649 1.68295515 2.00285863 -0.92606883 1.31233103 0.86671843 -0.24551117 0.7100471 -0.53497749 0.67250931 0.52122874 2.19379121 -0.81351065 -0.46863092] Distance 8.957602932173014 Each least square approximations [-10.12369469 -0.85286606 2.93618619 -1.30735037 0.05058722 0.47549865 3.00698912 0.87340962 2.39746401 -0.02955391 -0.38299603 2.28838376 2.17661218 -1.24862493 1.35979628 -0.45735687 0.29302745 0.9198546 -1.0052086 0.40039212] Distance 7.939884509007214 Each least square approximations [11.0388105 -2.36881111 1.946402 2.57742456 0.34783524 -0.47548458 2.23990015 0.67546596 -1.94813394 -0.49477645 3.2572952 -0.56800603 0.19291111 0.76152109 -0.47275081 0.0453208 -0.65105817 0.09547917 0.3025506 0.7895576 ] Distance 6.894202838287816 Each least square approximations [ 7.32850527 1.46059609 -0.73397226 -4.45878507 1.81751566 0.81180766 -2.0794661 -2.91468208 0.79898836 -1.08623078 3.03964544 -2.48431791 -0.94967554 0.67306085 0.32159941 2.74599996 0.63740414 -1.21087961 0.15346211 -0.36932842] Distance 9.322517720073032 Each least square approximations [ 9.75620043 1.39453927 -3.36116481 -2.50519165 2.70633672 0.81640095 -3.49997901 1.44524402 -1.37765771 -0.42280178 0.33651823 3.21364467 -0.2370391 -0.63950289 2.77740889 1.89193688 -0.79203337 0.96308306 0.25129731 0.50633622] Distance 6.710483951192378 Each least square approximations [-8.07546145 1.0011625 0.40327494 4.44517121 -0.2726748 -2.78208459 1.13979454 0.81000314 2.65288543 4.40545491 -2.2491957 0.30446629 -0.11181882 -1.9204491 -2.07289646 1.07636936 -1.34472221 -1.12864576 0.51353152 2.55668534] Distance 7.852948728966801 Each least square approximations [-5.37453348 4.35365554 -6.26968247 3.03179641 1.6537356 -0.3546452 3.00747782 3.2283605 -1.18506054 2.43408594 -0.97642465 1.00812668 0.50974035 -0.29020307 -1.01256878 0.79865592 0.08750606 2.45406246 -1.61073231 2.84365088] Distance 8.39694043055607 Each least square approximations [10.58362817 0.24882879 0.61970242 -0.59187024 3.40618407 2.29872892 -2.51938156 -2.32160838 -1.12407377 1.08514272 -0.52568727 0.77408107 -0.67000984 2.42858071 -0.88276347 -0.06770839 0.08623795 -0.46078684 0.624367 0.13475475] Distance 8.042764390949188 Each least square approximations [ 9.67649985 -3.13925676 -4.861612 -1.65268742 1.65992059 1.55762431 0.03672542 -0.94475098 0.51396075 0.52338952 1.9019457 1.19673919 -0.4785079 0.79403307 0.90302671 0.64911923 -0.31066487 0.48027406 -0.38887785 -0.32118121] Distance 8.543821203400466 Each least square approximations [-9.93960315 -2.80522291 -5.05210675 -1.588058 0.5781065 1.24308032 -1.86383071 0.40335835 -0.11589724 -0.45362497 1.53511234 -1.99105724 0.96000195 -1.11906992 2.60720378 -0.77832937 -1.75197497 1.69668314 0.31218418 -1.12051969] Distance 7.3177074810050105 Each least square approximations [-10.7925069 3.14168762 3.59722921 -1.83704401 0.41639155 1.39644495 -1.88425757 1.53774487 -0.20232873 1.62184944 1.82086025 0.07729274 0.30498875 -1.26625827 -1.28398564 1.42890925 0.33623634 -0.82835428 -0.81523978 -0.07825146] Distance 7.324117302056654 Each least square approximations [-9.72411185 -0.6480652 5.45273587 0.08423891 -0.09829385 0.43144141 -0.57508279 -4.11018284 1.61881763 -3.16342386 0.42812339 -0.13074902 -0.39578819 -0.16334112 -0.9302061 0.13291611 -0.45677511 -0.17937103 0.41955553 0.71381435] Distance 7.761140185994891 Each least square approximations [ 9.10350799 -2.74308009 2.76494454 -2.2801973 1.47182222 4.72051772 -1.70050229 0.27990148 -0.94538973 2.03892867 -0.13370577 -0.96544075 -0.4588772 -3.35344105 2.57819634 -0.32677734 0.57023558 -3.35712876 -0.23842506 2.36875452] Distance 6.712495538837732 Each least square approximations [ 8.13037616e+00 4.07277626e+00 2.85505954e+00 -2.70082628e+00 3.91792480e+00 1.44060178e-03 6.24799778e-01 -8.02198178e-01 -1.35142508e+00 -1.63634828e+00 2.93091373e+00 -6.38892210e-01 -2.02405405e+00 -1.45959994e+00 -9.90571285e-01 -1.65132139e+00 -1.63210809e+00 -7.50320618e-01 3.95370493e-01 -6.34139585e-02] Distance 8.709122933061037 Each least square approximations [ 9.7796548 -3.5305519 -2.36114493 -3.9868577 -0.26663048 -1.97561803 -1.99835237 -1.60849589 -1.17339094 2.17024101 3.17847017 -0.40169733 -0.0480977 -1.87503161 -0.3438423 -0.64297817 -0.82165467 0.43546824 0.22890611 0.77822806] Distance 7.425592031280091 Each least square approximations [-9.0508726 -2.51572686 2.83179279 3.85313635 -3.0420721 0.21289347 -1.08399245 -0.93833935 2.40589579 1.35606461 -1.26916578 -0.81425546 0.08947059 0.8430423 -0.97143286 -1.70432072 -1.03527276 -1.63129269 -2.42576558 1.14237347] Distance 8.326805969821523 Each least square approximations [-11.27910957 -0.85264768 2.080792 -1.38141251 0.27754681 -5.59997543 -2.76409827 0.94775953 0.13596853 0.79483259 1.30434936 -0.28193956 0.81568324 -0.86563091 0.79893867 0.10683689 -2.17750789 -1.92203458 -0.40647126 0.25122402] Distance 4.446136225852959 Each least square approximations [ 3.65290576 1.10720368 0.18298349 -2.4638794 -2.44686156 1.58739778 -1.59543448 -1.55262906 -1.33413256 -0.02536046 -1.99228014 -0.54795945 1.35041102 -0.45033978 0.88820506 -0.19559051 -1.46550136 -0.71028608 2.21350305 -1.46873632] Distance 12.423237239245784 Each least square approximations [ 6.65125961 1.65582136 3.63308725 -3.36161147 1.20163038 -4.76869516 -0.38629753 -1.10129691 1.31946688 3.82193552 1.22362005 1.02388167 -2.04829004 1.94808657 1.2251077 1.65063709 1.98169349 0.83095098 1.19068547 0.79502175] Distance 8.50187291692581 Each least square approximations [-6.08049452 -2.23885035 -0.03516937 0.71647572 -2.49179933 -1.06072534 4.16142582 2.71025033 0.34432652 -1.49529102 -2.52143938 -0.47073232 -0.59018415 -3.32612591 -0.68422046 -0.88394039 -0.15082106 -0.8386975 -0.58264815 -0.47380556] Distance 10.47400977148146 Each least square approximations [-5.02102687 -2.21665035 1.26726652 0.3197971 -1.0135489 -3.21512112 -1.10105884 0.94596295 -1.28052657 0.3592238 -2.04590626 0.61288626 1.25615896 -0.87218968 1.03827625 0.38555351 1.46514075 1.50175478 -1.08477372 -0.64262676] Distance 12.07870811962156 Each least square approximations [-6.8535609 -0.07628915 -1.42943077 0.94661826 -1.49963581 5.11372185 0.49453991 4.16644141 1.71210953 0.46633972 0.54402707 0.67133731 2.2038133 -0.24857424 -1.31051682 -2.0232552 -0.17118215 1.08361587 0.51090281 2.40241806] Distance 9.450167562866147 Each least square approximations [ 7.09150948 6.19477941 0.63187487 -1.57972038 1.67352953 -1.41324124 0.67440046 2.5121972 -2.86847151 -0.20168454 -0.35105434 1.86394455 2.18773984 0.76789198 -2.30256319 -2.40513256 -1.19820124 1.20571132 -1.33344759 0.07628295] Distance 8.423820179209025 Each least square approximations [ 4.6287462 -0.11564854 -2.8742069 -3.29240904 3.48193211 0.79374083 -4.0019424 1.08679371 -0.15276644 -1.50030466 0.90608303 -1.62130013 1.84353797 0.80049339 -1.95851972 4.71631701 0.86562864 -0.24508491 -0.61849808 0.38287001] Distance 9.970694986406455 Each least square approximations [ 4.87864382 1.90338396 -0.4688053 -4.01907745 2.03690066 0.69314902 -2.06521676 -2.81427112 2.62044133 -1.595499 1.43308348 1.49856797 -1.58210177 0.51159883 -1.71275425 1.88871477 -0.25832386 -0.07303531 -1.94501075 -0.91482444] Distance 10.899789216175089 Each least square approximations [-4.40524534 0.48019736 2.01019777 0.50980333 -2.35525689 -2.62503922 1.8827398 0.18775146 1.45717346 3.77453985 2.11890995 -2.63042695 1.36830775 -1.99370112 -1.30551744 2.03808895 0.78887512 0.86968363 1.71068539 1.08774178] Distance 11.052492705721827 Each least square approximations [-6.58734646 6.21279461 -3.57197118 0.89260592 0.19739167 -1.91015938 3.88236286 2.63969976 -0.70070232 -3.1518825 -1.33557382 2.29255243 -1.77198991 -2.30977242 -0.7455113 0.44143286 -1.79705387 0.98541868 0.49914227 1.30584341] Distance 8.093246075473232 Each least square approximations [ 7.30565558 2.85766986 2.28810007 -1.40375711 -1.26360708 4.19984693 -3.39918599 -0.70167583 1.61615932 1.41838692 1.30466283 0.37859373 -0.14401257 0.4762245 -0.14798812 -0.23713381 -0.10248516 -0.0152688 0.90131802 1.34424516] Distance 10.49619066276606 Each least square approximations [ 7.08564215 -4.01254076 -0.29378247 -5.58859272 5.34173906 1.1518117 0.97556842 -0.97150691 0.80367933 -0.54353943 0.7398722 1.31345203 0.52018578 -0.18559056 2.70026407 0.61668031 0.59299523 -0.16320609 -0.97852384 0.03212611] Distance 8.815482598449572 Each least square approximations [-7.69405722 -2.18781231 -3.98528939 -1.26135073 2.35251919 -1.05384696 1.15671677 -0.53581706 -1.27875455 -3.58864344 -0.8976825 3.08403246 2.83848175 -3.81003927 2.03093056 -2.90388622 -0.78902268 1.66886005 -0.16351378 -1.05758292] Distance 8.085749749638474 Each least square approximations [-11.02573884 -5.45379496 2.05471518 -2.80489837 -1.18840276 1.1167029 -1.56317976 2.11216483 2.48777473 0.55989174 1.53809888 -1.21740629 -0.53900233 -0.64412295 -0.1650178 -0.78495422 1.52131398 -1.07516498 -0.65112711 0.29859181] Distance 5.565543283685606 Each least square approximations [-8.62906274 -2.53921235 4.6623161 -1.14503538 0.22565622 3.55142272 1.61731063 -2.00145635 2.86706859 -0.58374814 -0.21378888 1.70753936 -0.37160222 -2.05305161 0.36381345 1.29595207 -0.23256239 0.52666215 -0.48670603 0.44778157] Distance 8.827479145173655 Each least square approximations [ 9.47782471 -2.23006255 2.18810179 0.23481074 3.35373934 1.18341198 -0.63239945 0.84830009 -0.29850587 1.86802125 1.67084996 -1.23974055 0.65303025 -0.9038453 -0.80363121 -1.18009125 0.03076751 0.16530977 -1.63215659 -0.19998168] Distance 9.606660985018749 Each least square approximations [ 7.76415196 -0.42976379 1.89522969 -4.93908596 2.54682459 3.87676155 -0.58999444 -1.41710615 -0.22762236 0.63209176 3.35590218 1.04903545 -2.28472402 -0.24719016 -1.85800309 0.99816618 0.85509594 -1.6385824 1.11274768 -0.54343464] Distance 8.933300239747668 Each least square approximations [ 7.99205719 -0.60804972 -2.23313556 -4.18813425 -1.50966244 -3.40213883 -2.03380575 1.2012945 -0.08830401 3.50328317 0.88678286 2.25481103 0.70452804 1.98665333 1.59831011 1.99404524 -0.73689387 0.87763578 -1.39526861 0.45653848] Distance 8.990281800431248 Each least square approximations [-8.07745961 2.77588468 4.42605183 3.40606785 -1.76093079 -0.35560575 0.62076152 1.14139455 2.57636779 3.13165309 -2.3693335 -1.58154099 -2.86074493 -0.4850771 -0.99116488 -0.05935578 -2.07058659 -0.9386324 1.12855023 1.05400218] Distance 8.309427785268 Each least square approximations [-8.24002848 7.98388805 -2.9745692 6.19617617 -0.50169339 0.34186301 -1.48446703 2.30071084 -2.17009626 -0.62884898 1.57994892 -0.86532435 -0.16509164 -2.13153075 0.04668512 0.50349881 -0.08946003 -1.51235269 0.39671525 -0.69318435] Distance 3.859510310233911 Each least square approximations [ 8.66077601 -1.05640187 1.65947694 -2.55604847 -3.43539572 2.29739134 -4.5020961 -2.03474248 1.32575157 1.12159054 -2.49040333 0.42225314 -0.60575568 0.47685239 -0.18084569 1.01084293 2.6292982 -1.21580034 0.95692501 -0.74741625] Distance 8.363010811828953 Each least square approximations [ 9.24816573 -1.35170261 -1.58134623 -3.15243836 1.77031732 -1.4772202 -2.21425429 -1.72458244 -0.93467938 3.82474178 1.02848709 1.096686 -1.42160365 -1.95844078 1.55526265 -1.33070509 -0.02140243 0.64840797 -1.83258012 1.06830239] Distance 8.4873377734726 Each least square approximations [-9.47115962 -5.21912693 -2.71629307 -0.98655514 -1.56421591 0.81395336 0.37229301 0.21815031 -2.00628146 -0.80837754 -1.20882173 1.55972264 2.26067696 -0.84552108 -0.56699584 1.67418558 -1.21809322 -0.3735533 -3.01657187 -1.47023965] Distance 7.665207996714684 Each least square approximations [-8.93399872 0.57350733 1.34434826 -5.24089515 -2.39529755 0.71586684 1.9517632 0.44442386 2.3134136 -0.61866573 1.2452948 1.94094583 -0.48462683 0.20558877 -0.5923886 0.57277563 0.83054288 2.37703065 -0.39432986 -1.07309239] Distance 8.855482538351804 Each least square approximations [-10.4966248 -1.23288745 4.43495576 -1.15466917 -0.68894499 -0.47575405 2.96589076 0.50276723 0.97481019 -0.33046387 -0.79568728 1.34308218 2.80425419 0.25935905 0.77109426 0.60854848 -0.15967913 -0.97192077 -0.8263157 0.17085785] Distance 7.824682860747243 Each least square approximations [11.84464682 -3.93747249 2.04078452 1.50157337 -0.62946601 -1.72197432 3.00391744 0.46890281 -0.88607083 0.30136888 2.29374092 -0.73959815 0.97463832 1.07351789 0.32488999 0.12568402 -0.80980217 0.15481493 -0.68687581 1.54098775] Distance 5.522135491710806 Each least square approximations [ 7.32078053 1.89582277 0.64144266 -4.34018757 2.51653683 0.71738228 -1.48525116 -2.71099094 0.80463634 -1.84871844 2.72607142 -2.54957444 -1.44718053 1.86845626 -0.89235976 1.94092411 1.07955041 -0.01096409 0.55508915 -1.1463626 ] Distance 9.694240972611965 Each least square approximations [ 9.88077372 0.03421853 -2.4531354 -2.3578352 2.49534919 0.78369636 -3.43218006 2.2672996 -0.48851215 -0.76052284 2.79098811 2.83594087 -0.92822809 1.51083133 2.08665473 1.65018565 -1.77792753 1.55680184 -1.02290501 1.08911749] Distance 7.077735728280005 Each least square approximations [-8.33775616 -0.34301317 1.16683162 4.01216725 -0.1128092 -2.64893377 -0.05878698 0.94622632 1.33393642 4.24825835 -1.0460823 0.65470482 -1.56720085 -1.40015094 -1.69029701 1.31692667 -1.7374139 0.25604776 -0.74804287 2.04259157] Distance 9.19536291525534 Each least square approximations [-6.90052427 7.49248019 -1.56694612 4.7859441 -1.44051949 -0.44268301 0.38118882 0.6419615 -2.40027153 -1.80397793 1.39759772 -0.77528621 -2.2246694 0.05064914 0.88443628 2.01872342 -1.3990732 0.90115637 2.89597551 1.31981956] Distance 7.064536710977507 Each least square approximations [ 9.70222895 -1.67232829 -0.1613589 -2.23340951 -3.767686 1.2074568 -1.97372947 -1.41926412 1.58600224 0.26827134 0.08533346 0.15710485 -0.98440612 0.37875073 -0.9947683 -0.17241045 3.00818457 2.58067039 0.7099796 1.21940077] Distance 8.376748517138394 Each least square approximations [ 9.83613756 -0.47095419 1.15453477 -2.88878599 1.96390449 0.80302571 -2.1151318 -1.24148151 0.77693135 2.45571172 -0.61904893 2.32434628 1.76679841 -3.11693148 0.75737422 -1.96162323 1.13124308 -0.1315465 0.12505131 0.1659938 ] Distance 8.24279457666563 Each least square approximations [-7.50354534 -4.63402297 -3.71503527 -2.81005604 -1.80437478 1.53894452 0.62578557 -1.88535174 -1.53877326 -1.30356145 -1.12693134 1.30247169 0.04651546 -0.99915555 1.44376236 1.08414097 -3.17040058 -0.19475571 -2.54261716 -0.77337098] Distance 8.867739258710817 Each least square approximations [-9.50145048 0.71142704 1.51806114 -3.51213902 -2.74541118 -1.70134135 3.15221062 -0.72186332 2.96726661 -2.36577982 1.2078931 0.66124335 -1.69545812 1.11225498 -0.12680198 1.30239661 1.95435438 3.60562291 -1.03527192 -0.08127787] Distance 7.0565976554526415 Each least square approximations [-9.15976156 -2.09037877 4.86261101 0.91428792 -0.09712982 -1.34565873 0.7953183 0.26675123 0.15064141 -0.75558464 0.6990403 0.61729903 4.22601136 0.7083073 1.61981191 2.00905995 0.32099986 0.43392598 -2.04794487 -2.19441341] Distance 8.066449045392645 Each least square approximations [12.35331102 -2.33646821 1.42238829 1.89999476 -1.20380225 -3.42230646 -1.96485392 -0.97596541 -0.33863792 1.1041455 -0.73898872 -2.26223106 -0.60648309 0.86038404 1.94524987 1.09592027 -0.4002371 -0.39239402 0.33505745 -1.09862728] Distance 4.442222669424033 Each least square approximations [ 8.5936669 1.22344925 0.41887739 -1.47891084 2.24239686 0.21288199 -1.57717464 -3.14705033 1.21387965 -0.84236304 1.47563872 -1.80084465 -2.0310803 0.84826132 0.5833393 -1.06737641 0.87619817 0.31096397 -1.08970093 -0.69953285] Distance 10.221722132495952 Each least square approximations [ 9.34296489 -1.15259756 -0.53816272 -2.56410746 0.23171198 2.38564203 -4.02129669 2.10074797 2.73119285 0.78075546 0.65432549 3.47989894 1.31811672 2.00503559 2.01416298 2.64395286 -0.40813692 1.75539603 -0.75906348 2.80080655] Distance 6.725723748817511 Each least square approximations [-8.84929303 -0.71418034 -0.14083719 2.37831747 -1.93408803 -1.65841497 0.64368078 2.04739431 -1.3003999 3.04086658 -1.21069293 1.22943309 -2.23846437 -0.26038034 0.52019469 2.02511852 -1.96915733 1.10438215 -1.73683014 2.84569288] Distance 8.997657529913553 Each least square approximations [-4.71736627 4.00171372 -4.61181655 2.27614834 -0.94264303 -2.59946461 2.36351041 -0.18995455 -2.91183433 2.13641863 -1.04007598 1.34378026 -1.07381543 0.50629972 0.49095548 2.7819955 -1.31743526 1.6281917 -2.30880395 0.27553171] Distance 9.970814389551872 Each least square approximations [ 7.1851363 1.02380994 -1.68561329 0.50116399 0.93043271 5.42209606 -2.39032978 -3.115477 2.34395789 -0.74139619 1.3439979 0.65031553 0.41824069 1.08100501 0.71561632 0.02414298 -0.08019077 0.13852343 0.64572215 0.4745326 ] Distance 10.013355685609831 Each least square approximations [ 7.72652861 -0.72093123 -0.98026047 -2.26087619 3.87232909 3.83554194 -1.60864428 -1.93398596 0.31557081 -0.28154154 0.90298912 -0.07619601 -1.52305778 -0.79447621 0.79066173 1.09157028 -3.16594255 -1.97021981 0.3169231 1.54415124] Distance 9.382568353030315 Each least square approximations [-7.9861123 -1.77474048 -3.53130404 -3.58507762 2.94308919 -0.26892447 1.87333475 0.18823389 0.50283796 -0.15659302 1.84411003 2.74898082 0.2233213 -1.53372317 1.83494235 -0.34941047 -0.07526164 1.10923642 -0.07115299 -0.60264207] Distance 9.447524990064153 Each least square approximations [-12.27410872 -1.38737177 -3.79171398 0.73573244 1.24140393 2.06837315 0.33865096 -1.69575198 -1.1716699 1.1729952 1.23256867 -0.60116682 -0.06696743 -0.50009046 -1.37293307 0.61687142 0.35990453 0.18591983 -0.19851255 1.27928155] Distance 5.217268564547118 Each least square approximations [-8.16630679 -3.64774904 3.32009047 0.92048449 -1.51037348 3.23651586 -1.81131959 -0.74151286 -0.66783175 0.24658549 0.40659794 0.02006687 -0.84428553 0.45199757 1.03265079 0.93887782 -2.68516642 -1.55802593 0.37818379 0.08074439] Distance 9.525717173316998 Each least square approximations [ 6.20900391 -2.22023893 4.62691914 -2.07427251 3.69552709 1.83871304 -3.17836381 2.04226786 -0.89570694 2.48919762 1.2457419 -1.96198839 2.22876585 1.52437142 0.51134298 -0.26261332 1.83668489 -1.77769606 0.37343198 -0.56010817] Distance 9.219815648490995 Each least square approximations [10.56195023 0.82280069 -1.89837387 -3.48124269 -0.51482386 2.09294666 0.72585221 0.17959847 -1.17612578 0.2498041 0.92332117 0.3853227 -2.79176267 1.55823756 0.19767364 -0.54207905 -1.5491879 0.87153716 0.80231497 -0.19804468] Distance 7.906480482137078 Each least square approximations [ 9.62810347 0.21339483 0.25690453 -2.03927171 -4.86075424 -1.7170787 -0.64991537 -0.45378121 0.16785762 2.16146792 -0.551053 0.38434666 -0.5314071 -0.42984367 -1.45234751 1.94487097 -0.66206871 3.16125123 -1.19552841 0.200508 ] Distance 8.057905552600495 Each least square approximations [-11.1664973 4.49832459 1.78753912 0.66118337 0.45381933 0.78122398 0.51807997 -2.02058939 -0.55821499 0.97373939 -1.4054929 -0.93437554 0.37029237 0.25545938 -0.44428761 0.68038134 -1.35864576 -0.95717707 0.46568307 0.77052396] Distance 7.088491974537282 Each least square approximations [-5.57132327 3.71173693 -7.14429822 4.23014756 1.41238696 -3.34031108 1.96990399 2.833194 -1.7592051 1.21050984 0.43284327 -0.5036884 0.75216766 -0.57471738 0.63593179 0.21526959 -1.40658443 1.34474535 1.19514588 0.46527772] Distance 9.231231181426708 Each least square approximations [15.12437242 1.69312978 -1.6548789 -0.52237645 0.27172657 -0.50672171 -0.14898166 0.43915947 -0.11377049 0.04144002 -0.30334969 0.09790023 0.20592556 -0.02918304 0.05702532 -0.08717656 0.25098906 -0.0302636 -0.0886992 0.01787997] Distance 0.6278101831046486 Each least square approximations [11.18351409 -3.18672033 -4.55739189 -2.31347959 0.29244682 -0.17348865 -2.21023183 -0.36726098 0.48070994 0.59341163 0.41321097 2.13148754 1.88961843 0.57310921 1.71315555 -0.60159692 -0.54475878 0.1721091 0.36818263 0.55125779] Distance 7.48761215800565 Each least square approximations [-9.37949124 -4.47616751 -5.72300962 -0.09294575 1.97780529 2.12346092 1.23839188 0.12279631 0.35837928 -0.07323388 0.87191721 0.63835386 -0.92184698 -1.9186571 -0.33013777 0.43346048 -2.51186469 0.59531594 0.8785744 -1.56403628] Distance 8.309860301050742 Each least square approximations [-11.07227362 6.12258134 2.77848769 -1.48253597 -4.47612236 -2.24276924 -0.23664996 -1.42945106 2.56867832 0.50118756 0.38685443 -0.47555567 0.6264387 -1.45111538 0.6294395 1.04199514 -0.67024093 0.83493251 -1.92996252 0.54673173] Distance 4.718868067985626 Each least square approximations [-9.75445166 -2.12259972 6.59192901 -0.83421048 -2.43140672 1.09826336 -2.56796883 -0.96463378 -0.73344468 -1.06687192 -1.24818422 -0.6525608 1.27927231 1.4809388 0.61000845 0.22708629 -0.0878682 0.04635131 0.15096559 -0.42534921] Distance 8.320641789809136 Each least square approximations [10.39949397 -2.80161805 4.1082533 -3.80000137 2.33299257 0.63594742 -2.12532566 0.22591564 1.16933962 3.21955763 -2.17536232 0.33451592 -0.05630617 -0.63572364 1.4835559 1.80322973 0.05591698 -1.76523904 -0.14300107 1.02705367] Distance 7.172454339142285 Each least square approximations [ 1.09673647e+01 4.01475582e+00 3.11538643e+00 -1.49986148e+00 4.10833122e+00 -1.03684115e-01 4.45741035e-01 -4.81428292e-01 -1.10335341e+00 -2.79538396e+00 9.45638987e-01 -1.61233766e+00 -7.34085890e-01 -1.03586835e+00 -1.99842282e+00 -2.35825048e+00 1.02130448e-02 -9.89584813e-01 -5.11407926e-01 -7.83883738e-01] Distance 6.677063671990317 Each least square approximations [10.70989249 -5.11431833 2.31859907 -4.27205386 0.0729902 0.31082697 -2.34247178 0.11096588 1.40991857 1.36932225 3.05019362 -0.32239559 -0.65556998 0.85267218 0.01826028 0.55647016 -0.40884898 0.10165102 -1.07867506 1.86789858] Distance 6.7936633777981505 Each least square approximations [-11.40243561 -4.74362672 2.34973299 1.83958942 -3.04192765 0.14259889 -2.52750682 0.56581562 -0.02404514 1.9112531 0.69545648 -0.57859106 -1.192996 1.88548721 0.2599208 0.32067065 -1.6368083 -0.02934527 -2.26129555 0.63583676] Distance 6.370542643555972 Each least square approximations [-5.80503427 4.48982542 -4.55761612 1.57083216 1.0230626 -3.15940909 3.54664505 2.01782909 -2.39004303 0.12254638 0.93380847 -0.13413328 1.21993838 -0.08680311 -0.66238708 0.42805493 -1.66563835 3.58451766 -1.19328389 1.74068018] Distance 9.027711442219333 Each least square approximations [11.39329613 1.3590767 -0.51608763 -0.08192797 -0.07473869 1.02398754 -1.40197179 0.01408678 -0.0394211 -0.71242318 0.14548663 0.20974137 0.24428351 1.45912646 -0.92691038 -1.33048276 -0.70696798 -0.97299618 -0.50162133 -0.40686424] Distance 8.537191014801698 Each least square approximations [ 9.39143742 -4.84353076 -2.27578413 -3.1554878 0.48841761 1.45201683 -0.87729349 -1.32588409 1.088497 1.54513274 1.69487727 -0.65060813 1.63474609 0.25211116 0.86726159 0.93809762 0.07291121 -0.11847382 0.62850849 -1.49239337] Distance 8.339019951124111 Each least square approximations [-7.2970057 -4.97757584 -4.69170014 -1.10687192 2.0998916 1.75120806 -0.05840653 0.97610944 -0.73341414 -0.61453073 0.3436156 1.19866364 0.1879383 -2.81345747 2.26322371 -1.13968904 -2.3771213 1.51155241 -0.51850559 -1.24130145] Distance 8.877335631468974 Each least square approximations [-11.05219151 3.53168405 4.89626659 -0.13087471 -0.69830749 -2.69318894 0.98095314 1.44618506 1.24755113 3.10569273 -0.50162434 -0.60896195 -1.46154945 -0.24821069 -0.11495376 0.65651916 -1.39028497 -1.70674462 -0.75766261 1.38273316] Distance 4.886710093945237 Each least square approximations [-8.77160139e+00 -3.23541645e+00 5.18904957e+00 -2.66666207e-03 -4.92266443e-01 2.76853093e+00 -4.86239798e-01 -2.13950949e+00 -2.27160626e-01 -7.54177795e-01 1.67818306e+00 4.67197712e-01 1.40171009e-01 8.49075851e-01 1.31415243e-02 2.16901015e+00 -1.49861529e+00 -4.52002212e-01 9.98321707e-01 -3.38877584e-01] Distance 8.681516486762014 Each least square approximations [ 9.91192848 -1.17924632 1.9904101 -1.85863282 1.92584091 1.94805792 -3.46937754 1.14933236 1.02575987 0.69091421 -0.69105461 0.94117262 0.9851219 -0.85177723 1.17912836 -1.46753166 -0.56765498 -3.34771133 -0.58659888 -0.62998722] Distance 8.171232597288192 Each least square approximations [ 8.46112413 3.41083713 2.34381588 -2.45554174 4.06466241 1.16979054 -1.50124437 -0.33228601 -0.26484643 -2.6158905 0.94284231 0.10604923 0.19826765 -1.06187826 -1.83513243 -2.97097339 -1.21280353 -1.21278631 1.27013873 -1.17041353] Distance 8.543175457865619 Each least square approximations [ 9.25274404 -2.46003388 1.16545897 -4.10168608 -0.06654489 -1.0537818 -2.48817926 -1.61587486 0.35878183 1.14800533 3.23376752 1.4876861 0.06326093 1.21190812 -0.728673 -0.12479062 0.94929416 1.19938224 -1.28093787 2.43375559] Distance 8.323623629452545 Each least square approximations [-9.75487153 -2.10393516 1.68669356 2.51612799 -4.35931275 0.84117572 0.28819702 0.55146763 1.38482777 1.20106377 0.47534101 -1.33594824 -1.0138671 2.11686804 0.08885212 1.07828356 -2.69803892 -0.23958499 -1.11500163 -0.57304003] Distance 8.078955583147813 Each least square approximations [-5.3340747 3.79559351 -6.72305553 4.32145461 1.32057184 -3.31432856 2.030166 2.90160165 -2.0245407 1.10385533 0.54708678 -0.61238561 0.90385628 -0.54850284 0.58111982 0.63839481 -1.39452246 1.31095593 1.44626636 0.33749832] Distance 9.31568270314327 Each least square approximations [ 1.50267055e+01 9.85182812e-01 -2.00675596e+00 -6.41499613e-01 -4.12841401e-01 -3.05740295e-01 4.78987893e-01 -2.87673420e-01 1.15818625e-01 1.11498170e-03 1.54723675e-01 9.40277613e-02 -2.65977674e-01 1.09554840e-01 -1.52014730e-01 1.16113586e-01 7.33138528e-02 2.62527166e-01 -1.86556437e-01 3.63836172e-02] Distance 0.667264996510972 Each least square approximations [11.11450234 -3.09433921 -4.18827721 -2.22050099 0.13567591 -0.09040263 -2.45950496 -0.37795924 0.5129952 0.80762178 0.51483508 2.35839001 2.24268794 0.34235443 1.68439478 -0.74434014 -0.70203822 -0.16212476 0.29778864 0.70951468] Distance 7.370113765126098 Each least square approximations [-9.20085435 -4.70365008 -5.50781574 -0.4026665 1.88321404 2.08507789 1.31033798 -0.00952709 0.40588628 0.14494721 0.92934886 0.83279937 -1.16748331 -1.9039807 -0.3021643 0.69909854 -2.80637842 0.52958382 0.94927905 -1.75877014] Distance 8.133707150500248 Each least square approximations [-11.06761942 6.06425413 2.5165135 -1.46699985 -4.4247553 -2.30207676 0.21372739 -1.65802953 2.39786496 0.37351376 0.51004356 -0.20112658 0.66282648 -1.2152717 0.53784319 1.01238154 -0.54069227 0.9622925 -1.63769941 0.48297244] Distance 4.850704231008335 Each least square approximations [-9.65827681 -2.20130286 6.71455845 -0.57930382 -2.32567527 0.90955876 -2.52195378 -0.60768803 -1.15458567 -1.16429623 -1.15591806 -0.71190325 1.60384107 1.59579702 0.58613087 0.45363822 -0.07306793 -0.19561261 0.02857334 -0.64254384] Distance 8.08311340833337 Each least square approximations [10.42971607 -2.7681436 4.05752486 -3.65272872 2.07093595 0.24041245 -2.15382819 0.34579996 1.34041018 3.33282225 -2.52197944 0.31365557 0.19664432 -0.45216656 1.57559679 2.13233842 0.09691984 -1.90007535 -0.13104093 0.84083702] Distance 6.795305515540099 Each least square approximations [10.89346389 3.95905777 2.7689259 -1.32522683 4.00668617 -0.18286238 0.26521396 -0.77773563 -0.8731916 -2.5676837 0.8363567 -1.57835553 -1.06852946 -0.71481362 -1.90846212 -2.24808492 -0.06995324 -0.54703849 -0.38216073 -0.98801923] Distance 7.046980701340458 Each least square approximations [10.73990139 -5.27323495 2.23130563 -3.89400614 -0.09510769 0.6477417 -2.4038872 0.14150043 1.8651187 1.30184607 2.72042727 -0.29588545 -0.57017861 1.26077106 -0.08130651 0.74823281 -0.55619268 0.43332636 -1.36672454 1.73873312] Distance 6.515783978764868 Each least square approximations [-11.41289976 -4.63253778 1.97705375 1.77804009 -2.9018522 0.06114186 -2.28743013 0.51273382 -0.37537008 1.81221882 0.64609728 -0.27281203 -1.23901744 1.74893517 0.47342493 0.51562012 -1.55571797 0.42328604 -2.41539756 0.72078383] Distance 6.4691449024755645 Each least square approximations [-5.9975429 8.08857794 -1.48634312 7.27893094 -0.47413163 0.55935464 -1.06511085 3.56578995 -4.17210039 1.41230467 0.39863231 -1.65235907 0.91502268 -1.06698545 -0.5101446 1.44228811 0.62949819 0.21510633 0.95862384 0.07004288] Distance 4.377306310383223 Each least square approximations [ 9.95246261 -4.97555702 2.3732378 -2.60341618 -1.49369153 0.29836354 -2.83267466 -2.51181312 2.76442436 0.66810476 -1.65360455 0.40347232 -0.95825405 -0.43342609 0.13759597 0.30047558 2.18590199 -0.43562134 0.30171153 -0.70215115] Distance 6.890882319890006 Each least square approximations [ 9.33066356e+00 -1.16472096e+00 -1.96578138e+00 -1.24437083e+00 2.99840378e-01 -1.53141400e+00 -1.75426922e+00 -1.13402817e+00 -7.09301828e-01 3.60680349e+00 2.11417585e+00 1.59907532e+00 5.49008733e-03 -3.00674303e+00 1.20799828e+00 -1.61689784e-01 -2.55482789e-01 8.76120668e-01 -2.18681313e+00 3.17624047e-01] Distance 8.983222597437098 Each least square approximations [-8.90491118 -6.34616387 -1.42202571 -2.38458351 -2.21336116 2.03158525 0.57690612 -1.14070438 -1.7153967 -0.29934526 -0.05846865 1.6557825 1.22675357 0.06918489 0.15065613 3.3763275 -2.02842047 1.07650358 -1.80463219 -2.24764433] Distance 6.919329859409281 Each least square approximations [-8.53203113e+00 1.95747061e+00 1.90581635e+00 -4.16808442e+00 -2.39366278e+00 1.94961487e-01 2.97377249e+00 4.56641963e-01 2.18350794e+00 -3.44932875e-01 2.63205055e+00 3.93615829e+00 -3.13347623e-01 -5.82814174e-01 -1.69544070e+00 5.00767135e-01 -2.41971204e-01 3.25840590e+00 3.00682259e-03 -4.43463702e-01] Distance 7.99457258448654 Each least square approximations [-9.39933749 -0.82016048 5.53579127 0.86157411 -0.86783635 -1.5550339 2.69271104 1.01343567 -1.09910937 -1.82001617 -0.35093582 1.08266194 3.09768236 0.17510169 0.40397493 2.03346066 -0.02234858 -1.0429895 -0.8370565 -0.45008007] Distance 8.032429316082998 Each least square approximations [10.4903481 -5.29601427 2.6636254 0.22441901 -3.25272376 -1.69799993 1.76680689 2.33254137 0.41697952 1.16119394 -0.46818233 0.23280174 0.73368786 -0.62551819 1.14422612 0.68244144 -1.84478083 -2.06725672 -0.84560541 0.88479931] Distance 6.096490197384321 Each least square approximations [ 6.71959899 2.4416136 0.04430431 -2.7836078 2.63673262 0.23548577 -1.7872459 -2.60749799 0.62248103 -2.46300867 3.72401193 -2.77301504 -2.55254571 2.58270527 -0.25274562 0.47818004 0.56978822 -0.33891334 -0.94613972 -2.51390102] Distance 9.648713707380033 Each least square approximations [ 1.05582208e+01 -1.77458347e+00 -1.86062259e+00 6.18273901e-01 2.05445267e+00 2.11760085e+00 -3.46565627e+00 1.40636302e+00 3.03223161e-01 -1.47904072e+00 3.40393496e+00 1.53093545e+00 -1.79219431e-03 9.70361125e-01 9.22510246e-01 -3.04980498e-01 -2.87122717e+00 2.48554071e+00 -1.24140390e+00 1.34110022e+00] Distance 6.41000005002368 Each least square approximations [-8.25914571 -0.80819689 -1.02515946 2.85969052 -0.93207807 -2.59505853 -0.16498693 0.11680982 1.57269397 3.7515399 -0.94635345 0.5646751 -0.86333012 -0.94615304 -1.55603024 0.5314428 -2.72365959 1.01029753 -2.23770755 1.9535117 ] Distance 9.643662228827656 Each least square approximations [-5.53877958 3.66896104 -7.52522474 4.19504921 1.53217566 -3.63860284 2.48711987 3.00392977 -1.56845151 0.86578479 0.19388682 -0.17297478 0.53274516 -0.7402986 0.48196677 0.14375633 -1.58344165 1.18284353 1.01882872 0.79447712] Distance 8.972580171023406 Each least square approximations [15.15152183 2.76875067 -0.89340722 -0.3006986 0.3251307 -0.50270088 -0.41342327 0.33005226 0.04184874 0.2066506 0.16182493 0.53189886 0.17706514 0.23320988 -0.17691291 -0.28760681 -0.09874944 -0.01831286 0.14158779 -0.0171463 ] Distance 0.512550747882622 Each least square approximations [ 1.11347879e+01 -3.78969306e+00 -4.70984896e+00 -2.76676648e+00 6.95439061e-01 -3.19852531e-01 -1.97274099e+00 -3.04665064e-01 5.85993585e-01 1.92886735e-01 9.67274297e-02 2.01017656e+00 1.66098873e+00 3.64227990e-01 1.84036361e+00 -3.89892545e-01 -5.95506290e-01 5.01125734e-03 1.86572148e-01 3.99464853e-01] Distance 7.446086176988483 Each least square approximations [-9.32081482 -4.41244966 -6.13925516 0.22990521 2.37894979 2.03064416 1.23749083 0.10847693 0.29516993 -0.46501636 0.9844372 0.53767387 -0.79397691 -2.20567334 -0.33081975 -0.02392322 -2.5776606 0.64598279 0.83666255 -1.47122037] Distance 8.191344645613263 Each least square approximations [-11.35314647 5.7397314 2.89762867 -1.46517392 -4.47394947 -1.78878195 -0.78608533 -1.28026063 2.62798407 0.81694557 0.17164469 -0.76912976 0.55566998 -1.57542274 0.75941532 0.72760853 -0.70438089 0.82259177 -2.46720549 0.73704266] Distance 4.675338788688551 Each least square approximations [-9.78821276 -2.16540975 6.86374804 -0.92832604 -2.53542297 1.43234825 -2.60676846 -1.32380514 -0.34147593 -0.91873094 -1.33126051 -0.72518787 0.82587229 1.43742196 0.42687177 0.29860061 -0.26599948 0.30882089 0.07857429 -0.41456884] Distance 8.215026699015208 Each least square approximations [ 1.04672376e+01 -2.92633622e+00 4.22112163e+00 -4.05027122e+00 2.72018867e+00 8.60562486e-01 -2.15530878e+00 2.92634357e-01 1.02678110e+00 3.18725878e+00 -1.91779818e+00 3.55072148e-01 9.22011210e-02 -1.00497146e+00 1.48559906e+00 1.55869187e+00 6.91646951e-03 -1.47493705e+00 -3.12749939e-01 1.06428932e+00] Distance 7.092949039772929 Each least square approximations [10.89587652 3.8923599 3.57987456 -2.07641338 4.3094278 0.39377196 0.73529368 -0.33610086 -0.98465227 -2.46482527 0.85096285 -1.43839532 -0.74532577 -1.22941886 -2.07731111 -2.29458936 -0.10119895 -1.11388795 -0.32634876 -0.81688244] Distance 6.761680886203649 Each least square approximations [10.60595925 -5.21721242 2.40714683 -4.77657809 0.03773535 -0.29596123 -2.22255954 0.36555045 1.00283034 1.72026488 3.16137757 -0.15422321 -0.51634669 0.91302357 0.08371128 0.83769141 -0.51144066 0.16345671 -1.27050522 1.54985436] Distance 6.784777882507192 Each least square approximations [-11.29785488 -4.61459718 3.06295077 2.15684765 -2.86951926 0.42488018 -2.58318602 0.86043083 0.20612903 2.14534089 0.64691458 -0.86252289 -1.31647019 1.99692019 0.28297118 0.1063327 -1.82929685 -0.05824169 -2.18011318 0.78048816] Distance 6.362311449869744 Each least square approximations [-12.78512842 0.13953594 0.6603549 -3.68768151 0.79064819 0.07038703 -0.05337944 2.43257736 -0.52322013 -1.26724319 0.14346286 -1.25258068 0.91280378 -0.63762142 1.11267576 -1.81124853 -0.8109454 0.53482176 0.38734006 -0.47618186] Distance 3.4698350584858098 Each least square approximations [ 4.00925787 1.07336439 1.73746521 -1.58694666 -2.27040512 1.25530331 -1.72006351 -0.5740459 -3.37891033 -0.50987628 -2.79393182 -0.77880142 -0.33266265 -1.10654635 0.56084608 -1.86193059 0.64165183 -0.57531568 1.35181662 -0.96566241] Distance 12.048297735224727 Each least square approximations [ 5.3624612 1.30233181 0.46126899 -2.75256563 4.29198227 -4.64984934 0.77345725 -0.22766959 1.67226227 3.80844008 2.86477699 -0.56994903 0.06389032 1.37357904 2.341169 -1.05336532 4.88666617 0.10556027 1.40734037 0.7761917 ] Distance 8.181129448273898 Each least square approximations [-7.28716111 0.47037485 -1.17672971 1.37755475 -4.03876275 -1.16682936 1.65762988 2.09275658 -0.96879923 -2.51740259 -2.61729871 0.6668295 2.90319603 -3.14269416 0.33677025 -0.19220937 -0.33467324 -0.85750964 0.46572757 0.03815108] Distance 9.54743679603355 Each least square approximations [-4.80954323 -2.80336684 1.60515569 -3.08528945 -1.29788686 -4.1441065 -0.68368479 2.48311467 0.15231715 0.50396161 -1.92642142 -0.11755281 0.49857797 -2.31544217 0.93958121 0.87805146 0.68263756 1.15172657 -0.16395783 -1.06263371] Distance 11.129261241065247 Each least square approximations [-8.70271096 1.94693753 -1.56492194 -1.00094362 0.67168963 3.42582963 1.5069074 3.31965456 2.25880788 -0.77341684 1.06585101 2.19074338 0.84590027 -2.07014442 0.46425268 -2.23424691 -0.2738174 1.08829193 -0.22325612 1.03501779] Distance 8.600616873078637 Each least square approximations [ 8.55941499 4.60360076 -1.85026584 1.03984772 0.6450879 2.18319437 1.31371569 1.77794893 -3.16818439 -0.15195719 0.56840708 2.63007347 0.711672 0.60346718 -2.75226409 -1.00360008 -0.73040191 1.48539023 0.02541689 -0.02824933] Distance 8.253868235329785 Each least square approximations [ 4.33600979 0.44499739 -2.32796286 -4.07030264 2.35867992 1.00485385 -4.1045145 -1.13697345 -0.20611107 -1.93469109 1.91932342 0.03515354 1.79338056 -1.67305226 -0.64104525 4.22329284 2.74691896 -3.27798786 -0.63136543 0.67299439] Distance 9.490959015128572 Each least square approximations [ 6.0531039 3.8320753 -2.95859673 -3.93178642 2.85458392 -1.00927649 -2.90303501 -2.85081348 2.35296734 -0.82028938 0.14068952 2.00906829 0.42663975 0.45100026 0.09553661 1.7893901 -0.99044577 -2.68118229 0.44492596 -0.96959084] Distance 9.067710534917262 Each least square approximations [-4.85831193 0.46246575 1.02844076 1.67331438 -1.87103127 -2.48887778 2.15540691 -0.30624343 2.51646203 2.84610885 0.18150087 -2.64777405 -0.37318071 -0.96577853 -0.21750044 0.68776218 2.3967532 -2.31047791 1.45513528 0.62651301] Distance 11.308453620539712 Each least square approximations [-4.60192833 1.55774494 -0.87634202 1.29643823 3.40449523 1.26124943 4.29219083 4.65556683 -0.29653169 -1.35803933 0.45620917 0.76409717 -1.54026032 -1.72920664 -0.77472327 -1.41497779 -0.11717433 1.75573298 -2.56568702 1.26974109] Distance 10.29591919110233 Each least square approximations [ 3.99652065 1.99310065 1.37962886 0.24992176 0.50371413 3.1215851 -2.37521559 0.48624209 0.91057422 2.50403251 0.69203887 1.14338997 -0.402358 -1.07656288 0.37022219 -0.98457281 -0.20279647 -0.77883179 1.69479586 -1.26883269] Distance 12.372893508876093 Each least square approximations [ 1.90786977 -4.23354879 -2.98568394 -1.82973703 4.0431872 -0.28855371 0.40750187 -2.50562911 -0.08477187 -0.07936087 1.5244841 2.02548757 0.49122504 -0.89695236 2.4287577 -0.48119233 1.91996128 1.21384417 0.99432184 0.75308421] Distance 11.414292928911008 Each least square approximations [-5.0574729 0.26802642 -2.69196907 1.86203999 1.07034228 1.80869331 2.25166448 -1.28631738 -3.69507461 -1.83392644 -1.67845866 -0.30088967 4.76721652 -0.72325016 2.66995893 -1.98911317 -0.57632713 3.39270426 3.1894338 -1.18521475] Distance 9.062750188476851 Each least square approximations [-6.57249114 -2.25613799 2.24913099 -0.69850878 -1.88009874 1.46940198 -3.77467873 4.86293158 -2.44589966 -1.86745611 0.08198852 -1.45695498 -1.52546574 -3.77529173 -0.39446788 -0.90463174 -0.70472707 -0.1663449 1.40682368 -3.55081475] Distance 8.101146952845495 Each least square approximations [-6.23420129 3.17592804 2.07726902 0.49515271 0.0137581 4.3404389 3.57724874 -2.69196872 1.26518275 -0.71067122 -0.58975959 -1.30565342 -3.81468785 -1.17615619 1.26531722 1.49440734 -0.29551077 -0.59289003 -0.42836466 0.75685629] Distance 9.47628647717592 Each least square approximations [ 4.20312266 -1.01594336 -0.30923693 -0.57221225 2.2469549 3.23066963 -0.95263682 3.2461706 -2.88322514 2.61492108 1.42374436 -1.03117223 -0.84242227 -2.38217473 -0.4095723 -0.25567684 0.69461697 0.97096498 -1.84916117 1.95718276] Distance 11.301831448099176 Each least square approximations [ 3.18310361 -0.556251 1.92148663 -4.73315276 3.8677608 0.33320615 0.79423079 -1.9534602 -3.55328902 0.56208725 1.20074562 2.16071872 -0.25629528 0.41455932 -2.17198295 2.32767906 3.46903438 -2.40838737 -1.07385878 0.75278367] Distance 10.113569798518213 Each least square approximations [ 2.95704656 -0.65046612 -3.16823753 -4.05045337 0.1564018 -3.26168233 -2.65274688 -1.2174095 -0.67047976 2.90531767 2.76188013 0.28052045 0.5579216 0.53613048 0.10311784 0.05578675 -2.76702235 -0.34868954 0.93356255 -0.5504159 ] Distance 11.241111547979914 Each least square approximations [-4.18956337 1.03935291 2.60852866 3.18486314 -1.65566939 -1.45224446 -2.71046712 0.41177746 -0.76585141 1.87840377 -1.2805332 -2.7972862 0.68805676 0.56514216 -3.18555197 -2.25861015 0.5805807 -2.14344227 2.28537568 -1.30507233] Distance 10.857811870174334 Each least square approximations [-8.58058078 3.45624049 -3.42070824 2.43853296 2.0450607 1.64076473 1.57063781 2.23754407 -0.78822112 -0.78689732 0.78053167 0.09266121 1.80495895 -0.89983377 -0.09942075 0.71164311 -0.50867863 1.60950287 -0.35482145 1.43615441] Distance 8.899509962507302 Each least square approximations [ 7.9890897 0.16104481 1.94998212 -0.01139416 -1.92189131 2.45609306 -2.89261857 -2.59094837 -2.13716068 2.12123953 -1.50413105 -0.18329128 -0.38617976 0.0161178 -0.49593931 -2.29167098 1.68691442 -0.07206018 0.87594055 -0.05691422] Distance 9.754832149307948 Each least square approximations [ 7.74122652 -0.44997264 -4.07005466 -1.67342937 3.40203576 -1.97608235 -2.87873898 -1.6818413 1.21286616 1.93976593 1.39682 0.51511063 -1.05275423 -1.49491074 1.29434602 0.27133709 2.78022454 -1.37037342 -0.45314301 -0.35334646] Distance 8.926338687117784 Each least square approximations [-9.5504385 -1.85388974 -3.58131971 -0.62118716 -1.23996448 0.80558998 -1.98786514 0.16777144 -0.97501553 -1.13574867 -1.07464591 -1.41088919 3.47711102 -1.57257614 0.34759711 1.39242576 -4.49225046 0.32055652 0.05134657 0.14093156] Distance 7.204747289257253 Each least square approximations [-8.10676608 1.95294934 0.56703807 -4.4288751 -2.02982154 -0.1634566 -1.51898105 2.1286638 -0.36235112 1.1471687 -0.36778911 0.22355118 -0.32713665 -1.82205704 -2.99358673 0.54588473 0.41791034 0.75546434 0.04814366 -0.25306925] Distance 9.626133483088624 Each least square approximations [-11.68649394 0.97254849 2.15799487 0.76990531 1.52188815 -0.38527146 1.09696046 -0.33413513 1.58526424 -1.15186953 -1.16087521 -2.03937873 0.22050562 -1.01365613 -1.61933269 0.5695993 -2.39035306 1.09251587 -0.35674444 -0.42461441] Distance 6.412112100916728 Each least square approximations [10.67833756 -0.84229096 -1.32312949 -0.48989966 0.1809031 3.24805126 -0.09633824 0.97536428 -1.55856361 1.09214736 1.52510968 0.73797609 -0.11539662 -0.83528797 1.16038836 -0.75646178 -0.12452968 -0.4961671 0.36164579 1.81630573] Distance 8.195416278873873 Each least square approximations [ 6.58440029e+00 2.62082685e+00 7.88535736e-01 -4.34965706e+00 2.75962460e+00 9.20897299e-01 -2.05539540e+00 -2.88642828e+00 -9.81787607e-01 -5.59470216e-01 1.42010555e+00 -3.82575254e-01 -4.64943663e-01 -5.04908209e-03 -1.45666859e+00 5.25473084e-01 1.59221646e+00 -9.94687978e-01 1.31218859e+00 6.04486801e-01] Distance 10.285848463701097 Each least square approximations [ 8.76203042 0.03054189 -3.84591575 -4.08580533 0.19471463 -1.42961686 -1.54690327 -1.11769389 0.35755675 -0.87037814 3.42102286 1.92981819 -0.55456127 -0.10426067 1.91966377 1.15462125 -1.82152191 -1.55211872 -0.06652871 0.15327333] Distance 8.176874198917107 Each least square approximations [-7.73395712 -1.46185885 0.66343344 3.08417369 -0.41872865 -0.64334319 -0.32303276 -0.60579522 -0.07925614 5.12722277 -1.00600704 -1.87713641 -1.38812372 2.28004536 -1.10737975 -0.19360599 1.70563665 -1.59513394 0.06473997 1.92100648] Distance 9.322929102687404 Each least square approximations [-6.68029443 3.00707666 -6.73575546 2.09300523 -3.12985193 -1.87355564 1.79835652 -1.06960956 -2.32753726 0.99946486 0.139137 1.18184814 -1.1831774 0.66102197 1.39996677 3.05244308 -2.95061515 -0.56218457 0.07536403 -0.55922568] Distance 8.241184160738502 Each least square approximations [ 8.80010785 3.15573298 -0.23615276 -0.72972933 -1.62053863 5.15249489 -1.09874525 -0.93237733 -0.10919524 -3.6352593 -0.5855653 -1.20488394 1.63549514 0.23686197 0.20594089 0.06446994 -0.30762552 1.30166971 0.88628431 -0.27275687] Distance 8.923050206885348 Each least square approximations [ 8.80617279 0.67222173 -0.23459621 -4.66619374 5.11625009 0.31181395 -1.43857211 -0.70439017 2.0354508 -1.15921734 -0.42511962 0.79257951 -0.63584989 0.44138771 1.68117706 -0.97885992 -4.11666464 0.83772727 -0.93333054 0.96901588] Distance 7.778338104982525 Each least square approximations [-9.18242894 -1.29188682 -4.96677108 -2.44248397 2.85563443 -2.11540301 4.35742695 -0.46850944 -0.132708 1.99771627 0.55187548 2.7865724 -0.0763599 -1.67891877 -1.81863977 -0.9857002 -0.28449623 0.98318717 -0.4005672 0.72249664] Distance 7.0668321545363355 Each least square approximations [-10.61958011 -1.4397801 -1.68981741 -1.4736462 -3.27988997 -0.61042351 -0.83099294 -2.90028981 1.22874826 0.92788525 0.75633769 -2.25720931 2.5311006 0.54764479 -0.32975002 0.310195 0.49069233 -0.54770023 -1.57834049 1.01651605] Distance 7.757972492571691 Each least square approximations [-9.72116999 -3.51446006 2.35020074 -1.35399132 -4.09939909 0.61546093 -2.61326338 -0.88018147 0.40507795 1.47781499 0.82809789 0.41215053 0.50369873 1.52745705 1.69956953 -0.60473257 -0.25702489 -0.26535511 1.2368974 0.69275743] Distance 8.31387757917635 Each least square approximations [ 8.12561933 -1.5674999 4.01357991 -3.3994268 4.63906454 0.26575691 -2.14542996 0.29296937 1.22849582 0.93759275 2.51698427 -0.21607725 0.80386679 2.66049626 0.78633315 0.09734954 0.74249442 -0.8811319 2.08962059 -0.86446243] Distance 8.562521808502662 Each least square approximations [12.97476495 -3.48646369 -0.02912169 -3.55460788 -1.06209465 0.77335131 0.90744015 0.48480364 2.30531353 -2.0797973 1.10040049 -0.45877873 -0.13416211 -0.55453625 -0.63810665 -0.7371985 -0.55530761 0.56159186 -0.27747094 0.7919309 ] Distance 3.118099736290633 Each least square approximations [ 9.13667049 -1.58700208 -0.5210719 -3.6543573 -3.51183258 -1.65244588 0.24161099 1.01947542 1.62536305 0.94666621 1.58949522 0.43405404 2.10276124 1.39617337 0.84814224 1.27170952 1.24770044 1.55156353 -0.78432839 0.24636854] Distance 9.160996266071008 Each least square approximations [-1.13282627e+01 4.04898390e+00 4.43493216e+00 1.17350010e-01 3.78974339e-01 -2.36151717e+00 -3.60783575e-01 2.43687332e+00 -6.07485474e-01 1.72894049e+00 9.36452085e-01 3.80501527e-01 1.91305350e-01 1.52091526e+00 -3.43042331e-03 -6.32908545e-01 -5.93523390e-01 -4.91394961e-01 -6.51091784e-01 -2.51510577e-01] Distance 5.907811558165854 Each least square approximations [-5.49523719 2.01120575 -3.6252547 0.17577388 -2.1139014 -2.64278062 -0.62759371 -0.24801342 -2.49256335 -0.19228518 -2.82415131 1.76962522 -1.97557157 0.9884421 1.72113029 2.1880789 -2.73003118 2.26185128 1.68818167 0.93985629] Distance 9.735245024885678 Each least square approximations [ 6.40910834 1.49742953 -0.20035081 -1.66276 -0.52867179 2.6805612 -1.59176431 1.06434476 -0.32380849 -1.70122323 -1.30899722 -1.30816372 -0.17359244 -0.36556094 0.4082437 -0.10143689 -0.74604441 2.2630474 -0.94520997 1.078673 ] Distance 11.341689035529875 Each least square approximations [ 9.51231089 1.33757647 2.11737149 -2.40885125 1.8341014 2.01004471 4.32329208 -0.53842653 2.44538209 -1.69358828 0.01018022 0.45337788 2.51611351 1.34374755 0.55150383 -1.06506442 -0.15640662 2.27617441 -0.94053493 -2.02000242] Distance 6.53034854579131 Each least square approximations [-6.82491914 -0.87181387 -2.72706996 -2.63774699 0.20999158 0.46232806 1.21161289 -1.67851223 0.93617733 -0.94819715 0.2575943 -0.17192982 -2.72439858 -4.05936295 0.36917953 -2.38796585 1.34564493 -0.09176358 -0.84051863 1.53450154] Distance 9.880282605366423 Each least square approximations [-6.9260749 -0.74115162 2.46440599 -1.75042277 -0.49654645 -0.78044923 -0.78388905 -1.38489452 3.0532689 1.00691779 0.76654038 -1.00932432 -0.63914671 2.35694458 1.84903708 0.27839725 1.73992788 0.77024789 0.0150994 1.21554231] Distance 10.622725130359294 Each least square approximations [-5.84179166 -2.33211987 2.24373461 -0.49069526 -0.5763768 0.49071768 -3.99061409 -1.6478324 1.80262825 -0.45653331 0.65512283 2.22291042 3.54390335 -1.16905205 0.6587217 0.17390676 1.80204958 0.4425188 1.28793438 -0.85416112] Distance 10.357836528034369 Each least square approximations [ 7.00150852 0.38220956 2.19664167 -2.60214839 1.75174394 -0.73523876 -2.44246998 -0.39791989 0.49316331 -0.73883787 -0.86519666 -1.27346277 0.39410593 -0.35557916 1.17056536 -0.73316614 -0.14508061 0.01825909 -0.50896248 -0.46540757] Distance 11.137591787211981 Each least square approximations [ 8.35457703 -0.03370864 1.91379916 0.77912139 1.39263147 0.70670569 -1.7489306 -0.12020303 1.8255777 -0.63683655 4.10233649 -0.89491483 0.88455599 -1.43033377 1.83379294 -1.11376356 -0.56011248 -0.36980552 -1.0285463 -0.17344686] Distance 9.511491810451895 Each least square approximations [ 6.81590584 -0.32485041 0.79282329 -3.457609 -0.21244582 -0.37753156 0.56291469 0.58165366 1.85292875 0.03625039 -0.68928294 0.42376233 2.9837291 -1.02213269 0.52922489 0.77276901 2.0911533 -0.80120895 -1.72638212 2.57310406] Distance 10.529480574854816 Each least square approximations [-6.80819262 0.12735046 2.83173216 0.30168392 -3.02049711 0.02592169 2.23929255 1.43216691 0.74747014 1.45222541 -2.17673876 0.7305435 0.83474825 -0.56825404 1.65287995 -0.53548982 -0.52050141 -1.58503816 -1.42869711 -0.51147246] Distance 10.614025648181844 Each least square approximations [-7.31154417e+00 5.74404996e+00 -6.15062977e+00 3.98343155e+00 1.46190361e+00 -1.11803921e-01 8.58476141e-01 2.30620888e+00 -3.20316555e-01 3.47027541e+00 6.50058530e-01 4.02144132e-01 -1.77062587e+00 -1.90033956e+00 1.26851206e-01 -3.72396766e-03 4.90194077e-01 8.85458295e-01 -7.29539043e-01 1.84362697e+00] Distance 6.169346930400946 Each least square approximations [ 9.49797069 2.17160535 0.80033115 -1.42717596 1.2773964 2.78003753 -3.9997868 -2.08759991 -0.07307504 0.28514545 -0.96788817 -0.28392516 -0.06482074 -0.83991874 -0.01116136 -0.02797165 1.54920531 -2.56798068 1.33952508 0.93202772] Distance 8.370841039073118 Each least square approximations [ 9.91511487 -2.04526975 -3.96032138 -3.10456269 1.94904211 -0.26203309 -0.56639034 -2.10895831 -1.05379734 1.26399853 0.44553508 0.33839512 -2.29510339 -0.98914131 0.30594824 -2.23857517 -0.41110459 2.28695028 -0.96909706 -0.15571278] Distance 7.3266025592429775 Each least square approximations [-10.60462012 -2.20165561 -5.1352302 0.79192805 -1.41285616 0.8009032 -1.42435926 -0.65072481 -1.43721392 -1.61882661 0.3927452 -0.24670012 0.52346145 -1.03852542 1.10651256 -0.48783562 -0.03842337 -0.17125459 -1.52555066 -0.43777958] Distance 7.155821602820607 Each least square approximations [-9.66310346 1.71752523 2.73864654 -3.53098652 -1.78841316 1.72061091 -1.9842129 -0.96014259 0.91727529 0.94526583 0.17597991 0.22280251 -0.7534694 -0.91958903 -0.39771451 1.30249186 -0.24378275 0.29645709 0.33285845 -1.10269163] Distance 8.774712421189363 Each least square approximations [-9.76101456 0.56523783 4.72341455 -1.81895484 -1.95981852 0.44090285 -0.33731209 -2.78471794 2.98478121 -2.72468383 -0.37860132 -0.13133429 0.35571479 -0.34493913 1.92069045 -0.5772113 -0.65547647 -0.46675399 0.16380239 -0.70221346] Distance 7.4710193978066295 Each least square approximations [ 9.97870516e+00 -3.43970382e+00 2.19834212e+00 -1.48402545e+00 2.61294508e+00 2.65065072e+00 6.36903375e-02 5.63857917e-02 -2.50332633e+00 4.38790621e-03 1.83969689e+00 3.04126520e-01 2.54100085e-01 -1.49195885e+00 3.07615269e+00 9.39757754e-01 -1.04304688e+00 7.72486567e-01 -8.32378049e-01 2.09557159e+00] Distance 7.029494494731974 Each least square approximations [ 7.99196809 3.12657362 3.49681161 -3.94997967 2.93454203 1.45212364 0.45850183 -0.88394465 0.4457879 -0.77672928 2.59304737 -1.31896419 -0.36219627 -0.34498997 -0.49798437 0.5887276 -1.09904949 -0.34470417 -0.38605224 -0.30635057] Distance 9.273389104004327 Each least square approximations [ 9.41998353 -0.47546151 -1.84042497 -4.83963253 2.55791458 -1.76826803 -2.77539862 1.48228038 -2.68693636 1.88944103 2.79137053 0.30959878 -0.91479789 0.15067192 0.74521061 1.26635051 -0.71432255 0.11983789 0.4569562 0.8293026 ] Distance 7.239240676355978 Each least square approximations [-8.61015613 -1.79225294 3.50810335 3.23385146 -0.21579878 0.59852551 -1.0857221 1.03923189 2.71085325 3.09780339 -0.87976958 -0.66748907 0.80230767 -1.11838119 -3.12200452 0.06411257 -1.5114775 -0.82777255 -2.08368147 0.33966414] Distance 8.417388269784364 Each least square approximations [-8.15980282 0.03356817 -3.09553718 -1.64609817 0.9944096 -4.6906306 -1.10653847 -0.32751551 -2.14156359 0.92221452 0.23100559 0.11771381 -1.08284431 -1.25975473 -2.18544633 2.54185334 0.25008537 -0.03837242 -0.40778791 1.41456387] Distance 8.054584698779324 Each least square approximations [ 6.3021871 1.63300273 -0.53623558 -3.07458511 1.07045085 0.75695911 -1.19493582 -2.70586845 -2.22050493 0.33246992 -1.48182487 -0.45962859 1.45554101 1.443902 -0.73368754 0.7752355 -0.79036878 0.81309181 -0.56533114 0.99665807] Distance 10.574657076931684 Each least square approximations [ 8.09684077 0.54834112 0.05973349 -2.4754234 1.04041558 -0.43233253 -0.63542422 0.11353273 1.33519807 1.95659433 0.17995855 1.29469404 -0.76795269 4.34168405 0.66164473 2.47248925 1.06646401 -0.35148717 0.88014298 -0.68766201] Distance 8.961617253026493 Each least square approximations [-7.65003527 0.0885329 -2.3026101 -0.57893011 0.53455923 0.12807266 1.14763109 1.66988973 1.00911032 -2.34172225 -0.777359 0.8537545 -2.26759812 -2.10613638 -0.92913438 -0.23781027 -1.26806966 0.07299414 -0.91381553 0.25316553] Distance 10.01924792281701 Each least square approximations [-7.41602824 -0.99977402 1.26227892 0.96265352 -0.72384729 -2.69672719 -1.83430053 0.21327511 -1.73807922 1.95224931 -1.82856526 0.22044005 1.71702156 -0.27741401 1.27857423 1.61524872 0.05981634 1.14733856 -0.81374894 1.21646815] Distance 9.956285082337908 Each least square approximations [-7.41001525 -0.72275754 -0.5381422 -0.9681832 -1.98435205 3.30696795 -0.88504344 0.24040401 0.80573335 -0.17404714 1.6015568 -0.33820519 1.30966164 -0.32939411 -1.34699875 -2.79993405 0.50913665 1.44446379 0.85785143 0.79902002] Distance 9.943706143882364 Each least square approximations [ 7.3841334 5.36014816 4.08139923 -4.09530638 0.55244082 1.71825239 0.38556063 0.99632343 -2.4894208 0.67303681 -1.54463765 -0.81967162 1.27002279 1.2497893 -1.04541329 -2.82914791 -1.19362947 -2.50850849 -1.11728896 1.47922518] Distance 5.96555753114015 Each least square approximations [ 6.13948641 2.31160441 0.32562311 -2.25784586 2.12397331 0.51466965 -3.50439576 1.58915118 -0.73565674 -2.99035036 1.42747612 0.92020584 -0.99927425 -1.91272782 0.54198365 2.50811257 -0.70741178 -1.08676319 0.7228943 -1.22375043] Distance 9.729976110214794 Each least square approximations [ 7.17098768 0.08066519 -0.81350078 -5.96504096 -1.74117494 1.64877442 0.2831931 -2.39825358 0.15131539 -0.35991672 -0.50020491 -1.12343936 -2.12593324 0.23570428 -1.39607688 -0.94593854 -0.4512423 0.87713089 -1.09488901 -0.24479409] Distance 8.901458147427789 Each least square approximations [-6.57237772 -0.30266782 2.60027945 0.79899637 -4.33393208 1.65330183 0.79316707 1.14215227 3.25743419 0.6437921 0.91672128 -0.5506107 0.02359179 -0.37126402 -0.17920058 0.54317016 1.19343911 0.8807986 1.71212969 2.3754847 ] Distance 9.605204426691625 Each least square approximations [-6.36242402 0.68662783 -7.95056401 -0.64736839 -0.88077703 1.57770593 0.82019964 0.20441874 -2.38921921 2.83632125 1.2569749 1.17739615 -1.62715346 -0.62215865 -1.13363365 0.71692507 0.01671632 0.18220111 -0.22822148 -0.01041982] Distance 8.37931149317732 Each least square approximations [ 7.06588254 2.85210384 -1.15842422 -0.74401042 0.18754948 3.46868903 -1.29027481 -1.05060134 -3.18900179 -1.02994901 -0.66436974 -1.24567291 0.33278211 0.46114909 -0.49919355 0.42719511 1.47286959 -0.44349195 -2.11930656 1.1360377 ] Distance 10.17322717072722 Each least square approximations [ 7.12597162 1.21390192 -4.3425517 -2.84281501 3.83010754 2.3202701 -2.20125756 0.20841821 1.68473089 -0.08680633 1.92241341 -1.29540063 -0.40127735 2.57195827 1.3425028 -1.00467765 -1.46276665 -0.26337769 -0.90033063 0.21573814] Distance 8.683626796345468 Each least square approximations [-10.26823776 3.00111114 -4.19513805 -1.87164655 2.76872766 -2.76928863 -1.70152285 0.61191497 0.76212874 1.4133195 0.0817948 0.7537901 0.55033406 -1.25454046 -0.12925306 0.84457058 -0.71032955 0.65306387 0.35776051 0.88334729] Distance 6.21805580861194 Each least square approximations [-8.44986736 -0.3260996 -0.23409507 0.02414762 -1.74105333 0.03963267 -2.56315926 -1.85363006 0.80337214 2.64685251 -0.15642551 0.07191462 2.93750126 0.35223272 -1.14639258 0.62921738 1.12425836 -0.82803304 0.05873243 -0.43074865] Distance 9.773967703837236 Each least square approximations [-9.51723885 -1.19233199 -0.34411612 -2.28114889 -1.45704173 0.51161243 -3.08961384 -3.04832384 1.07918415 -1.77741929 1.3124698 -1.21778832 -0.0583475 -2.43329575 -0.41183656 -2.33906813 -0.59246712 -0.97628616 -0.14570539 0.05370163] Distance 7.8387769704103265 Each least square approximations [ 6.80854109 -0.34936779 2.9220441 -2.76169688 2.84028553 5.17483633 0.29863779 -2.09065061 -0.97463611 0.92388512 1.67203757 0.50795543 0.89288059 2.35015118 2.80909952 -1.44718223 1.61186851 -1.8041516 0.37634731 1.10687786] Distance 8.371432619675744 Each least square approximations [ 9.53120817 0.79241827 1.63666265 -1.96780083 -1.1224059 0.88918191 -1.30857997 2.90501953 -0.94743776 -1.31353804 1.08044954 1.40360208 -1.6899157 -2.40487269 0.16154257 1.01375224 0.7119269 0.07829229 0.87839427 -0.81385346] Distance 8.531614182621627 Each least square approximations [ 8.97329134 1.43722949 -3.26230115 -4.42083471 -2.91766583 -1.94098298 1.52477733 0.0479809 -0.63436634 -0.05588595 1.08140172 -3.83241529 -0.59163383 1.52830403 1.27278808 0.62407886 0.21603091 -0.9474768 0.75111941 -0.5604515 ] Distance 7.08899883974226 Each least square approximations [-9.29754071 1.50088278 4.7997403 -1.09418606 -1.81433138 0.84400906 -0.60915788 -0.69454076 0.60699613 -1.16750363 -0.83424344 0.73098001 -0.3194762 1.02044328 -2.51590944 -1.1727442 1.7814873 -1.27711338 -0.6914199 0.44588356] Distance 8.082846580153 Each least square approximations [-5.81147905 3.73611517 -8.05742819 3.83149324 0.92399584 -3.64696532 2.02716163 2.05294301 -1.61855434 1.87144261 0.1520096 0.15056009 0.42658773 -0.21191087 1.12169664 1.05142551 0.1510114 2.59637588 0.04254212 0.19216953] Distance 8.227079578271157 Each least square approximations [13.25194519 0.84092848 -3.72647306 1.97916708 0.5538654 3.69460067 -3.53466219 -0.62465875 -0.58011346 -1.05537895 -0.51543903 -0.5313251 1.66537931 -0.31523407 -0.31626996 0.16052339 0.45194716 0.95743327 -0.1277353 0.76656556] Distance 2.317472727893889 Each least square approximations [11.37334062 -2.39134827 -5.00075501 -2.50713922 0.96353331 1.22856148 -2.10059314 -1.4372495 -0.70505102 -0.40978602 0.70228309 1.51217014 0.75298705 1.18696379 -0.03548477 -0.56622964 -1.28525851 0.17800024 2.2735879 0.35062897] Distance 6.712625184980519 Each least square approximations [-10.0730727 -4.6539483 -5.99973894 0.63048276 2.61171245 1.98336293 0.67710874 -0.1533013 0.81220007 0.20415989 1.15079793 -0.25751461 -1.60920891 -0.90707931 0.17808526 0.81532709 -1.92827071 0.5140465 0.77423633 -1.11985939] Distance 7.08973704480374 Each least square approximations [-11.9843639 6.20457625 2.03412772 -2.38968069 -2.84374976 -1.0053864 0.11296469 -2.46053055 -0.59002106 0.50445554 0.63219489 -1.50673823 1.14438637 -1.03940264 0.17525096 0.33613552 0.76334587 -1.3972341 0.06445022 0.33783983] Distance 4.179019355971887 Each least square approximations [-9.72123150e+00 -2.55074753e+00 6.59621705e+00 -1.12336402e+00 -3.28589892e+00 1.52965869e+00 -3.06356602e+00 -1.54770157e+00 -1.05792098e+00 -7.08035480e-01 -7.81827955e-01 -6.16940891e-01 9.54707285e-01 9.05537445e-01 5.59431087e-01 -7.50316651e-03 -3.02214034e-01 -1.08691033e-01 1.45257278e-01 -6.90643809e-01] Distance 7.556570291615498 Each least square approximations [ 9.85225236 -2.63067705 4.07774919 -3.98082199 4.09198069 1.1124096 -2.64826828 0.7041115 0.75377193 2.98041651 -0.22700107 -0.35176895 1.04671207 0.06872001 0.82795253 0.70233622 1.21442159 -0.99075144 0.63171583 0.46439758] Distance 7.491901462797615 Each least square approximations [11.62258368 4.20400862 3.59961528 -2.77591746 3.04725972 -0.74424092 0.45498837 -0.34150499 -1.83889344 -1.28757469 0.80574616 -1.63787111 -1.47418785 -1.48577149 -1.68788946 -2.61114719 -1.21821645 -0.37596406 -1.14941881 -0.69882819] Distance 4.8600379157794436 Each least square approximations [10.92418376 -4.9971612 1.82941108 -4.67956642 0.59590508 -0.90803704 -1.12670721 0.26385845 0.5096888 -0.0789355 1.16876037 -0.46279412 -0.7177607 -0.01890951 0.50215953 0.87579993 0.03915412 1.25742046 0.29729161 1.90909725] Distance 7.2310804556624495 Each least square approximations [-1.21593923e+01 -4.15727742e+00 3.55926225e+00 2.16958385e+00 -1.54866219e+00 -1.02807011e-02 -2.95369131e+00 -1.29957276e+00 -4.11189631e-01 1.73634320e+00 5.13214957e-01 -7.18327989e-01 4.07312096e-01 1.07334792e+00 5.48386241e-01 9.29904132e-01 -1.81799032e+00 -5.04485986e-01 -2.44658126e+00 -4.23539740e-01] Distance 4.643916730564392 Each least square approximations [-6.56867911 3.87686334 -5.97228572 1.86804684 -3.18464221 -1.37815239 -0.28626446 1.58902331 -3.80010975 1.82197471 -1.56706508 -0.54483404 0.31871626 0.07069795 -1.67698604 0.03818312 0.09872294 0.95056003 0.34764659 -1.75259224] Distance 7.942063935473701 Each least square approximations [ 8.01421953 -0.41419833 0.81808976 -1.89921321 -0.86689896 2.44613245 -3.48086186 -1.4534658 0.77596139 -0.63755477 -1.76180527 0.35032633 0.5063624 0.40121722 -0.15925982 0.86951075 1.31898946 -0.88416698 -2.57651399 0.22291308] Distance 9.915429752523067 Each least square approximations [ 9.17816037 0.68003861 -4.134306 -2.15039309 2.09777309 0.2838411 -1.74823959 0.48856034 1.38914958 0.59990545 3.5562312 -2.75014432 -0.04951467 -0.38034877 0.8086198 2.15436466 -1.3067097 -0.13177529 -0.49798836 -0.06384219] Distance 7.647621473249407 Each least square approximations [-10.20000292 -3.4651517 -1.46407412 -1.9856737 1.7841025 -0.79828344 -1.34311371 1.06529224 -0.1233888 -0.42216175 3.08220802 1.99354568 -0.08492311 -0.40207223 -1.3032591 2.34241098 -0.7399021 0.12787161 -1.16295544 1.69879418] Distance 6.91968828995523 Each least square approximations [-9.15101492 1.57599581 -0.97773564 -1.29137122 -1.05951402 0.37742911 -0.68193335 -0.50151102 0.8622723 3.90226666 0.02927551 3.74531116 0.27811899 -0.31199065 -1.24307462 -0.80702438 0.49546209 0.63167353 -1.10068976 -0.30599628] Distance 8.800496069416821 Each least square approximations [-9.65458777e+00 -4.09692923e+00 1.84144461e+00 -3.51697505e-01 -2.36736455e+00 -1.94552061e-01 -1.41253413e+00 5.45854825e-01 -1.65702706e+00 -1.17222927e-01 6.21321507e-01 9.33576136e-04 3.29178426e-02 -3.68177487e+00 -4.12114401e-01 -8.70420064e-01 -7.36384316e-01 -1.39842041e-01 -8.75204075e-01 -5.00163569e-01] Distance 7.870548207269812 Each least square approximations [ 8.1692062 -2.96514287 5.32421978 -1.67790643 0.57196369 1.63896218 1.5078907 0.65520198 -0.74827194 -0.91930707 0.85243698 1.44337484 2.66353948 1.28193826 -0.50035084 -1.39369646 -0.14793329 -1.72510948 -0.77183134 0.27996096] Distance 8.448337476933034 Each least square approximations [ 8.47117364 3.50557499 0.88053699 -2.56930941 0.61498031 0.28506932 -2.88278834 2.88185931 0.64556853 -1.95443627 2.28559331 -0.26564474 -1.23311962 1.04385877 0.66647992 0.79165239 0.0132489 -1.20002884 1.13202275 -2.54209522] Distance 8.467658693731405 Each least square approximations [12.22015138 1.31551478 -0.90289693 -0.57488448 0.45690909 -1.03625431 3.52198348 0.85385805 -1.55951226 -1.90557319 2.04332567 -0.53400355 -1.55539419 0.18461241 0.44409882 0.12274642 0.52186227 1.549572 -1.05000301 -0.05888952] Distance 4.359569867132381 Each least square approximations [-9.97324043 -0.51542349 1.3964895 -0.78632004 -0.60415265 1.45850019 0.22150084 -0.80859683 3.31553327 0.74387451 -1.75815268 -1.51438832 0.32741542 -0.34580942 -0.3847385 -1.4855743 -0.84444715 0.57605171 -0.79420714 1.33310959] Distance 8.610402649818981 Each least square approximations [-12.03165648 5.99308132 -0.55681698 -1.38983283 -1.86806916 -0.56450806 1.0207434 -1.79349068 1.03889563 -0.40327767 -1.06460379 0.11633891 0.04438011 -0.92075898 -0.4709453 0.72282748 1.33493827 0.65547335 0.36327758 0.17469557] Distance 3.207059444621893 Each least square approximations [ 5.13502386 1.43221881 1.4145452 -2.06082366 -2.75175529 2.23303246 -3.59680599 -1.91462314 -1.35014446 -2.81160065 -3.6024908 -0.24548119 0.1589306 0.28838871 0.41521377 -0.57920964 1.82511999 1.18435825 1.1604415 0.55937526] Distance 10.678193600645965 Each least square approximations [ 7.61798742 2.1301688 0.75482198 -4.10678811 5.64543264 -2.22269775 0.26835781 -1.25650501 0.06496362 2.59036157 2.32155059 0.05943907 -1.85795984 -0.78173889 0.45442257 1.09938809 1.88726772 -0.03436513 -0.11063687 -1.47792746] Distance 8.112622423061586 Each least square approximations [-8.86574931 -2.53091133 -1.96210138 -0.43553766 -3.02436076 -1.42544193 1.50596888 0.20672748 -0.93287831 -3.22591263 -2.17716115 1.72415507 1.10653432 0.08544435 2.37226679 -0.92336835 -0.05704663 -1.53326116 -2.8919676 0.28700701] Distance 8.221392025595549 Each least square approximations [-7.9944603 -3.13554437 0.94637536 -3.24795169 0.38667437 -2.45707817 0.44205863 0.97490052 0.34106303 0.21074178 -0.96972603 -0.86944103 -0.81220312 -0.22912931 -0.83167475 2.13602585 -0.63108673 1.07868525 -1.06681881 -0.81498538] Distance 10.194144094447509 Each least square approximations [-9.38580996 -0.76603092 0.35082034 -0.33097615 -1.23139144 2.42880032 2.54319917 1.47533984 2.10069759 -0.31132311 2.44069538 2.35887465 2.81337129 -0.76101505 0.53746908 -1.24933751 -0.73989645 1.69163951 -0.36642335 0.13975191] Distance 8.527483369594252 Each least square approximations [10.25763553 2.03474162 1.75241211 2.89941231 1.42970959 0.38024061 0.40517925 1.98649718 -2.57086345 -1.78436596 2.83896796 1.41079804 0.94719359 1.22145296 -1.62099692 0.17505024 -0.90526002 -0.5839723 0.96676422 0.13578435] Distance 7.313582023341391 Each least square approximations [ 6.77099937 0.49391982 -0.86866739 -4.66431269 0.81498394 0.35424422 -5.01779577 -1.52453642 0.44526831 -0.84031487 2.31652917 -1.09606436 -0.00740886 -0.950842 0.57325916 2.71402731 0.55888237 -2.27246472 1.07972637 -0.70543624] Distance 9.355480559815927 Each least square approximations [ 8.62762657 3.25427628 -2.70384765 -3.36539819 2.06165554 -0.01118076 -3.13391793 -1.49986021 -0.63959278 -1.55048818 -0.7612985 2.56163527 1.21363684 0.01553195 2.63301868 2.47617611 0.96139787 1.20106599 0.12629473 0.3901975 ] Distance 7.785694995296061 Each least square approximations [-7.4865228 2.14714107 1.16378233 2.95158291 -1.70697868 -1.4556957 2.37146958 0.42218034 3.46619214 3.65186366 -0.73574018 -1.11683787 0.05783319 -2.60414466 0.09142241 1.66963347 0.51931705 -1.93444405 2.06991208 1.13805373] Distance 8.930711186577486 Each least square approximations [-9.01578778e+00 -1.81571369e+00 -2.21120872e+00 -2.90150426e-01 1.59734672e+00 1.64850110e-01 -2.95733812e+00 2.21413846e+00 1.43293541e-04 1.00561796e+00 1.38467778e+00 1.01332110e+00 7.69858308e-01 -7.58151748e-01 -2.95250895e+00 2.83022499e+00 -8.41299812e-01 -1.60961533e+00 -3.20220108e-01 -1.17086812e+00] Distance 8.15997175797685 Each least square approximations [ 4.07541797 0.87454439 0.31476647 -1.00682079 -1.98596017 1.56558458 -1.76295768 -1.54463284 -4.03303834 0.39790028 -2.41963527 -0.63413725 0.92004787 -1.45599907 0.20101879 0.04231612 0.04935462 -0.71711841 -0.28630325 0.53446534] Distance 11.918070706850989 Each least square approximations [ 6.00838842 2.02926144 -0.45539107 -2.49652425 1.60040922 -4.41266799 -0.61580408 -0.57032726 1.65166933 2.8021547 1.94359289 -1.22173735 -1.33375491 2.70921856 -1.15173136 -0.14563758 1.70185609 -1.80304002 0.48635826 1.44589594] Distance 9.73664275846226 Each least square approximations [-8.14497075 1.77952554 0.1039022 3.59179349 -1.36676579 -2.23550421 3.28169851 2.32240166 0.24467126 0.58716588 0.34968989 -1.47860344 0.57813073 -2.19872263 -0.32131205 1.95865772 -1.09118332 -0.99422355 0.74364648 -1.02915636] Distance 8.827745725344691 Each least square approximations [-3.64818647 1.10900529 -0.25504915 -2.75408157 -0.02437351 -1.41825737 -2.69334353 0.33733758 -0.20973661 0.93333756 -0.5316882 0.06213642 2.20913481 -1.63270578 0.4253139 0.58648271 0.83688372 1.2649962 -1.07976727 1.03956354] Distance 12.3935728300064 Each least square approximations [-8.22730088 3.92451551 -2.06971084 -4.04937327 -1.83897875 2.40716546 -1.63893145 3.65531244 0.04186989 -0.11217699 0.71131706 0.37033295 2.40105385 -1.39930408 -2.32349076 -1.59616057 0.0780567 0.18041902 -0.26649469 1.65624874] Distance 7.128436984405585 Each least square approximations [ 6.36394667 4.41305348 -1.04731956 -3.55480725 0.68786943 1.66195149 2.77077119 0.94989477 -2.35965806 1.26246654 0.88006715 1.78514596 0.67422717 0.83560985 -1.6641797 -1.02542329 0.30213651 -0.19413978 0.21176951 1.61289591] Distance 9.72595554412882 Each least square approximations [ 4.99928418e+00 1.45418230e+00 -1.39845314e-01 -2.67794417e+00 -3.13274480e-01 -8.40358608e-01 -3.57608932e+00 1.06660298e+00 1.27578978e+00 -7.31893328e-01 2.08829970e-01 6.47878913e-01 9.59470446e-01 -6.42353146e-02 -1.47148495e+00 2.46206796e+00 5.37085496e-01 -3.55654694e-01 4.78414361e-03 2.04806271e+00] Distance 11.557364668674385 Each least square approximations [ 5.61489748 1.38519427 -2.60375998 -3.74261723 1.77741173 -1.65710034 1.24744532 -1.66331782 2.80759943 -1.031561 -0.04011598 -1.4173296 -1.62799125 0.94614563 -0.26429862 -0.48598485 -2.74283705 -1.89220471 -1.2609017 -0.08097179] Distance 10.345056153193134 Each least square approximations [-5.14732763 -1.46172507 2.27649199 0.34832698 0.50277616 -2.23918532 1.33114379 0.17743258 0.38065486 1.76086865 0.91853826 -0.79523049 -1.28112783 -0.00775384 -1.65638933 -0.93454305 2.93452864 -0.69631098 0.31097861 0.19445133] Distance 11.780199565266736 Each least square approximations [-12.14855943 6.21725644 -0.11900809 -1.47106691 -1.07465821 0.98937599 1.02745337 -0.94438399 0.90878372 -1.5912491 -1.49403581 0.44236404 -0.08907856 -0.88415982 -0.17402652 0.16418392 1.32022019 0.14763661 0.7818874 -0.40078247] Distance 2.8684874980382613 Each least square approximations [ 4.73570752 0.80652855 2.22651399 -2.36664469 -3.12609973 2.14288884 -3.96091408 -1.36816951 -1.82746715 -1.78520068 -3.4407839 -0.35218312 -0.43083224 0.49004062 0.17236379 -0.6472582 2.23387685 1.03147222 1.25006787 1.08985322] Distance 10.77818818207971 Each least square approximations [ 6.82761131 1.91558818 0.45552688 -3.96729203 6.30409924 -2.33875365 0.6512551 -1.21627383 0.69714219 2.95314234 2.2335642 0.41721915 -1.27890667 -0.54842163 1.13324602 0.57675613 2.85107666 -0.26952632 -0.38636033 -0.99460992] Distance 8.32396345942194 Each least square approximations [-8.85071928 -1.62682221 -1.68623357 -0.46412033 -3.59175435 -1.4223828 1.12823622 0.04329713 -1.16036174 -3.85361086 -2.23976532 2.34802239 2.44419723 -0.3532855 2.51829361 -0.81500946 -0.50745724 -1.29772298 -2.44019327 0.04108486] Distance 7.869586767366903 Each least square approximations [-7.40868348 -3.75310721 0.64589014 -4.30211588 -0.33907881 -2.52461816 0.1093447 2.42844851 1.13976023 -0.57444297 -0.32836962 -0.85616485 -0.59273434 -0.42123974 -0.91604227 1.75805677 -0.01690168 0.9367198 -0.88022864 -0.86074264] Distance 10.013949953033716 Each least square approximations [-9.50446364e+00 1.63564787e-01 5.34577511e-01 -9.27246787e-01 -8.62712527e-03 1.86437058e+00 3.24424376e+00 1.64340511e+00 2.43648221e+00 -4.35455684e-01 2.03889006e+00 2.47471959e+00 2.32392462e+00 -1.75204986e+00 1.18781913e+00 -1.23823404e+00 -2.32626593e-01 1.92634744e+00 -1.05046223e+00 -1.51771299e-01] Distance 8.305220260601457 Each least square approximations [10.43713988 1.5770713 0.68469997 3.63913953 0.78470028 0.88117177 1.2114773 1.55619909 -2.45575087 -1.29927854 2.89805664 0.80077643 0.14893797 0.85866141 -2.29213235 0.3180402 -1.03506444 -0.44762935 0.91371976 0.6547727 ] Distance 7.353599765790957 Each least square approximations [ 6.11913782 0.48611845 -1.08722423 -4.28217311 1.19929046 0.81264227 -4.96250309 -2.50261984 0.86155314 -0.86143171 2.42884252 -0.99159008 -0.51108955 -1.12842982 0.20391775 3.31266388 1.41440932 -2.67159453 0.77749934 -0.27249663] Distance 9.432814705230676 Each least square approximations [ 8.43991458 3.39021722 -3.50030322 -3.05110362 2.34068041 0.04415604 -3.00452682 -1.49537986 -0.4133011 -0.60220282 -0.8361079 2.96491864 1.53298087 0.5615083 3.43812617 2.11104213 0.17698231 0.04861366 0.49216943 0.14779172] Distance 7.720374975390879 Each least square approximations [-6.98299147 1.75325798 0.34519906 3.28424193 -1.37468409 -1.74281632 2.17650369 0.90208066 3.73825896 3.87286283 -1.544397 -0.8622215 -0.87997605 -2.64199074 -0.04736161 0.72068193 0.77754526 -2.68254545 2.02918875 1.77105218] Distance 9.013665382259212 Each least square approximations [-5.07713328 4.12606096 -6.20469706 4.73514008 1.9636058 -2.15850599 2.30757617 3.73805854 -2.50769692 1.31829892 0.12792179 -0.44071372 1.64752572 -0.18231583 0.27631897 0.19454938 -1.45695515 1.71279669 1.87045705 0.63165693] Distance 8.95579706608157 Each least square approximations [ 1.49741469e+01 -6.86551402e-01 1.46940269e+00 1.40466493e+00 1.06053010e+00 -3.78636162e-01 -3.73265057e-01 7.93545170e-04 -7.74773130e-02 3.02496300e-01 5.06630529e-01 -1.27624940e-01 -3.47163718e-01 -4.85353195e-02 4.46492740e-01 1.56163588e-01 -1.98981198e-01 -2.64788596e-01 -1.38424610e-01 3.01338870e-02] Distance 0.8429393110737157 Each least square approximations [10.65665763 -3.63012276 -4.9912414 -1.64411973 0.39635672 -0.79329993 -1.45549921 0.02541252 0.61447267 1.02599318 1.0746359 1.84612541 1.76111574 -0.29092164 1.73517025 -0.02688547 -0.04127942 0.0928136 -0.43556902 0.02008627] Distance 7.882814881252464 Each least square approximations [-8.91114253 -4.56337776 -5.26558736 -0.33337796 1.24208278 2.52446395 1.06860566 0.15946586 -0.42756916 -0.16229627 1.01782438 0.98771997 -0.66728254 -1.89447941 0.10102882 1.21618749 -2.81782171 1.24384764 1.11307753 -1.92300783] Distance 8.513019165536477 Each least square approximations [-10.60168948 5.99696955 2.97323723 -2.05607003 -4.32527909 -1.6560303 0.73257208 -0.9501317 2.82077577 0.68059417 1.06726324 0.37774492 1.19085749 -2.28658865 0.13080529 0.07987581 -0.95170305 1.59520007 -1.55650744 0.97483175] Distance 4.9276070399134335 Each least square approximations [-9.51457253 -1.38024608 6.8331832 -0.55767074 -1.53497345 0.88146279 -2.06953844 -0.79596431 -0.8957259 -1.53396188 -1.30033298 -0.52827572 1.10856136 1.23878512 0.60892881 1.18279504 -0.18218326 0.27131466 -0.20470932 -0.29552136] Distance 8.626332763816666 Each least square approximations [10.17266678 -3.82991273 3.50079483 -3.80256784 0.84357753 1.0602401 -1.81953845 1.49818181 1.75671103 3.5848066 -2.81998194 1.32687074 -0.23933868 -1.05122637 1.96638606 2.23861525 -0.2932947 -2.12724179 -0.1777713 0.84902154] Distance 6.203403043630633 Each least square approximations [ 9.778306 3.97114731 2.70053724 -2.13671577 4.27282277 0.13486435 0.53369661 -0.86907235 -1.2496529 -3.33911709 1.94929517 -1.31926221 -1.83324044 -0.58446442 -1.56614422 -2.74708377 0.29617423 -0.98755162 -0.60316894 -0.8764521 ] Distance 7.422013562534704 Each least square approximations [10.81586189 -5.48254074 2.13564493 -3.13171154 0.34399275 0.32981176 -3.03603272 0.14674137 1.26472634 1.21661621 3.20917971 -0.33182258 0.52897 0.43798928 -0.04475708 -0.53860781 -1.42613006 -0.1919692 -1.03672412 1.2831267 ] Distance 6.47096204021267 Each least square approximations [-10.7044515 -4.18732221 1.6629538 2.57648839 -2.8282204 -0.55157824 -2.57183395 -0.61105536 0.42647841 1.95304846 0.38060049 -0.55698525 -1.27180452 2.60968118 0.1368759 0.16765112 -1.71821604 0.02579223 -3.07530496 1.60953142] Distance 6.859510313076007 Each least square approximations [-3.73211085 3.37922809 -3.01964797 0.88960126 -5.01162192 3.10946828 -1.08490354 2.76578263 -1.86060639 2.00666097 -1.94504118 1.34488884 -0.08429139 0.23227732 -1.11387594 0.39119828 1.25035759 0.80143849 -1.88329936 -2.78360872] Distance 9.877026603794508 Each least square approximations [ 4.01033112e+00 -1.42110264e+00 -1.69079120e-01 -6.72933262e-01 -6.93827218e-01 2.92510945e-03 -2.57373358e+00 -1.02501169e+00 1.77165684e+00 -1.97422428e+00 -1.96437233e+00 9.83010890e-02 -5.40004521e-01 1.61536104e+00 -2.17543299e-01 -5.60008688e-01 2.05530532e+00 -1.86169275e+00 -2.26411069e+00 1.90899261e+00] Distance 12.128229233322923 Each least square approximations [ 4.08861989 2.73207205 -4.36774319 -2.43185482 0.57646484 1.23741711 0.58792641 0.69962566 1.46185168 -0.4247754 4.93234177 -2.64873697 0.33719448 -1.96859771 0.48874925 0.00790447 -1.89171524 -0.83737812 -1.13674654 2.11231968] Distance 10.230699702736835 Each least square approximations [-7.09784233 -2.40525134 2.70712488 -2.15761533 1.46779718 -2.66368615 -2.77737269 -1.41689427 -0.64585329 0.45884497 4.45649779 1.09474463 2.08865804 -0.7001862 2.31867569 2.86764698 1.29829525 0.54945103 -2.10560135 -0.13243074] Distance 8.412145123908099 Each least square approximations [-5.50175277 0.45605119 -0.81620012 1.02981216 0.49916365 1.11229519 0.69381818 -1.05521704 1.14910858 1.67707416 3.52128011 3.09912571 -2.27359204 0.96613721 -3.91361399 -1.47065481 -0.18523805 -0.79740232 -0.95708472 -0.98787749] Distance 10.811798916249096 Each least square approximations [-6.09991818 -4.74039469 -0.2536727 0.85750898 -0.39076964 0.1928262 -1.71140592 1.25011623 -1.61713921 -5.48395985 0.21083198 1.17478419 0.82677074 -3.36526933 0.97225509 0.88407299 -1.7214592 -0.98639306 -0.78217294 0.87969636] Distance 9.28054429929179 Each least square approximations [ 4.39428315 -5.13351502 1.65032597 0.42226377 -1.02189663 1.478571 0.96701428 -0.26163691 -1.09719968 -1.8075903 1.3620138 2.23355784 2.55773678 1.36226896 -1.0508449 -1.09109612 0.25188721 -2.10047596 1.18718423 0.72648506] Distance 11.101452422771366 Each least square approximations [ 5.30794977 0.65017677 0.89076729 0.38040844 -1.51605483 -1.35702909 -2.07997017 2.07775404 -1.50111124 0.43294052 2.97267417 -0.85949961 -2.8695493 1.26335636 -0.40225783 0.36886204 0.84110845 -0.43619433 1.03868979 -0.62657701] Distance 11.731532018591915 Each least square approximations [ 8.84992439 3.73040632 -0.7028556 4.47509542 0.05512547 -4.82026755 -1.23399995 1.22610982 -0.58307859 -0.93533328 0.58981372 -2.58882044 -1.13996977 -0.66136105 2.2547627 0.66420672 2.84085589 1.25941387 -0.06035991 0.49418628] Distance 6.325205793721547 Each least square approximations [-6.37309723 2.26350311 -0.10885568 -2.84609358 0.3999063 0.29087569 -2.63528803 -4.15337168 2.97215641 0.28672473 -2.85033291 1.3317503 -0.69034139 -2.31445142 2.26079957 -1.6306806 -1.31717284 -0.76774315 -0.65298386 -0.83623108] Distance 9.502732665402052 Each least square approximations [-9.12896223e+00 -8.04388836e+00 1.97300915e+00 1.92987767e+00 2.06635911e+00 -1.25717011e+00 -3.47174968e+00 -1.79676985e+00 5.61703108e-01 1.33563499e+00 -2.02441000e+00 -3.36876718e-01 8.27339220e-01 1.19326806e-01 3.14585480e-01 -1.00793705e+00 -3.11139437e-03 -9.04091358e-01 2.39644992e-01 -1.01028390e+00] Distance 3.9822152133097357 Each least square approximations [ 0.27489369 0.7613902 0.19676821 -1.10068182 -1.17943264 -0.05632539 -0.90484637 -1.87095073 -3.68145814 -0.12763186 -3.14268222 -0.62004417 0.66882204 -1.273257 0.73372946 -0.77964868 0.0825615 -0.44680974 2.18527524 -1.1501495 ] Distance 12.716156340854212 Each least square approximations [ 2.94062791 2.9733491 1.62863646 1.08458027 1.27372593 -5.26418756 0.10194155 -1.58396713 2.37647999 2.63540657 1.69801072 0.40862802 -2.94996479 3.23773109 0.83803343 0.0293262 2.28697038 -1.52895391 2.85275233 0.61269373] Distance 9.893733521243925 Each least square approximations [-2.69449267 2.35078857 -0.11597372 0.80338685 -4.23103373 1.1480661 2.94762195 2.65718971 3.14152669 -1.46880213 1.02478228 -2.24882383 0.70684809 -2.33648886 -2.28572869 0.88823506 -0.47360651 -1.12419739 0.52179806 0.54271524] Distance 11.049611170412147 Each least square approximations [ 0.28421524 -0.08605358 -0.14238938 0.98198085 -1.06251019 -2.0244931 -1.86891651 -0.17603868 -1.4249102 -1.01332383 -2.09843101 1.15257517 2.85470611 -0.49125144 2.66255316 1.32863084 1.12267001 1.64414824 0.25727429 1.24549568] Distance 12.697639111766287 Each least square approximations [-3.26733689 3.04751583 -2.56498264 1.70256328 0.16223051 4.33665855 -2.76463563 4.6584814 2.00945734 -0.02756552 1.04362716 -1.22867474 0.99767047 0.13844577 -1.50233015 -3.63441166 1.07499432 0.3286021 -0.18186663 1.88571059] Distance 9.85294628673332 Each least square approximations [ 2.44671101 6.25441672 -1.7870918 -4.80998881 -1.52181974 -0.71316609 2.23641161 0.51834317 -2.68250089 -0.98860117 0.77152065 0.47334464 0.11684697 -0.33461043 -1.70066349 1.6098475 1.17673949 2.0494368 0.02226633 -0.17720991] Distance 10.14505013566424 Each least square approximations [ 1.05036007 0.95668829 -3.8054512 -1.55037695 1.49740551 0.93432637 -2.69043932 1.68025843 -0.22751122 -0.73927676 0.6810037 -2.27132308 2.69391679 -0.86097202 -0.93962706 3.26616164 1.09720974 0.09147423 -1.13325482 2.22721785] Distance 11.720138505750002 Each least square approximations [ 1.48843891 1.93678515 -0.27804065 -1.17095371 1.39765117 0.41118045 -0.74812648 -3.3767774 0.84816545 -2.25985343 -0.30751982 -0.01187134 -1.56037168 -0.30847987 -1.95010639 1.01827333 -0.29330997 -2.27079392 -0.33429596 -0.74407484] Distance 12.726775596931192 Each least square approximations [-0.60980103 -0.57798332 0.36331341 -0.61550846 -0.89623258 -1.47693458 1.57991437 -1.22715076 0.79050568 2.05271022 1.64916048 -2.16514468 2.42064573 -1.44013386 -1.24997313 1.28830446 2.53577669 -1.55866411 0.60240765 1.70724583] Distance 12.606626211335536 Each least square approximations [-7.95606155 -9.19109416 2.30044261 2.41211483 -1.36249729 -0.48204778 -1.60131663 -1.0106502 1.67138297 0.16493301 -1.7834788 0.21903447 1.23775549 1.92518239 0.14568854 0.24988053 -0.17325867 0.2823416 -0.92284306 -1.05491299] Distance 4.9683218488619225 Each least square approximations [-0.67693801 0.9996101 0.33458778 -0.93811566 -0.72935174 -0.27847297 -1.00350684 -1.49822966 -2.85747244 -1.52823684 -2.83753219 -0.64213664 0.35670123 -0.96265201 1.24183206 -0.64617591 -0.03464707 1.48078153 1.87594844 -1.73797603] Distance 12.871179547546413 Each least square approximations [ 2.17591678 3.22010274 2.0603979 1.48030533 0.70024651 -4.88184456 0.62753251 -0.76042612 4.59960053 0.0067492 1.86821065 0.66132245 -2.99922709 1.62850212 0.12021597 -0.02744253 1.43437743 -2.08375379 3.80304202 1.07205656] Distance 9.853750105355243 Each least square approximations [-1.52581633 2.09489355 0.60984417 -0.12883411 -3.73197784 -0.39162858 3.42274278 0.99941139 2.13806398 -1.57700463 1.51025922 -2.86168178 0.26940668 -2.20346992 -2.51003824 0.02326976 -1.46091068 -0.70175129 -0.10730557 0.49222214] Distance 11.711192415429183 Each least square approximations [ 0.91255881 -0.36850024 0.09658573 1.85084717 -1.10877664 -2.00341045 -1.91450357 -0.81695391 -2.02419672 -1.46671284 -2.13185049 1.20293738 1.56555129 0.3253262 2.02621633 1.59150366 1.21451335 1.00228407 -0.77970827 0.80502456] Distance 12.788245164811432 Each least square approximations [-2.30504391 1.86795559 -3.48494849 4.12963831 -0.96440941 3.66644357 -3.09562528 4.13708058 2.81302233 -0.80799837 0.42640812 0.13784021 1.06125748 0.43712813 -0.74911806 -2.24015971 1.04277845 1.23085155 -0.11438218 1.55675665] Distance 10.144691062328757 Each least square approximations [ 1.39605228 5.90262218 -1.61921597 -4.23420502 -1.46645865 -1.54817666 0.41523462 1.04663053 -1.59932275 -1.90571818 1.08186049 1.07268962 -0.91296609 -1.35288522 -1.92496899 1.13032821 1.91550948 1.98597628 0.12696014 0.0128194 ] Distance 10.758585408458883 Each least square approximations [ 0.94940983 -0.88495409 -3.88082238 -0.50897982 1.8027944 -0.16619457 -0.90526284 2.41017256 0.31182053 0.36750416 1.06125934 -0.85249507 1.9834535 -1.34406767 -0.39797083 1.9268306 1.93893549 -0.61595691 -0.33136593 2.33807183] Distance 12.424456057163749 Each least square approximations [ 0.73611723 2.47102263 0.55702479 0.11468356 -0.2862965 -0.80721158 -1.22367676 -3.74670195 1.35070106 -1.71937841 0.63630251 0.12364574 -0.7138226 -1.26944987 -0.26709353 0.13760713 1.11948666 -1.48831126 -0.15060553 -1.6191689 ] Distance 12.881187926904339 Each least square approximations [ 1.13948614e-03 3.14111859e-01 5.27584882e-01 -1.82029474e+00 -8.67478839e-01 -1.08050961e+00 3.79868735e-01 -1.25485431e+00 2.42397429e-01 1.19471521e+00 2.08269299e-01 -2.22095422e+00 2.19382912e+00 -9.91285836e-01 8.84145251e-01 4.44457789e-01 2.47251169e+00 -1.29274441e+00 6.25609402e-01 2.46682642e-01] Distance 13.186611120869694 Each least square approximations [-5.45044996 4.31167145 -4.87150277 4.69598037 0.94725431 -1.61438487 0.72197934 3.31964827 -3.07902932 1.0574976 0.43951213 -1.75358998 1.84701755 0.28556792 -0.02215238 0.79191163 -0.88485564 1.18726404 3.03520911 -0.68020051] Distance 9.506943729609477 Each least square approximations [ 1.41613652e+01 -4.04298239e+00 -7.73817084e-02 -9.96099991e-01 -2.22788374e+00 -6.84602938e-01 2.89627027e-01 -8.22408684e-01 -8.06479747e-01 -7.57931322e-01 6.58116748e-02 -5.68052070e-01 -2.86505156e-03 -2.41469019e-01 -4.68902089e-03 4.92032015e-01 -3.78364516e-01 -2.26263035e-01 -5.55607353e-01 -1.68460616e-01] Distance 1.70280514935689 Each least square approximations [10.45893022 -1.58962414 -4.02595512 -1.33963522 -0.08563473 -1.17873535 -2.35876448 -0.17049799 0.94637373 2.52317744 1.57530446 2.37888417 2.73893576 -0.30953239 1.6293621 -0.38482183 0.17168804 -0.35713152 -0.28008869 0.56680153] Distance 8.12989906394544 Each least square approximations [-8.90129598 -5.20645232 -3.58518437 -1.33478452 0.42014518 2.41951952 1.19517231 0.08798076 -0.17607918 0.68039502 1.06973374 1.32992637 -0.87964725 -1.54802683 0.03622148 2.6773898 -3.06520472 0.99626057 0.96571183 -2.05557021] Distance 8.463380807605821 Each least square approximations [-9.53661308 5.98526098 2.12444205 -2.27765132 -4.52616521 -2.50736315 2.06331202 -1.01320135 2.70115379 0.26122872 1.51985461 1.82758897 1.44832605 -0.91259415 -0.63295224 0.79404042 -0.45443801 1.91098605 -0.84570187 0.62959882] Distance 6.236151666865671 Each least square approximations [-9.66559541 -1.91765807 5.95694038 -0.14875705 -0.91736031 -0.111867 -1.73015871 1.04646587 -2.71220121 -1.38692815 -0.91795795 -0.38461425 2.72123867 0.8726813 0.38156028 1.10070369 0.64818706 0.32963432 -0.21160752 -0.60739945] Distance 8.43067553033846 Each least square approximations [10.56095121 -3.13344279 3.30940572 -2.81764587 -0.66402505 -0.29882767 -0.74885982 0.63361503 1.96422292 3.34785382 -3.79876671 1.16326215 0.29786185 -0.14587902 1.09278257 2.91694115 -0.78165704 -2.86426449 0.22414063 0.53793831] Distance 6.149022576445108 Each least square approximations [ 9.57532698 3.61134071 1.37549116 -0.46107385 3.93970663 -0.51481928 -1.24766161 -1.55951195 -0.32926052 -3.59664695 1.85763277 -1.89978148 -1.87445405 0.5133062 -1.24614356 -1.83665032 0.12932972 -0.50187269 -0.635846 -1.46510119] Distance 8.433781055820006 Each least square approximations [11.3006146 -5.42910378 1.66299271 -1.45932188 0.61656125 1.89274408 -3.08151673 -0.07772874 3.24497067 -0.77178942 2.27198033 -0.34527156 0.04844809 2.02393622 -0.01602572 -0.77746274 -0.92719196 0.20163971 -1.21151215 1.3383584 ] Distance 5.343775586930294 Each least square approximations [-10.52606056 -4.32522659 -0.40572102 1.41450574 -3.05638592 -1.35235089 -1.60679415 -0.2900731 0.12102018 2.22118896 0.2296972 0.87483243 -1.07831191 2.12124769 0.75205079 0.90719679 -1.47095953 0.9263922 -3.46051966 1.54186889] Distance 7.325617471708775 Each least square approximations [-6.9910727 3.92780932 -3.64302732 1.1656877 -0.4046857 3.70199821 -0.84686697 2.4650199 -1.42241336 4.53781864 -0.07722901 0.16570677 -0.85356661 -0.59020315 0.57728812 0.19596632 -0.29447355 2.10482948 -0.30736737 0.0577941 ] Distance 8.849438623231777 Each least square approximations [ 6.77002841 -1.80543785 -0.07550141 -0.9047401 0.4406673 1.54374506 -2.03259452 -0.67732613 -2.14422678 -0.33068934 -2.49557846 -0.99248977 -1.07651022 0.78615555 0.05572622 -0.97457835 2.36380625 -1.43635107 -1.02478887 -0.0555192 ] Distance 11.233045085359686 Each least square approximations [ 8.09282446 2.69989635 -4.32515928 -0.6854972 1.32469743 -0.66598042 -0.61424062 0.66105854 0.54813902 1.58040629 2.28302286 -0.71170333 -0.25085826 -1.22814527 -0.65627235 -1.41734121 1.58054878 2.42249902 -2.1572322 0.6472022 ] Distance 9.256357577935594 Each least square approximations [-11.35061792 -0.23418842 -1.08918938 0.06009351 -4.30625756 -0.20180073 -3.2149413 -1.74768888 -1.53573128 2.57904614 0.35059013 -1.49092152 0.29095929 -0.19713776 1.02311119 1.48788499 -0.78968963 -0.84918701 0.03885523 1.55505873] Distance 5.104840502051999 Each least square approximations [-5.83968453 3.09904307 0.80289632 -4.14350961 -0.6030378 -1.07418751 -2.82235654 0.38168929 0.56085584 0.69649519 1.57780326 3.29167687 -0.66838652 -1.98952917 -2.54062336 0.93780593 1.11591054 0.26347329 -0.08492881 -1.69043241] Distance 10.26784529869304 Each least square approximations [-9.77014006 2.78353548 0.83338036 -0.50601952 -1.43312322 -3.73678438 -0.23402493 -1.65669274 0.01073032 -3.97806541 -0.11102556 -0.83973974 1.85515688 -2.89309015 0.83256336 -0.50293637 -0.5911023 -1.42404041 0.62463309 -0.22760779] Distance 7.178380549212591 Each least square approximations [ 7.76510596 -1.78818636 0.04079981 0.42823687 -0.24952755 4.39278562 -0.10356067 -0.33603263 -2.10770838 -0.74410673 0.32895269 0.88864077 0.5127994 -0.13335464 3.97296306 -0.17689479 -1.05851436 -1.03237383 0.34996173 2.41774066] Distance 9.659870449881888 Each least square approximations [ 6.6137409 3.58742381 1.10338062 -0.39054427 0.22193698 -2.04182297 -1.96241942 -0.85976262 0.49518333 -1.58023263 3.4568813 -1.3532768 -0.15739127 0.05370609 -0.29522434 0.89763963 0.43692262 -0.83484302 -1.00044091 0.55099937] Distance 10.963275647028992 Each least square approximations [ 9.15777499 1.14503712 -4.81884202 -1.38963989 3.07059833 -1.14445999 0.1956538 -0.59200093 1.14885294 -0.95728363 2.59667809 -1.79792832 0.93238827 -1.46770728 0.14005215 0.79316508 -0.61912591 -2.85386175 1.24980798 0.19439197] Distance 7.691096289565808 Each least square approximations [-7.38012659 -2.8347073 0.33465908 -0.05492566 0.30040995 -1.43170895 0.18020919 -0.89340157 2.33547182 1.79455596 -0.30682938 -0.06883445 0.77900356 0.26836908 -1.33880015 -3.15670122 1.97267488 -2.24992464 -2.56202576 -0.15648333] Distance 10.211779177148072 Each least square approximations [-5.58701882 3.64807834 -4.41431769 3.57343422 -1.29244575 -0.88896325 0.60005859 2.53113281 -4.18991019 1.48603864 -1.38849992 -1.61538031 1.74748745 1.99045424 -0.45090629 -0.55627745 -3.09986994 2.41254222 0.4906908 0.19488964] Distance 8.772654144531177 Each least square approximations [10.60483211 -3.40180563 1.02114569 -0.84126308 -0.55179526 1.15024284 -2.15483159 -1.74726711 1.07879926 -2.13908104 0.03353756 -0.55438287 1.16037026 -0.09805639 0.10498588 -2.30176825 -0.41418275 -0.08317459 0.62305924 -0.03102304] Distance 7.881222724239477 Each least square approximations [ 9.07336820e+00 -7.15778278e-01 -3.53056412e+00 -1.54308130e+00 1.36459237e+00 -1.15352010e+00 -1.13527530e+00 -6.34440317e-01 1.99677138e+00 1.29910366e+00 2.00486581e+00 -1.35918925e+00 1.61429713e+00 -1.00483068e+00 1.25965878e+00 1.52391306e-01 -2.73530547e-03 -3.59302468e-01 -8.80784293e-03 -2.13912707e-01] Distance 9.539017282858802 Each least square approximations [-8.23223601 -4.7258995 -2.45953494 -1.52072435 0.76051062 1.63271186 1.43547314 0.7972117 -1.67087605 1.63717242 2.09581851 1.31889723 -0.02092657 -2.11957548 1.03201001 2.49399985 -2.53377996 1.40270121 0.34550975 0.41476968] Distance 8.604429761868467 Each least square approximations [-9.47114706 4.41802047 -0.86750909 -1.60869539 -1.09079714 -0.88082383 0.50264915 -0.02970798 0.97394035 2.85892346 0.68699149 1.98638162 0.46669064 -2.09524587 -0.40929862 -1.69502132 0.80712728 1.11775433 -1.95020223 0.19080177] Distance 8.294188099548647 Each least square approximations [-9.9600316 -2.9452232 3.30301008 0.50916601 -0.49151393 0.68826213 -2.80436412 1.12357237 -3.4271821 0.04240127 0.44357754 0.32915015 -0.75129709 -0.28327509 -0.31887139 2.715432 0.36025695 0.2837927 -0.88118022 -0.8157793 ] Distance 7.732456778839986 Each least square approximations [ 8.31103987 -4.1740362 2.72100781 -3.66228795 -0.09050891 1.17081449 -1.51907355 2.21323064 0.47020118 1.23814677 -1.70316167 0.82136264 1.79332387 -0.99311482 0.55939139 0.36512362 -1.27856754 -2.6161057 1.8279641 -1.48538288] Distance 8.402482809421441 Each least square approximations [ 9.48760147 2.52915944 -0.31186648 -2.20797694 1.81492606 -1.03026713 -0.88347224 1.00041454 -0.36216772 -3.56596291 1.15703488 -0.39761289 0.12528286 1.66258984 -0.25388818 -1.20292389 -0.22729245 -1.18313257 -1.51089805 -1.31561129] Distance 8.881580462972515 Each least square approximations [11.64156129 -3.15895139 1.24926421 0.88426772 -0.16553036 -1.56592418 0.40464109 -0.23986641 2.22441604 -0.39651065 2.19873403 2.04169221 1.63170177 0.95627144 -2.19948116 -0.2851523 -1.04846689 0.25250785 0.9999562 0.33662114] Distance 5.922395572213578 Each least square approximations [-10.42450796 -1.80233101 0.40810277 0.19721515 -1.30190338 -1.84006806 0.44086888 -1.88686713 -0.49701583 1.36462127 0.9497923 -1.60920021 1.0523897 3.22901931 0.32800596 -1.27050434 -1.21881675 0.28953787 -0.97694268 1.95877085] Distance 8.02038458937988 Each least square approximations [-9.88533363 6.64179155 -2.4248884 2.58903215 -2.62782182 -2.16538688 -0.7390506 -3.24809538 -1.38275433 -0.11478164 -2.30025329 -0.49112837 -1.55560573 2.22102858 0.36413485 0.04272338 -0.20175275 0.14519605 -0.96143896 0.11614916] Distance 4.250469003863947 Each least square approximations [ 6.80064436 1.00800426 0.09639219 -3.37039692 -2.83884589 2.73192888 -4.4804464 -2.24189301 1.49798437 -2.92064715 -3.93173732 -0.4932537 0.82002076 1.07964685 0.79944322 -1.49010049 0.9071173 1.03703853 1.21046678 0.12840617] Distance 8.792483368884852 Each least square approximations [ 9.48954913 2.08805835 0.53834773 -3.42020806 4.37671031 -0.99670698 -0.9623223 -2.31077159 0.06010573 2.08488091 0.97764469 -0.23661888 -1.73391769 -1.25638891 0.8474881 1.09076247 -0.21783042 0.45507264 -0.06743149 -1.44587815] Distance 8.006207817358893 Each least square approximations [-8.76938 -4.40040063 -2.49722892 -1.87885855 -1.46863078 1.07299961 2.2608845 0.38400492 0.31331504 -1.42203992 -0.09553877 3.17644377 -0.28456876 -0.76981666 0.78818787 -0.04360494 0.24842671 -0.55646087 -3.4559201 0.86797885] Distance 8.362702864217097 Each least square approximations [-9.61809571 -0.69974357 -1.68134685 -2.8302487 -0.29311763 -1.66066673 1.06742274 0.12018935 1.00500646 1.37416359 -0.73872125 0.3595786 -1.17494812 1.70624093 0.22216045 1.40485964 0.18332655 0.89217862 -1.44034083 -0.03496051] Distance 9.51274484670953 Each least square approximations [-9.44981453 -3.40009345 2.24875508 0.16663135 -1.58794424 2.04798126 0.13297963 1.49774385 0.21162154 1.95313807 1.80400479 2.08507334 1.84304267 0.23410515 1.70331358 0.14747578 0.57379411 0.4712704 0.25125222 -0.50066998] Distance 8.803167532880945 Each least square approximations [ 9.87390976 -0.9985136 3.72724287 0.2019872 1.64956881 -1.09504852 0.13176606 1.61886817 -0.97884075 -2.41405177 2.43704066 -1.49712274 1.30686777 1.36530274 -1.93317577 -0.38040627 -1.13080007 -1.44402723 1.82878229 -1.72046383] Distance 7.748996989414119 Each least square approximations [ 9.4104189 0.83638587 -1.66876592 -3.45095229 1.42669874 0.4006056 -3.51115377 -1.2273639 1.66833261 -2.00731053 1.44531247 -2.45636066 1.39362557 1.16354214 1.15314604 1.19882922 -0.97531446 -0.98060102 0.21185836 -1.80867795] Distance 8.056726434831205 Each least square approximations [10.5545865 0.92238119 0.11606884 -1.41809842 1.21204092 0.83260837 -1.49397404 -0.62507299 -1.21532605 -1.49577009 -0.18374054 3.36038384 0.74123455 -0.05980444 1.09267292 2.56010957 1.06401297 1.58054183 0.59714339 1.30416276] Distance 7.939110795607381 Each least square approximations [-9.80845008 1.62711393 0.25766755 2.27382276 -0.73951984 -1.3144592 2.72644476 1.01621695 2.5943684 3.48392786 -0.14128621 0.16847811 2.34176445 -0.95493839 0.70930693 1.15236435 -1.7663529 -0.09943579 1.628597 0.77780485] Distance 7.921894741590436 Each least square approximations [-7.50813044 3.15509435 -6.00300249 2.7792173 0.5424001 0.3248317 -0.87522454 2.18894992 -0.90958117 3.90135809 0.72528949 -1.68106057 1.33634102 -0.23837602 -0.52827391 -0.51207249 -0.38050358 0.29584445 0.49886003 -1.56520198] Distance 8.80792621289138 Each least square approximations [11.03508022 -1.92972792 -0.88191286 -1.56863615 0.14436306 -0.68120616 -2.35048795 -1.75148906 -2.68194069 0.13994396 -3.31486071 -1.06503541 -0.5695358 1.74878325 -0.16490849 1.36107489 0.4642401 -1.16316899 -1.22399633 -0.2976712 ] Distance 7.264517279956273 Each least square approximations [10.77113612 0.88255044 -5.71007744 0.83269581 -0.07729688 -0.89373092 -2.72578303 1.66900354 1.66716882 2.06021459 2.57165689 1.2947553 0.2485008 1.42544818 2.19073701 -0.70495161 0.44030342 2.13832055 -0.29360802 1.36058591] Distance 5.274108318784058 Each least square approximations [-1.03148064e+01 -2.25815763e+00 -3.69485027e+00 -5.79072124e-01 -1.94555187e+00 -1.62192770e-01 -6.57770327e-01 1.61589476e+00 -6.15568358e-01 -6.51150333e-03 1.74303884e+00 -1.83882977e+00 -4.60748370e-01 -8.56134209e-01 -6.30300702e-01 4.21633787e+00 -1.98375171e+00 -9.05903363e-02 -1.36482902e+00 -7.73679472e-01] Distance 7.3265346827828814 Each least square approximations [-7.47685663 5.21919127 2.90384733 -3.18545577 -2.76117828 -1.5960455 0.3716576 -1.53023317 1.41396149 2.2819478 0.5142006 3.15764017 0.91133475 -1.32823384 -0.52104665 1.86737405 1.10257703 0.30681568 -0.19191968 -0.06178882] Distance 8.878004659353218 Each least square approximations [-9.98965726 -0.31630877 2.90323312 -1.36197803 -1.13143698 -0.54155943 -2.36983667 0.53880301 0.13817212 -3.39203287 0.60860668 0.94493336 2.85885801 -0.34024825 0.43301286 -1.81386496 -0.2896052 0.94348659 -0.45469781 -0.50492946] Distance 8.642397306933528 Each least square approximations [10.05469879 -1.57881277 3.34744042 -1.76632409 -1.70560478 3.85020922 0.76564314 -0.78423706 -0.59970541 0.32766188 -1.69957485 1.96985793 -0.08808743 -0.068207 -0.20860697 1.51774505 -0.05819012 -1.00082492 -0.31159676 0.97565258] Distance 8.357014833561557 Each least square approximations [ 7.92214404 4.43198597 1.73204411 -0.42561859 3.41041225 -0.84453816 -1.28304012 0.08143861 -0.58632111 -4.99605181 2.76558393 -1.36912759 -2.65682148 -0.0409947 -1.10796811 -0.3354097 -0.44362945 -0.91648296 -0.22350705 -0.8390809 ] Distance 8.5871379613647 Each least square approximations [11.21757482 -2.0661478 -1.10959254 -1.98210097 0.67103276 0.54683925 -2.48619553 0.17056129 0.21062291 -2.15049836 2.27700052 -1.55745382 -1.88885629 0.12657696 -1.08824466 -0.59199579 0.38244859 -2.97178791 0.7944185 0.50366966] Distance 6.989668134758795 Each least square approximations [-8.54822952e+00 -4.25814319e+00 1.60243674e+00 1.34270737e+00 -3.05420980e+00 -2.41530864e-01 -1.26287678e+00 -2.00672212e+00 2.94023282e+00 1.67220291e+00 -2.46482004e-01 1.22977784e+00 -3.92063605e-01 1.87600721e+00 2.03364568e-02 4.40684281e-02 3.34829201e-03 -4.74577120e-01 -2.98733326e+00 1.72800480e+00] Distance 8.884267430966629 Each least square approximations [-6.7345452 6.71481369 -4.08516783 6.54187547 -0.15876661 -1.61782209 -0.40035051 1.20989419 -4.22932384 -0.49975796 1.75445584 -1.64583916 -1.04139231 1.10274174 0.20239051 1.61607952 -1.21793083 -0.25258293 1.17314119 -2.47339398] Distance 4.698898027417327 Each least square approximations [ 9.63174065 -2.17209175 0.26124958 -4.432863 -3.58792441 3.685423 -4.44471724 -1.13737413 2.26154151 -0.30555431 -0.97828238 -0.26968477 -0.33421547 0.55314863 -0.45343915 1.53881813 1.47734503 0.40636243 0.74262332 0.2341638 ] Distance 6.107165062463755 Each least square approximations [10.24171843 -1.64904076 -1.27817754 -2.88206198 1.61406972 0.04639921 -3.60777921 -2.12286268 -0.32621731 2.7864321 0.16561017 1.2100495 0.03659216 -1.84161712 0.87007765 -1.05773408 -0.86225961 -0.07158815 -1.34130967 0.71487069] Distance 7.669427093835334 Each least square approximations [-8.75839951 -5.1831678 -3.92159306 -1.18398843 0.09241225 1.75536376 1.2419633 -0.08477981 -0.7257357 0.15240845 0.57805549 3.10495074 -0.76269165 -0.89725703 -0.03387592 1.71573418 -2.2002156 0.56712666 -1.66037956 -1.59534024] Distance 7.9922465694005895 Each least square approximations [-10.13314336 2.21538163 -0.62776044 -4.01010488 -2.76645055 -0.0440042 1.67275054 -0.62449252 2.33508337 -0.97495895 0.14013786 1.57065765 0.17038191 2.29940665 0.01220503 0.01498274 1.04684133 2.03468059 0.55802244 -1.18718349] Distance 7.62379045299195 Each least square approximations [-9.82199504 -2.5512715 5.36250422 -1.28671991 -1.19549494 0.63143409 0.38529742 0.65812576 -0.27997969 1.98001271 -0.30513479 0.30329098 3.00035375 0.69840733 1.86205446 1.79685768 1.74645052 -0.94387834 -0.6273188 -0.69923614] Distance 7.293601209926809 Each least square approximations [ 1.09293388e+01 -3.14871446e+00 4.09806853e+00 -1.00733969e+00 3.39946350e-01 -1.39910815e+00 1.18223405e+00 6.56253069e-01 1.56164393e+00 1.73926072e-03 4.89568744e-01 -1.92406032e+00 5.12712622e-01 5.21367336e-01 1.55961245e-01 7.79573431e-01 -5.90439053e-01 -7.74986608e-01 3.21538422e-01 -1.14456099e+00] Distance 7.294316367364791 Each least square approximations [ 9.49792094 2.34799777 0.74198071 -3.30215278 2.71639162 0.69535402 -1.3127802 -2.45846407 2.07128849 -2.15457515 0.69560389 -2.49553293 -0.73227336 3.18225251 0.06730011 0.30333972 1.63971773 1.36664882 -0.08806541 -2.4892349 ] Distance 7.363423699700596 Each least square approximations [ 1.06992952e+01 -2.95858112e+00 -1.38865890e-01 -1.96558789e+00 9.39410647e-01 1.78673325e+00 -1.93397619e+00 1.53423465e+00 -9.84712886e-03 -7.43452434e-01 1.65996081e+00 1.56351713e+00 2.31236999e-01 2.34463258e+00 1.43384504e+00 3.77522620e-01 -1.30322191e+00 9.28790576e-01 -1.00089678e+00 2.02455951e+00] Distance 7.4664768114039575 Each least square approximations [-10.35504079 -1.13496743 0.75215057 3.32419805 0.13939931 -1.22712525 0.22472575 1.78773519 -0.85807468 3.38407864 -0.52678612 2.21331545 0.17976582 -0.95016075 -0.52889974 1.69226293 -2.56599744 1.29368228 -0.99032147 1.10300928] Distance 7.5756666829879595 Each least square approximations [-7.34741033e+00 4.78496776e+00 -5.51094421e+00 5.17096733e+00 6.82407071e-03 4.54689340e-01 2.58651052e+00 2.29383980e+00 -3.52531204e+00 -1.14890847e+00 -2.94132549e-01 1.01999485e+00 1.00661185e+00 1.37812303e+00 -2.01751605e-01 1.97071454e+00 -1.11081878e+00 1.67694900e-01 1.87365617e+00 2.76448859e-01] Distance 6.798040055226615 Each least square approximations [10.69880463 -1.84819378 4.51540012 -2.14170898 -2.11192654 3.29757966 -3.47047776 -1.97837661 -0.76286867 -0.2127279 0.33095929 -0.48490194 0.03934275 2.04490975 -0.78328352 -0.98962415 1.99067436 1.21134428 -0.11495353 1.14170816] Distance 5.592766643609072 Each least square approximations [10.0023284 -1.69109109 -3.50773236 -2.33322802 4.17653375 -1.7291734 -1.26343387 -0.92131371 1.09604166 -0.20646711 0.68423539 1.68427539 0.20048684 -0.99039766 0.6047392 -0.92746745 1.05347794 -0.53997703 -0.74191783 0.92748979] Distance 8.110567396186026 Each least square approximations [-8.80859383 -3.98523664 -5.48283435 -0.58730638 0.04933619 0.95393689 0.76167593 -0.08880601 -1.12038212 -1.76836806 1.94541517 1.65763296 0.62072982 -0.62072349 0.45809044 2.20262897 -2.2961405 1.14799939 -2.14948452 -2.00847698] Distance 7.845431506339265 Each least square approximations [-9.55748001 2.50605304 1.82371004 -4.67713918 -2.78952955 0.69356549 -0.53926152 -0.63049744 1.55199795 0.32045381 1.04656463 0.58274274 0.75322445 1.03289082 -1.11067847 1.22704022 0.85546109 3.04363967 -1.07687106 0.91170424] Distance 8.175455628402966 Each least square approximations [-10.52197945 -1.71058829 5.48551791 -1.19374946 -0.77179001 -0.08451575 -1.03070143 0.69673038 1.02229942 -1.26280126 -0.07074078 0.3469265 1.32097316 1.79825379 1.15108167 1.03086507 0.53339738 2.27377196 -1.8932559 -0.64234712] Distance 7.213498942965182 Each least square approximations [11.93631242 -4.45337582 1.63397373 -3.93475958 -0.81605499 0.60791341 -0.75932696 0.84451672 1.44080553 0.41898598 0.01420645 1.16675763 -2.61468895 0.77573713 -0.62338623 1.03833206 -0.50836486 -0.57484661 1.77833141 0.16510091] Distance 4.454212214803785 Each least square approximations [ 9.21508439 2.10021234 2.29244729 -3.48683118 3.19000848 0.47255309 -0.62165863 -2.00797021 0.93661604 -1.43243812 2.09120187 -0.68546101 -1.5936352 -0.5271503 0.48203752 0.16691512 1.24369895 -0.53093594 -0.02696403 0.70162537] Distance 9.175559929208456 Each least square approximations [10.98075539 -4.75798269 -0.97310355 -1.74816519 -1.14421103 -1.5545956 -2.92705884 1.22103921 -0.02711622 0.66155714 0.45546031 1.51049501 0.92946745 0.88104571 2.33977114 -0.47484065 -1.00718483 -0.44394007 -1.41677827 0.41635986] Distance 6.652790128979001 Each least square approximations [-9.38661892 -1.61124361 2.29747008 3.60450159 -1.09605571 -1.10184455 -0.98127811 1.03192773 0.61571513 3.94492791 -2.00392662 0.13353584 -2.27201427 0.51304558 -0.35087479 0.67680499 0.56275066 0.15363096 -1.99578853 3.21654908] Distance 8.053099353866743 Each least square approximations [-6.00682668 5.75611892 -5.15809376 5.45350604 -1.21233872 -2.58478351 -0.29650533 3.02016681 -3.70716999 1.86405072 0.41116026 -2.38171339 -0.05853911 -1.25661052 -0.60031622 0.76908818 -0.13638274 -0.13955769 1.26887621 -1.55041587] Distance 6.711604822253944 Each least square approximations [10.78498302 -2.04223247 0.70539199 -4.05502917 -1.38913366 1.51617159 -2.73261627 -1.52859055 2.00825174 -0.63778666 -1.89394161 0.1956364 0.25344405 0.53534509 0.94357949 0.7785476 -0.48553964 -1.31673472 -0.20210012 -1.61287715] Distance 7.185345960011838 Each least square approximations [10.49563578 -1.91807655 -3.28642169 -2.80058714 0.09899226 -1.62648463 -2.42750196 -0.03877612 0.07269414 2.28261445 1.87777711 1.01357822 0.011249 -1.65309384 1.8607741 0.71848371 -1.82288114 1.34996726 -2.40253264 0.44140949] Distance 6.999245142435856 Each least square approximations [-9.81419013 -5.97919921 -3.07774963 -1.4824647 0.61843502 1.59383104 0.24899586 -0.44045381 -1.07640729 0.52494784 1.34813991 0.80247864 -1.16623596 -0.96987504 -1.05657541 2.2681853 -1.48611468 -0.04953884 -1.09942361 -1.28272795] Distance 7.291936127588608 Each least square approximations [-9.48169381 2.61074888 1.68249221 -3.33844892 -3.02107302 0.61725517 1.05908577 -1.41612677 1.14313236 0.86440452 0.47944876 3.38093566 0.45592783 0.39632688 -1.12578324 -0.42882823 0.04302122 1.09408116 -0.99218468 -1.2303511 ] Distance 8.66347011490676 Each least square approximations [-9.79969421 -2.67501124 5.43210832 -0.1452837 -2.54257805 -0.44857929 0.42782488 -0.29380514 -0.99458989 -0.46069239 -0.46365379 0.0712639 2.82353869 0.34927069 0.58939867 0.01144689 0.76334796 -1.43864017 0.76423454 0.19253907] Distance 8.051228482612398 Each least square approximations [ 9.90930705e+00 -3.49267249e+00 5.43211224e+00 -2.15175482e+00 1.08523198e-01 -2.22174172e-03 1.86265701e+00 2.19538947e+00 7.42774722e-01 -5.61671529e-01 1.49440756e-02 5.76550774e-01 2.89987104e+00 -6.38728934e-01 1.37137358e+00 1.04545480e+00 -2.19226806e+00 -1.66083437e+00 -1.47657797e+00 6.01686863e-01] Distance 6.456285094278836 Each least square approximations [ 8.29693714 2.33646245 2.19407914 -3.72126071 3.02511385 0.16626359 -1.31908433 -0.63015852 1.34622472 -3.01077437 2.92486294 -2.79719698 -1.35896196 2.03873096 -0.64333439 0.15462206 -0.04335327 0.08083701 -0.73868124 -3.15210768] Distance 8.315646393632667 Each least square approximations [11.09698305 -2.84811959 -0.45557665 -1.65109705 1.83611919 0.56855293 -1.689751 2.40096131 -0.79143541 -2.77596797 3.4837527 -0.01553228 -1.07799431 1.72391761 0.03061685 -0.08393935 -1.37918105 1.50412902 -1.88049929 0.82358377] Distance 6.174131954313031 Each least square approximations [-9.28084923 -1.24366183 1.94308887 3.13530893 -0.993166 -0.57868782 -1.08304377 0.63836108 1.91287343 3.31454186 0.4408209 0.79150854 0.79762214 -0.38393473 0.08408255 -0.02769757 -2.60669102 1.40283527 -2.29082256 -0.08826352] Distance 9.118592369504183 Each least square approximations [-6.44578921 -2.24365438 -2.53719674 1.33891671 2.57758199 3.1432178 -0.16128865 3.75282325 0.87544397 -0.80136568 -0.58907101 0.34287766 -3.20220227 1.5425236 0.49770853 -3.81051562 -2.38975029 0.82791365 -1.1267717 -0.30383924] Distance 8.474457928361465 Each least square approximations [ 2.96103456 1.72255588 1.99191509 -0.14580573 -0.51167812 2.40898942 -2.25206422 -0.88276051 -2.00750715 0.98148792 -0.4777568 0.09292324 -0.09662469 0.3154822 -0.28986394 -1.82589143 1.03019609 -2.84759136 3.1785375 -0.66231559] Distance 11.755248947573099 Each least square approximations [ 3.39976727 -1.38213781 -2.73280067 -2.27407421 1.76985806 -2.49265983 2.32116722 -0.56311323 1.19201568 2.4624462 0.76340667 -0.29404158 -1.20808018 -0.56044859 1.14426822 -3.80771458 2.28311765 -1.23616638 0.65230698 3.26576638] Distance 10.467517806355088 Each least square approximations [-5.22860242 3.18221165 -1.76744971 2.87306626 -1.27158512 1.21113725 0.36839138 0.99577698 -0.67001007 0.51473863 1.56435843 -1.12110571 1.75239261 -4.17784838 -0.10961748 -0.63068149 0.3036057 1.7371106 -0.48077108 -0.69515667] Distance 10.586001669545762 Each least square approximations [-3.28661421 0.73892537 -0.05563437 -2.9446958 -0.41360818 0.22599806 -2.57936855 1.82997706 1.10225794 0.40680882 -0.11546975 -0.57194478 -0.2401751 -1.31593974 1.30611998 -0.72774134 2.72917387 -0.86688066 -0.33938892 -0.2791567 ] Distance 12.243760410037083 Each least square approximations [-5.32842026 3.31072307 1.84768592 -1.2729182 2.33823362 3.71316756 -1.90546432 -0.25718069 0.55493229 -1.01798785 -1.2242337 1.21827872 -1.65756225 -1.88510505 2.81830865 -1.18122098 0.01070173 -0.60710787 0.6127408 1.4523554 ] Distance 10.20469145137997 Each least square approximations [ 4.63022629 -0.45909695 -3.39742534 -1.83594506 2.66083435 3.75276732 2.35136232 -0.27704803 -2.23351626 0.6597435 -0.26327621 -1.30288189 0.70421298 -1.50489526 0.71406092 -0.09195022 -0.2774975 2.28744887 0.48419371 -0.71154509] Distance 10.6978066120708 Each least square approximations [ 3.19702501 0.80651724 0.35111229 -1.10816853 2.80423714 1.20195388 2.536564 -1.66337859 1.03228226 -0.06474196 1.05197309 0.84899318 1.1778095 -2.2674253 -2.7267666 2.57983906 1.202014 0.45990836 -0.1048939 -0.6400995 ] Distance 11.746021137042463 Each least square approximations [ 3.75312175 1.09139241 -0.75114142 -2.80513542 3.45134578 -4.50638425 -1.89152356 -1.38650958 2.06895786 3.10052719 0.90742083 0.01559902 -0.20424466 -0.34235184 -0.60999767 0.63064755 -2.00683909 -3.90973656 1.91570782 -1.12601681] Distance 9.64197260824933 Each least square approximations [-3.07256782 -1.85092497 2.4922075 1.37258151 1.40008587 -1.03824827 0.13141425 -1.06885344 1.55009769 1.82217855 0.24515931 -1.9658024 0.94551415 0.11539876 -0.44816301 -1.05244306 0.73174981 -2.47156482 -1.01274721 -0.33266148] Distance 12.226666231415834 Each least square approximations [-5.3938087 2.86309745 -5.24616527 0.63252318 -2.49192073 -2.36549819 0.87444489 -0.06756283 -4.2519388 2.18169901 -2.09192835 0.55686344 -0.21677835 1.63230381 -0.18787571 1.25916065 -1.21399363 3.47288443 -0.66151165 -1.68865185] Distance 9.40968914197256 Each least square approximations [ 9.04257375 0.35264602 -2.70398826 -1.52801277 -0.62919045 2.90931777 -0.85863851 0.96328841 -0.20090987 -1.63552208 0.94058996 0.05188595 0.72276027 0.66976477 0.08738334 0.11233566 1.27793097 0.97377408 -2.62040698 1.92091294] Distance 9.7578110220697 Each least square approximations [ 8.68414063 1.55977732 -2.39528094 -2.33682259 2.27462633 3.43129759 -2.11684191 -2.27001239 1.83849619 -0.73222622 1.75908054 -1.8829048 2.25872009 -0.42191352 -0.84631431 0.79816315 -1.28433888 -2.2101918 0.32544127 1.54611317] Distance 8.553579450721312 Each least square approximations [-9.58099955 -1.85816253 -1.32497163 -2.31362652 2.88560136 -0.19633249 -0.17738594 -0.26137937 0.36312489 -1.54817723 2.60708996 3.65713133 -1.55339323 0.42540834 0.22342255 -0.26378104 -0.81179827 0.12995819 0.77692008 1.76947198] Distance 8.623491352710564 Each least square approximations [-10.64857257 3.20848327 -3.58271519 2.97591998 -1.63498105 -2.18972186 -1.67495824 -0.27417339 0.97076631 2.07213774 0.48025286 1.17420001 -1.75783492 1.06205431 -0.91543024 1.32665521 -0.04014985 0.61784886 0.96979347 1.39248361] Distance 6.508392989920855 Each least square approximations [-8.20232367 -4.15360972 1.28812781 0.589072 -3.37166531 2.34231247 -2.40538363 -0.55952753 -2.25980782 0.39338206 -0.10402819 -1.28400971 0.93161075 -1.69068331 2.25538032 0.11557299 -1.59620046 -1.18119956 0.02176087 -1.19710335] Distance 9.186744761211 Each least square approximations [ 6.67872769 -1.58279009 4.80251673 -2.24587035 3.21280346 0.56304723 -3.19402009 -0.44966711 -1.02846436 1.83867134 -1.03315209 0.11590291 0.0466955 2.49721926 -0.28571365 -1.14808365 0.60997472 -3.25644414 1.0965779 -0.95264279] Distance 9.61795292145501 Each least square approximations [11.53806472 4.2108151 -0.38625484 1.86327722 0.18093274 1.16486644 -3.0162413 2.66255039 -0.16880578 -0.10130968 -0.91637728 -0.02248713 -0.48775977 -0.06864941 0.11701395 0.12172312 0.56169807 -1.21557154 1.05882357 -0.72544062] Distance 6.193915053090042 Each least square approximations [11.25356404 1.26415791 2.29426957 -2.00212749 -2.33122844 0.26808339 1.87245607 -3.54191716 0.80098002 1.31871453 -0.37853418 -1.78713395 0.12877594 0.71881842 0.42847143 1.99708463 1.4641326 1.4182441 -1.14727103 1.57419371] Distance 6.129237480936471 Each least square approximations [-12.72937165 -0.826067 -1.02381269 -4.18053557 -1.93620727 3.74966721 0.47532209 -0.68390469 0.14263211 1.34526771 -1.3706846 -0.39792054 0.80709195 -0.5800186 -0.21446383 0.45659303 0.83800093 -0.41937289 0.44391263 -0.26918798] Distance 3.0010988584787635 Each least square approximations [-10.52881123 -6.22106206 -4.06131397 -1.786056 0.84787138 0.74405357 -1.07632911 0.72498441 -3.73300473 -1.40236984 0.50783339 0.19528037 -0.22988211 0.44870512 -0.84177515 -1.17407152 0.76300751 0.30308707 -0.91950771 -0.43073567] Distance 3.39295630503248 Each least square approximations [ 3.56062863 2.92518012 1.33679794 -1.29523476 -1.27888082 2.40780872 -1.17192432 -0.8945358 -5.0213598 -1.43125247 -2.07751716 -1.17097439 0.83643579 -1.08205333 0.03088771 -0.13069666 1.14150667 -0.05310989 -0.70700498 0.75381504] Distance 11.508102303962863 Each least square approximations [ 4.81256239 1.34457635 -1.87578483 -2.44765056 3.99696665 -2.99818226 0.26909728 -0.54713157 2.78041463 2.10765729 1.96756365 -1.87931859 -0.15521997 3.79697915 1.12746758 -0.96743459 2.65698852 -1.08391548 2.73529081 0.95967333] Distance 9.553971790394545 Each least square approximations [-6.88408327 3.73916056 -2.74417578 2.03253063 -0.09830176 -0.56460436 0.54975064 2.67051686 0.87961379 -0.53366598 0.71828152 -0.27671782 1.26274353 -2.17466574 -1.28759989 0.20378119 -0.45980885 -0.19538099 1.70998093 1.20191745] Distance 10.433908101659892 Each least square approximations [-4.0799549 -1.06547098 0.68248885 -0.61110974 -1.59499525 -2.41429234 -2.48543137 -0.02121973 -0.82949816 0.85295038 -3.98203248 -0.45034621 3.19086326 -0.66951897 1.9701965 0.7037254 0.49706111 0.93942133 0.52431657 0.26313639] Distance 11.697355911381013 Each least square approximations [-7.63850539 1.24000218 -2.87660668 -1.96892784 -0.1822367 3.80764061 -2.7041802 1.07491749 1.57704134 0.06149072 1.65606543 -0.20454538 -0.20953335 -1.32288803 0.03643674 -4.32448076 0.55618379 -0.28444069 -0.0714005 1.49199555] Distance 8.97365302337829 Each least square approximations [ 5.94425319 5.98782079 -0.2099298 -5.5699565 0.34099595 3.04542431 2.70302249 -0.70904117 -1.74350651 -0.15786908 1.51639627 1.41614918 -0.13154624 1.3133042 -1.15303308 -0.80939616 1.5210971 1.35855856 1.24994018 -0.01309722] Distance 8.226778384801651 Each least square approximations [ 5.0912598 0.78262751 -0.20038228 -3.84284043 0.57002117 0.94524319 -3.51592953 1.69613128 0.62547483 -1.33761808 0.5355637 1.05996694 1.86266948 -3.47915555 0.41357302 2.85544029 1.78985296 -1.80968105 -0.40151929 1.30734267] Distance 10.503256672610878 Each least square approximations [ 5.25125196 1.90187644 -2.31905458 -4.89965971 0.29615809 -3.23598774 0.58916878 -3.02868941 0.84627686 -2.00531557 -1.20571625 -1.14520795 0.36133241 0.844088 -0.34587836 -0.41284876 -0.92865834 -3.07192525 -0.26204277 -0.72808369] Distance 10.186468662080534 Each least square approximations [-5.07224871 0.41934793 3.40274587 0.28860404 -1.57813905 0.36835491 1.12208507 -0.08691752 1.41473898 0.43710888 0.71249888 -1.52655754 0.36027447 -0.30104134 0.13520838 0.07283263 3.42033321 -1.94306837 0.06480294 -0.02316139] Distance 11.905581523291941 Each least square approximations [-6.06780624 3.19622903 -6.6080481 0.99862405 -1.0452626 -3.71917601 1.61933707 -0.36305674 -3.09491663 1.95486323 -1.86531823 0.09363021 -0.27160439 1.59305828 -0.22078806 0.50055641 -0.82803145 2.33332052 -0.20247181 -0.82741167] Distance 8.815780371626957 Each least square approximations [10.21959093 1.61134265 -1.16615956 -1.60375626 0.23805933 3.40867016 -1.69508587 0.96608294 -0.69141495 -1.48534958 -0.06297957 0.13059749 -0.01554298 0.51764669 0.19485597 0.40156527 0.28363589 1.04792167 -2.31524668 1.33010813] Distance 8.707332178754735 Each least square approximations [ 9.90119612 -0.12612303 -3.10464471 -2.23257435 2.65022777 3.14554936 -1.79116899 -1.8023476 1.58460102 -0.97022825 1.18539483 -1.14667653 1.29360702 0.10283775 0.09748735 0.9235356 -0.70389101 -0.93702584 0.44030924 0.34667477] Distance 8.20337069711515 Each least square approximations [-9.55327462e+00 -1.88128542e+00 -3.76155443e+00 -2.22528366e+00 3.19967154e+00 3.65506702e-01 7.32903762e-01 7.79131952e-01 8.19065485e-02 -2.60138905e+00 1.65793613e+00 2.78483577e+00 -2.10428606e+00 -4.01432279e-01 7.89986495e-03 -4.52825144e-01 -1.11981933e+00 -6.56638465e-02 7.30029193e-01 1.50475308e+00] Distance 7.8867190871535024 Each least square approximations [-1.12252715e+01 2.88905398e+00 -1.44251764e+00 1.86418877e+00 -2.55032640e+00 -1.04150564e+00 -2.15835550e+00 2.29880437e-01 1.21213745e+00 2.91085213e+00 -5.25656582e-01 7.56956326e-01 -1.00870543e+00 8.21311964e-01 2.79907676e-01 1.62546306e+00 8.70711301e-03 3.30508599e-01 9.11128758e-01 2.14559556e+00] Distance 6.386896731500695 Each least square approximations [-8.61609546 -4.03837538 2.53052535 -0.32790456 -3.08914543 3.05140815 -2.44870687 -1.49971892 -0.62020881 1.13733243 0.27298729 -1.27635314 0.76493197 -1.01642337 1.74860031 -0.82528335 -1.07092253 0.14610801 -0.25538376 -0.83344611] Distance 8.884065600753932 Each least square approximations [ 7.71657173 -1.35350095 6.1522996 -2.85970671 3.33779387 1.48432931 -2.53945551 0.08670349 -1.02004932 1.67368744 -1.15420658 -0.23597609 -0.5444282 1.57825588 -0.39132938 -1.58688156 0.644404 -2.48206807 0.31069443 -0.52809809] Distance 8.300790543055406 Each least square approximations [11.3828582 4.35393524 1.08335368 0.56827503 2.15915319 2.10319778 -2.42365291 2.68062046 -0.49769775 -1.86013982 -0.14755753 0.60810378 -0.92826001 -0.81170396 0.24191427 0.36274509 0.03191453 -1.60794493 1.34454252 -0.65299895] Distance 5.563323271289159 Each least square approximations [ 1.12433075e+01 -2.17287544e-01 1.99454181e+00 -4.42061899e+00 -2.47134696e+00 9.54513136e-01 7.04827526e-01 -2.15687124e+00 -6.16678599e-01 1.27971508e+00 2.95277947e-01 -1.47133223e+00 -1.26618103e-02 4.47694143e-01 2.62976532e-05 1.48692412e+00 1.70500311e+00 1.02965393e+00 -1.11911128e-01 1.33621000e+00] Distance 6.257461391639139 Each least square approximations [-12.29781973 -1.38751892 1.29805137 -1.9328759 -3.86503564 3.74513066 0.52868917 -0.54613165 1.2571986 1.73812098 -0.87389478 0.43958018 1.12175752 1.29343364 -1.28550011 0.67796964 0.02837615 -0.10805343 1.05072443 0.51099167] Distance 3.6938987165834245 Each least square approximations [-6.39151325 3.73642299 -1.34768159 0.06425832 -2.52961438 0.67365449 -2.31415427 2.377784 -2.11845923 1.47410075 -2.44000514 -1.44678808 -1.89029476 0.76384491 0.9300704 -0.43454513 -0.0322272 2.28675805 0.36251932 -1.05577217] Distance 10.089795617282455 Each least square approximations [ 4.75626494 -2.62980616 -0.66857443 -0.32055787 -0.95239107 1.17131553 -2.72436835 -1.159539 1.58238963 -0.7604343 -1.19177455 0.79455323 -0.0836398 0.80474949 -0.46156907 -1.50720044 1.15634115 -0.90110566 -0.77711676 1.18084559] Distance 12.212252931408898 Each least square approximations [ 7.16698491 1.81527805 -1.05055162 -0.61453281 0.8098341 0.7082579 3.01498204 0.4021225 -0.07590079 3.4118449 3.68157181 -2.13029246 0.82311134 -1.89032793 -0.07297791 -0.75001217 0.38695801 -1.41396983 0.19383754 1.82012695] Distance 9.802291065864406 Each least square approximations [-7.75368968 -0.69228721 1.09871979 -3.74507821 -1.91634137 -0.32703523 -1.51319537 -0.43473441 -0.1691214 -2.48497347 2.02784673 2.12080772 -1.64557506 -1.93542456 0.66665919 2.88359966 2.14154341 1.20635154 -0.75336626 -0.03449359] Distance 9.163297638941721 Each least square approximations [-6.75303938 -0.71941187 -2.4343691 -1.40582181 0.58749222 -1.05194642 2.40766175 0.65395754 0.15214998 2.06296151 3.31559446 4.00673091 -1.57697397 0.23230263 1.85109085 -1.02793399 1.57357914 0.40433654 -0.8191002 0.14985399] Distance 9.965455095225941 Each least square approximations [-6.62669612 -1.95137429 1.01164737 0.17693156 0.38687998 -0.05420294 -1.57244893 2.5572336 -2.48637572 -2.09237464 1.2815709 2.85255627 0.98171664 -3.71181397 3.37785351 0.18284328 1.05580534 -0.74653351 -1.48870508 -0.21494664] Distance 9.710512891936219 Each least square approximations [ 6.08380746 -2.22274552 1.25420518 1.24041545 0.28983809 1.16689587 0.82130213 2.38664862 -3.03837359 -0.29311341 -1.15447532 0.67496226 2.618876 1.96081684 -0.26468443 -0.22751561 0.40302268 -1.64008646 -0.5187595 -1.38630471] Distance 11.083207104690509 Each least square approximations [ 6.01629506 3.03764522 -1.91273098 0.59146103 -1.34160501 0.50452709 -1.74722544 0.44241801 -0.6293578 -2.0673016 2.97221647 -1.11676342 -0.82204791 0.83717543 0.95842666 1.86041539 -0.12535014 -1.22174761 0.3075972 -1.60178877] Distance 11.103268490400387 Each least square approximations [ 1.01983795e+01 4.95033644e+00 -8.72465420e-03 1.77117374e+00 3.10061335e+00 9.54763853e-01 5.15383826e-01 1.94497943e+00 1.89522401e+00 2.96470557e+00 -2.69898010e+00 3.79971049e-01 -1.05566117e+00 -8.83894152e-01 -1.16281031e+00 2.55243052e-01 -2.90020258e-01 5.10960001e-01 1.10646428e+00 -9.55189204e-01] Distance 5.5555615890383985 Each least square approximations [-7.34522563 0.84796604 -2.29578904 -0.45090165 -0.97933269 0.04240452 1.00219893 -2.55966109 3.28946943 -0.21281794 -1.83811137 0.3053344 0.16545986 -2.71041318 -0.43786339 -1.11213447 -0.26029491 -0.42582664 -1.4620902 0.73394065] Distance 10.390626480764853 Each least square approximations [-10.5048297 1.075369 3.0116617 -1.40095287 0.49293153 3.66662743 4.80759987 2.1893935 -1.38820189 -2.22929584 0.45521705 0.31592491 -1.26390567 -2.30775664 -0.81215637 0.43426587 -1.20814464 -1.82984857 -1.72452777 0.24300286] Distance 4.285126768725653 Each least square approximations [ 2.56589655 1.15237081 3.2328331 -0.19000327 -3.2194531 1.15422092 -1.94465385 -2.20082345 -0.95099933 0.24230635 -1.00858302 -0.9275183 -0.69338941 1.25832468 -0.13252844 -0.88212256 1.40949379 0.95251261 1.41213637 0.19967366] Distance 12.488509359958353 Each least square approximations [ 2.9393545 -0.97891769 0.9410444 -2.19496601 6.31868583 -4.76599735 0.17721828 0.28124233 2.42687787 2.30166923 2.27061193 1.60666576 0.77189093 0.21499902 1.70341849 -1.35044855 2.75369938 -1.3291094 -0.13417562 0.40460627] Distance 9.666298503257446 Each least square approximations [-5.15179767 1.86394477 -2.28157246 0.13549866 -3.57121446 -2.47757331 2.83780377 -2.31536623 -2.16809723 -1.73836112 -1.45420834 2.33785738 4.59818099 -1.93142592 2.65909215 -0.69385821 -3.3788403 0.67655618 -0.37652643 -0.8066367 ] Distance 8.796143801585178 Each least square approximations [-4.79238291 -5.38668943 2.16890393 -3.03159791 -1.23712056 -4.12813622 -0.86509453 2.68715016 -0.8602863 -0.62325837 -0.42877672 -1.56941467 0.19278192 -2.79666433 -0.9167896 0.39279304 1.48563419 1.86453393 -0.37341687 -1.40122082] Distance 9.61656959060469 Each least square approximations [-7.49861363 3.75036967 0.67437844 0.92025312 0.57485158 2.6356863 2.62867317 2.10040209 2.63645812 -1.16874046 4.0425472 0.40964097 0.51638066 -1.23499291 1.11601696 0.26415608 -1.03810739 1.38935651 -0.83802506 0.25206777] Distance 9.132907809838438 Each least square approximations [ 7.8627927 2.17634444 -3.05687663 1.35067062 -0.86872234 1.39839469 -0.94829872 3.1328436 -2.17090493 -1.13495676 2.52144903 1.04427202 0.04137935 0.2166925 -1.45972 -0.74510476 0.39759289 0.30781081 1.07508615 1.37938609] Distance 9.729580652755729 Each least square approximations [ 2.99456536 -1.84706011 -1.87643995 -5.39060407 1.24284648 1.15243403 -3.86022721 -2.21932192 0.479721 -0.26259047 0.91572134 2.15446452 -1.20423953 -2.66370819 -2.00987226 3.02694993 3.52672814 -1.55103608 0.69493056 1.11589609] Distance 9.672437921413621 Each least square approximations [ 4.48485925 3.33102516 -4.14066225 -1.53157501 -0.03727325 -2.12803536 -3.5854853 -1.80653978 0.73567204 2.35945489 0.64724284 2.07134604 3.47339395 3.5038424 2.19360067 0.79007026 -2.0443105 -1.34988991 -0.35263508 -0.8274119 ] Distance 9.303635992881707 Each least square approximations [-3.83356604 3.19686454 1.67904568 2.27292058 -0.95707268 -2.37437396 1.06771695 1.21482844 1.49501416 1.61848468 0.46587663 -3.00365922 -3.25038761 -0.84241966 0.169202 0.07710345 2.93783802 -1.98884107 1.10439915 1.06534939] Distance 11.08593484497251 Each least square approximations [-5.13995226 -2.81294625 -1.85369322 0.22263824 -0.03528177 4.40720592 -1.11942 0.72525233 0.78432481 2.57856617 -2.03205029 -1.88716191 -2.45608427 0.18463772 0.27446887 3.23955746 -1.38863174 -0.57746185 0.26295438 -0.70042234] Distance 9.786356063482934 Each least square approximations [ 1.91059781 -0.2753931 -0.41246902 -0.18226662 -0.3089173 0.39484433 -0.10400848 -0.9176405 -3.03023279 -0.09448896 -1.94393296 -0.5384105 -0.21471866 -0.73921071 0.46553255 -0.36502885 0.85611031 0.43606733 -0.60551374 -1.57726991] Distance 12.89158903513768 Each least square approximations [ 3.23632035 3.48225101 -0.67134759 1.774963 2.27392473 -0.92626857 2.46502697 0.5565763 3.66321453 1.7506433 1.57208335 2.26586373 -1.72032425 1.13157329 2.29502365 -1.68813362 -0.36993653 -0.84484263 -0.33088036 2.16401484] Distance 10.416407749524952 Each least square approximations [-6.78632482e+00 7.27039296e+00 6.68167580e-01 -3.46416069e+00 -1.81524954e+00 1.28801477e+00 4.22826575e+00 -1.38622781e+00 -1.80021799e+00 6.65546254e-03 1.59077413e+00 -1.95025082e+00 -1.05951169e-02 9.05132406e-01 -2.15934379e+00 7.43624926e-01 8.85916328e-01 7.57618443e-01 1.61195938e+00 -8.37901451e-01] Distance 5.729215124878809 Each least square approximations [-1.95829206 -1.29628816 -2.66100611 -0.13474968 -2.73757235 -0.0443504 -1.13744674 1.33572245 -0.77185245 -0.31808852 0.55832051 0.24957524 0.74402575 -1.51224136 0.24332978 0.04804472 1.08651326 0.94108997 0.96213315 1.77963831] Distance 12.48544721666969 Each least square approximations [-5.28957509 5.86748969 -2.39001749 1.62169881 0.06039606 -0.3634142 -2.28417596 0.01873074 -1.67758342 0.8327805 0.46842133 0.59001792 1.88830371 -1.17370446 2.49974328 -3.4295696 -0.89966701 1.43701791 -1.29391722 1.68582941] Distance 8.870414882236636 Each least square approximations [ 1.87901574 2.09507614 0.45338228 -1.48981279 -0.93327744 2.30423232 0.68659701 1.77450941 -2.71268983 3.14418798 1.51639522 0.37460798 -0.94755178 1.65775526 0.94185809 1.0599855 0.06484768 -1.07462125 -1.00282855 1.55842084] Distance 11.795190354013663 Each least square approximations [ 4.1389448 -1.51374331 -2.32109893 1.70363931 -0.20547383 -1.12421375 0.35022177 -0.05930902 1.5483858 -1.13529659 2.31631724 1.5345846 -0.56496989 -2.37083867 0.13304105 2.11264096 1.76083193 -1.77328208 -0.57976542 0.35910744] Distance 11.468418131703826 Each least square approximations [ 4.09919064 3.53009971 -3.20035144 -1.40774442 -0.86617012 1.42394666 0.48710471 -1.08594976 1.63855832 0.96560446 -0.86866174 -1.876011 0.27915802 0.21804671 -0.85234957 -2.14659547 -0.95141132 -1.78816931 0.13471496 -1.95254625] Distance 11.056177258670127 Each least square approximations [-3.60978667e+00 2.07368263e+00 -1.23864813e+00 -1.44958840e+00 -2.15003922e+00 2.63067817e-02 -6.75286542e-01 7.08394231e-01 -5.44725931e-04 9.81767474e-02 -1.15651520e+00 -5.47108878e-01 1.11468372e+00 -3.54128189e-01 -1.56630351e+00 -3.24946236e+00 3.25314347e+00 -2.06837548e+00 -2.00865376e+00 -7.22268059e-01] Distance 11.278970912230964 Each least square approximations [-4.89253824 1.31499453 2.62886581 2.33097877 0.74853178 -2.05509924 2.13750697 -1.97894362 -2.9371584 1.51867321 -0.73700027 1.2942816 -0.71701161 2.16719901 1.33799847 -1.18920855 -2.33964941 2.14060685 0.42087207 1.45393806] Distance 11.107103648106683 Each least square approximations [ 2.82237669 -1.07889654 -0.52075503 -0.60399726 0.0046705 1.94278774 -1.13445656 1.41215742 2.96454599 0.29340024 -0.03550192 0.30518306 -1.31442435 1.6530493 -0.10710239 -0.46176212 -0.94579304 1.01879459 1.34711549 -2.25062357] Distance 13.010510386953007 Each least square approximations [ 6.8955736 -2.11474515 6.6492225 4.15061546 3.56195058 1.86898997 1.91394174 -0.16667583 -1.13038834 -0.45226217 2.34252589 -0.9353125 1.1209506 0.13244388 3.74625692 0.31288046 0.85185389 -0.1568756 -0.4385721 2.21806899] Distance 6.790839114265402 Each least square approximations [-1.6042343 -0.77179416 -4.32979803 -5.30710555 -3.61540587 0.5288692 3.05292249 2.01852271 0.89690642 -2.12670981 -0.38013523 0.39779975 -0.7080951 -2.18387425 1.74633657 -0.19295142 0.22264709 2.06618242 0.62179792 0.74676589] Distance 10.605812042233412 Each least square approximations [-5.66431202 -3.61258161 2.92504545 0.03417276 2.38560636 -2.06473745 0.06103163 0.32164383 0.36556522 -1.68417601 1.86003573 1.47335945 -1.43621952 0.03193792 3.28296695 0.31447929 1.70982681 2.82857175 2.673253 2.41688276] Distance 9.967677389888925 Each least square approximations [-2.38063788 -0.32491004 4.4352949 3.8638181 1.32299001 2.79669476 0.19757177 -0.94385043 1.65583687 -0.31715419 3.57810191 2.87801839 0.73223538 -1.30976406 1.98651402 0.34146585 -0.22829282 -0.27537741 -0.51321525 0.27656626] Distance 11.268326850190684 Each least square approximations [ 4.24183337 0.93752257 1.96455995 0.59133407 -2.73467099 0.5652961 -3.26781883 1.69454047 -0.94369906 -1.48854183 -1.33265176 -2.17971502 0.74580149 -0.67656525 0.76543286 -0.5533166 2.89293798 1.02932956 -0.86207131 -2.17913818] Distance 11.73337488367652 Each least square approximations [ 3.7884535 1.25077934 -5.02969268 -0.50852396 3.27338173 2.33950153 0.15803259 -0.45305018 1.55757267 -1.1410034 1.43224809 -0.71560635 -1.90087381 -0.73776725 1.30454972 -0.23574751 -0.67672971 0.07841179 -1.65469892 0.29427069] Distance 11.626453824437695 Each least square approximations [ 4.11909932 1.1439949 -1.35848384 -0.31168321 -1.97255075 3.23013277 -3.18426766 0.10400423 0.18349109 0.93585447 -0.2574766 1.96443088 2.16525272 -1.20519507 -3.34231539 1.23552945 -0.20514727 -0.5131859 -0.87336262 0.45833561] Distance 11.7862812207922 Each least square approximations [-3.82977952 2.01460995 -0.36524674 2.39136207 -3.94590501 -1.49233524 4.37941617 0.18710478 -0.14782908 -0.61502974 -1.05471503 -0.59913756 2.10859231 -0.79837822 -0.46255262 1.62160761 -0.63866958 -1.4455583 -0.8998418 0.99483131] Distance 11.527199552826803 Each least square approximations [-4.68304125 4.49497777 -4.71277277 5.12292606 1.28963515 -2.93976727 0.44511404 3.12004347 -2.74100661 2.58206152 0.71934482 -1.78690703 0.96174227 -0.06665435 0.6509382 0.72075944 -0.69775168 2.31603866 1.44328197 -0.32430281] Distance 9.67254086807129 Each least square approximations [ 1.41142303e+01 -3.91114536e+00 -3.11168741e+00 -1.25070932e+00 6.13737854e-01 2.95897471e-01 5.57295575e-01 -1.42115000e+00 3.95241300e-01 2.92478558e-01 -5.04559720e-01 -1.16435424e-04 5.94663048e-01 7.85945981e-02 -9.07689176e-03 -5.58793021e-01 -6.99954925e-01 -4.29854813e-02 -3.35210695e-02 3.97748786e-02] Distance 1.4057218895144843 Each least square approximations [10.9467795 -1.80186383 -3.59240767 -0.63712294 -1.27493739 0.37844197 -3.00645933 -0.41065122 -0.39325187 2.19271028 1.40622574 2.87124981 2.109545 0.3956627 1.00931126 -0.43075193 -0.40055262 -0.02549928 0.57819572 0.94041649] Distance 7.902395065904325 Each least square approximations [-8.92124689 -5.55034034 -3.81718351 -1.31252857 0.31698404 2.82489079 0.96721664 -0.21139083 0.77272573 1.0899479 0.94152324 0.90834652 -1.50167538 -1.30625734 0.22533642 2.65746606 -2.60018998 1.0316608 0.88290715 -2.74261288] Distance 8.108146590141613 Each least square approximations [-10.40715711 6.71566059 1.61245975 -1.63809383 -3.2582997 -2.58127492 1.95579375 -1.70640735 1.15248485 -0.09556879 1.99279285 1.56839117 1.27832316 -0.77388805 -0.41893078 1.01583585 -0.03308034 0.92177376 -0.14175003 0.19340953] Distance 6.112523592864464 Each least square approximations [-9.04269633 -1.81152338 6.69362145 0.2556077 -1.64822269 0.22347131 -2.00833427 0.76912423 -2.66975066 -1.77535986 -1.08569072 -0.28174191 2.1108424 1.28571701 0.44028865 1.20773136 0.48938811 -0.96619292 0.15637698 -0.58648401] Distance 8.60437637491594 Each least square approximations [ 9.6819286 -3.00711145 3.72702518 -2.89349552 0.38879609 0.13831865 -2.25031366 0.99177069 1.36500008 3.55540544 -3.5400248 -0.08070184 0.60554303 -0.59142462 1.31399579 2.44491273 -0.4255858 -3.23294333 -0.07002199 0.30318514] Distance 7.398153209387569 Each least square approximations [10.11911216 4.55126615 0.81970221 -0.25678185 3.68818104 -1.03479018 -0.1523532 -1.45200939 -1.72632328 -3.16394639 1.46224696 -2.23604708 -1.97392694 0.84407487 -1.3446021 -2.41115714 -0.47310126 -0.05272455 -1.67823386 -1.45997759] Distance 7.348584284987924 Each least square approximations [11.14882424 -5.65521205 2.04809735 -1.35259464 0.28547022 2.34008659 -2.85111888 -0.28997604 3.05538971 0.01500927 2.23342939 -0.88312921 -1.38329944 0.81856523 -1.06518592 0.10198909 -1.38836517 0.94139374 -0.52274663 1.76091788] Distance 5.576407047881581 Each least square approximations [-11.05287745 -4.63346129 -0.34212214 1.30347244 -2.58385064 -1.27271158 -1.8179076 -1.3736994 -0.51430734 1.40976938 0.43592809 0.47187417 -0.4042263 1.56463838 0.31692592 0.8742333 -2.04787518 1.06243186 -3.13150622 0.82167019] Distance 7.162747098934624 Each least square approximations [-7.02734925e+00 5.46701894e+00 -2.90181616e+00 6.63259964e-01 2.66661895e+00 4.73304556e-01 5.99110390e-02 -5.43759436e-01 -1.87315259e+00 2.15631374e-02 1.50607272e+00 -9.50805782e-01 -1.16609749e-04 7.82171455e-01 -5.36028951e-01 -7.72545181e-01 2.58234773e-01 9.23458431e-01 9.05565662e-01 -3.35133020e-01] Distance 9.616373833364884 Each least square approximations [ 7.52922893 -1.45093854 0.53420839 -0.1050097 -1.22517044 1.135989 -2.47103338 -0.40617739 -0.43602855 0.91668053 -2.3364169 -0.06510622 -1.39245332 1.09912935 -0.49321017 0.68700521 0.93157843 -0.79005113 0.39098098 -0.01548121] Distance 10.86812297503523 Each least square approximations [ 8.36700213 -0.29507838 -2.57409641 0.85876319 2.37707693 0.16847709 -1.10587738 1.17307591 -1.99982466 4.39104866 1.73492656 -0.33801811 0.77178904 -0.90673833 1.74666314 -0.62066179 1.48184308 0.30527798 0.34797514 0.51361474] Distance 8.865807116804648 Each least square approximations [-6.85408346 -0.09765677 -4.16686878 -2.4961562 -0.97450174 1.93219065 -0.50177506 2.17621066 -1.87380536 -2.52116362 -1.16298933 2.89387427 -0.79797968 -2.31487841 1.08380878 3.50549549 -0.73836235 0.27788815 -0.78140501 -0.84642948] Distance 8.775855475691372 Each least square approximations [-7.86104832 0.25932746 1.29723002 -3.36186333 -1.21810259 -1.40111949 2.87159368 0.91641126 1.33894306 1.47734757 1.15529212 0.28404295 -1.61705678 -1.00140191 0.88931438 1.04381097 -1.55191371 0.78242835 2.09784576 -0.26032515] Distance 9.618274086157605 Each least square approximations [-8.19669916 -0.65714393 2.21012956 -2.35857013 2.78457711 1.6256758 0.67213613 0.53253265 0.40238324 -0.84735853 0.91166209 1.11211443 1.1982113 0.53637035 3.11310556 -0.09810574 0.05392212 -0.24183573 -0.32676479 -1.24575355] Distance 9.64265107664991 Each least square approximations [ 8.87250041 -0.39411486 2.46365372 1.77212864 -0.40120526 3.65505712 1.19985283 2.82560306 -1.66548617 -0.2593861 -1.16420757 -0.19259168 -0.18100058 1.76974514 -0.02389976 2.05579821 0.72368311 -0.66282201 1.1818795 -0.90231239] Distance 8.511192158234904 Each least square approximations [ 5.77114324 3.22253172 -0.68402119 -2.63816574 1.99400622 2.05767188 -1.86710095 -2.67637686 -0.17492019 -4.32996677 1.49419646 -0.46815012 -1.46434345 -0.10072324 0.39378407 -0.37527103 1.07351341 -0.87305359 0.6949474 -0.94694984] Distance 10.06563408754907 Each least square approximations [ 8.95689756 1.97799805 -0.89356914 -3.24649774 -0.37215515 2.45061968 -4.67557825 2.64390345 -0.89697344 0.87964965 -0.87301634 0.89766756 0.25745008 -1.14596694 -2.10356944 -1.159114 -1.71847371 -2.13271931 0.44289773 0.98963111] Distance 6.987620499514069 Each least square approximations [-7.36435249 0.43083704 -1.11663377 4.43758345 -3.62310472 0.25400813 1.05293893 -0.75551432 1.46148665 1.44086769 -1.30747383 1.35566586 -1.96013283 0.93591092 -0.61829428 2.4494331 -1.00484202 -1.57739721 -0.80649515 1.19290248] Distance 9.143872893182749 Each least square approximations [-11.00867958 2.18579361 4.32801655 -1.81698624 -1.77063853 -5.22250472 -2.48533232 -1.36648119 -0.34121551 0.26010354 1.34637706 -0.46820039 -1.8749639 0.72504559 0.5052899 0.04565451 -1.55654837 -0.59898746 -0.54798523 0.96525474] Distance 3.9673056476331823 Each least square approximations [ 2.8599704 0.19958897 -1.21579584 -3.30987215 -2.46782535 0.68807585 -1.80480091 -1.11830114 0.2092329 -1.53215739 -2.51622919 -0.22846704 0.90098949 -0.28184245 0.42086016 -0.14170344 -0.95512838 0.29697548 1.98242242 -0.2926063 ] Distance 12.88875160578981 Each least square approximations [ 6.80560435 2.92431291 5.79301717 -3.1652835 1.19404865 -3.47711842 -0.76629507 -1.51973547 0.90146301 3.75340365 1.24756969 0.72421219 -0.9487758 0.26982799 0.06940687 1.70991048 1.88641109 2.18262061 2.08874528 -0.534173 ] Distance 8.000682048714065 Each least square approximations [-5.21685245 -3.22424654 0.7631586 -0.79345846 -3.64460789 -0.62143936 3.45846093 0.92597227 -0.08510674 -2.07732093 -2.45545421 1.17048665 -1.00335148 -2.88990872 0.90797409 -0.44647366 -0.06778141 -0.16287226 -2.46931828 0.94911826] Distance 10.875621825209976 Each least square approximations [-5.31610626 -2.91418447 0.9461759 0.17094517 -0.31449956 -5.30581923 1.17790172 1.01736336 -1.0195638 -0.41470939 -1.50469972 0.80820262 -1.6693431 0.64384079 0.45062697 1.57009261 1.77178036 1.49470173 -1.59223428 -0.74567466] Distance 11.220944225663166 Each least square approximations [-6.20547072 -1.42933792 -1.66505203 1.67481168 -1.33054261 4.03557406 1.6307023 4.32331416 1.14849857 0.61017503 2.41873881 1.13400491 3.06516735 -1.28832693 0.55624113 -0.0730761 -0.16005227 1.58050515 0.91941848 0.3769858 ] Distance 10.172528270456487 Each least square approximations [ 7.83176726 5.97972059 0.36439447 1.80056272 1.62448481 -3.2631034 -1.14162166 1.58728241 -3.13215733 -2.73336429 -0.67792994 0.63964088 1.37450035 1.19219871 -1.93136886 -1.79186144 -2.15779311 -0.35508369 -0.48921434 -1.43584156] Distance 7.724015150287298 Each least square approximations [ 4.8326204 -0.90945269 -3.55673267 -1.88986495 2.39463767 0.18414367 -5.55601119 -0.11890358 0.97230812 -1.55533078 1.0586628 -1.85096318 2.41469625 1.35886979 -0.85318569 2.78389327 0.41740397 -0.11879744 -1.27783132 -0.32392178] Distance 10.472630469098922 Each least square approximations [ 5.28101091 3.73492578 0.35605683 -2.67609324 2.09633322 2.10571288 -2.21592718 -2.66633357 2.4890122 -1.34244242 0.58953893 3.49099576 -0.69230264 0.23070088 -1.15141796 1.9668823 1.6092522 0.76992101 -1.31779128 1.14991147] Distance 10.499905796138954 Each least square approximations [-4.84800332 1.77157139 -0.77046841 -0.17460017 -2.69250227 -2.40454313 2.74647801 1.4709663 1.63912987 3.37084548 1.78183901 -1.66721001 1.2331736 -2.26399997 -0.28796319 2.52592806 -0.8230992 1.35903472 1.88881598 1.04231673] Distance 11.064694572645973 Each least square approximations [-6.5144581 5.64400543 -3.65151649 2.37533008 -1.41063653 -2.18138996 -3.12684922 4.14208438 -0.74871102 1.14957908 -1.10120125 -0.9263529 1.0436884 -1.50135117 -0.84951605 1.94117328 1.28973389 2.19121092 -0.36625199 1.23811882] Distance 8.186234255535226 Each least square approximations [ 8.70044523 -1.38718685 -0.88601784 -0.32450709 -1.0574382 2.00735886 -3.27921851 -1.21557468 0.13619128 -0.59964755 -2.86441964 0.67247804 0.21906523 -2.0071084 0.69868096 -0.05499227 -0.39995233 -0.16718502 -0.75779236 0.28075034] Distance 10.175887846465361 Each least square approximations [ 8.70036799 1.99367862 -3.32117748 -4.75955496 -1.36806194 -1.22358029 -0.23574807 -3.67781585 -0.73200036 1.72727521 2.02434651 0.38892659 0.20553483 -0.83983533 0.43644538 2.41413277 0.18659067 1.88196329 0.30664913 0.06196671] Distance 8.085110239009403 Each least square approximations [-11.85424656 -5.30901859 2.61684247 0.12977465 1.49644009 2.75478897 0.37167706 -0.29073607 -1.80162698 -0.14944706 -1.82169154 -0.52696924 -0.49914724 0.49136944 0.63046208 -0.42813363 -1.67705459 -0.10871611 1.5698197 0.29838449] Distance 3.8659506756059305 Each least square approximations [-8.62711627 2.56034455 0.53433875 -2.34858616 -2.98257566 0.73982456 0.09212924 2.05583316 -0.7192271 0.27372497 0.90489769 1.7218296 -1.08970785 -1.12051939 -2.46771038 0.23374235 0.60396226 -0.54926413 -0.17118645 -0.70770973] Distance 9.963030302930546 Each least square approximations [-9.95259104 -1.58295236 1.43621717 0.50043337 -2.73575819 0.33283642 2.67725683 -1.48610397 -3.62125919 -0.96820388 -3.13619111 -0.58220334 3.12442414 -2.21398431 -0.4467688 -0.34917068 -0.42049697 -0.20878714 0.34043616 0.47057222] Distance 7.298669370141548 Each least square approximations [ 8.49876132 -0.935151 3.05740221 0.0967139 2.42089579 -1.66506311 2.4769841 2.51634401 -0.96245732 3.2623134 0.04813184 0.75996578 1.52699018 -0.77601091 1.15048287 -1.7841055 -1.34291386 -2.12366035 0.11495387 1.77276685] Distance 9.014638455988912 Each least square approximations [ 7.68422478 2.37125804 2.24696829 -1.8472107 1.71283813 -1.44166625 -3.0461887 -0.55474719 -0.80461599 -1.11526543 4.08950645 -2.74024353 -0.13188147 1.00491702 -1.28205957 1.19168906 -0.10538711 -1.23670749 -0.92287215 -0.81679915] Distance 9.637342800673837 Each least square approximations [ 9.43032102 0.02844059 -1.52392456 -3.64204949 3.74305864 -0.48121875 0.13625101 -1.78234079 2.01517954 -2.72589159 2.70141543 0.7576978 -1.27561605 0.0140906 0.6927805 0.44738016 -0.64488697 2.31180576 -0.71745588 1.28712738] Distance 7.894623116884891 Each least square approximations [-9.01763166 -1.5113011 -0.05092458 0.52729819 -1.35996049 -0.99082776 -1.85542205 -0.48474607 2.23065834 3.98261926 0.16243111 -0.48922344 1.97638668 -0.89791621 -1.15304578 -1.67581901 -2.3560359 -0.40065021 -1.03024971 -0.54721687] Distance 9.298764117105883 Each least square approximations [-6.89157687 6.20275064 -1.33501276 1.60117745 -2.18219526 -4.09553213 -2.96128581 0.46718814 0.43164 2.61499154 -0.49686446 1.49977092 -1.94782886 1.36878677 1.41866054 1.63446588 -0.79738078 -0.11312645 1.36475954 1.4746371 ] Distance 7.999517589904319 Each least square approximations [ 6.82138983 -0.51627717 -0.83748522 -1.90706568 -1.44240443 1.05236927 -2.3079675 -2.20066099 1.16842149 -1.43175702 -2.42981508 0.19843128 1.25655881 0.65979245 0.96065066 -0.31742557 -0.73468371 0.29382938 0.37789971 -0.64493296] Distance 11.459151653848606 Each least square approximations [10.15962995 3.97529225 2.90724532 -4.50344926 -0.04475944 -0.05764037 -0.08911959 2.02869417 -3.33106534 1.32747205 0.516581 2.62379491 -1.89637485 -0.60640267 1.64167978 1.08500675 0.11689447 0.89698222 -0.32229419 -0.63384538] Distance 5.323030466680178 Each least square approximations [-8.02833354 -4.46321106 -0.25276479 -1.62618882 -0.93780671 -0.07005926 2.71812555 -0.23294336 2.40688059 -1.10876492 -3.11851397 -0.20118559 -3.30117249 -2.59341828 0.86541185 1.45178647 1.64165457 0.69157158 -3.39241606 0.87037908] Distance 7.82751599251127 Each least square approximations [-7.49915742 -0.45424755 1.94203436 -2.46071327 0.92605208 -2.12403215 0.27336792 -2.95078775 0.97682628 0.26198218 2.16770736 0.5146977 -0.94105101 2.32628332 -0.68077027 0.05306886 0.37918207 2.01447455 -1.97648899 1.01973933] Distance 10.347344490329156 Each least square approximations [-6.4228537 -2.73703604 2.8419037 -0.65674578 -1.68979398 1.28992752 -0.31429935 1.28377089 -0.82237868 -1.84367959 -0.58272717 3.29264727 3.6379358 0.51178874 -0.56453047 0.17045728 -0.5217117 2.15234005 1.77094152 0.59286784] Distance 10.41036012484134 Each least square approximations [ 8.87377729 -0.30358543 3.25260988 0.70589071 1.05255401 -1.71963925 -1.0971124 -0.49002566 -0.85411369 -0.21629794 -1.36180029 0.44378166 3.2363413 0.77840537 0.14925246 -0.65798155 -0.22454826 -1.49491843 -0.52289975 -1.49283903] Distance 9.737278117023196 Each least square approximations [ 8.27993486 -0.09165641 -0.08710273 0.93398648 1.68634024 -0.10489633 -1.49635392 -2.59718814 0.08044428 -0.62469769 3.8852784 -2.77184133 -0.06048788 1.30854003 0.5528511 0.29794383 -1.49628816 1.19510143 -0.70101215 -2.37762068] Distance 9.64391781354533 Each least square approximations [ 8.08929617 0.4789444 1.37333825 -2.03456216 0.14381362 2.53864531 -1.96189715 1.52135024 2.17254984 -1.97733142 0.72527022 1.94019849 -0.95088623 -3.03169107 0.82442608 1.56011566 0.8838672 -0.05454267 -3.1068843 0.39300857] Distance 9.39926046272727 Each least square approximations [-6.70989591 -0.22594332 1.07742869 0.88512999 -1.3863885 -2.40203265 2.26383263 1.36727313 1.01713195 3.22189731 -1.39941043 0.34579195 1.6435586 -1.54958863 0.96576596 2.14767805 -2.14270993 0.58267298 -0.69412033 1.70317516] Distance 10.734466759964809 Each least square approximations [-6.33851896 5.19599556 -2.33757401 2.21200201 -2.42856155 -4.07682086 -4.6477874 0.38152949 -0.03455749 2.20857643 0.15158652 2.11138638 -2.0369607 2.10283396 1.12688515 1.99864252 0.17306484 0.7941929 0.00721865 1.34312587] Distance 7.924051337233511 Each least square approximations [ 6.41416206 -0.33578736 -1.15499664 -1.94277216 -0.9896756 1.25123121 -2.10018046 -2.50461945 0.84871788 -1.64109335 -2.33006769 0.21506192 1.83245121 0.48471169 0.3538747 -0.88526758 -0.10846866 0.42216658 0.0481918 -0.14745429] Distance 11.706954578141342 Each least square approximations [10.42507098 4.84385521 2.24228512 -3.75495974 -0.99074202 0.31452104 -1.02937361 1.87749105 -3.48237373 0.14843318 0.03546075 0.97909493 -3.13620627 -1.10163471 0.25525769 1.12435794 1.31613527 0.54935638 -0.50869626 1.12448465] Distance 4.92611389125684 Each least square approximations [-8.44961344 -3.62560213 0.24609696 -1.20818324 -0.58949267 0.09440026 1.13791917 -0.05535481 3.0041508 -1.02586187 -2.75386872 -1.08685647 -3.87746069 -2.54242921 -0.47409722 2.70068484 0.8681437 0.6399056 -4.22410657 1.44168493] Distance 7.3204753854223625 Each least square approximations [-6.89333454 0.38312667 0.50329334 -2.60055676 0.59254906 -1.83266954 -0.13731112 -3.93267462 0.61957482 0.26153368 1.91240891 1.59504298 -1.5743439 2.81822009 -0.61906516 0.73856156 1.05382842 1.800522 -2.01169926 1.61739647] Distance 10.361213552552519 Each least square approximations [-6.60376678 -2.84189097 1.63466616 -0.58407637 -1.96759054 0.80492246 -1.04280241 0.914311 -0.96738496 -2.07976388 -1.74275672 2.38780988 4.17137587 0.14523189 -0.6871626 0.09721939 -0.53548703 1.65683401 1.73312868 -0.20225894] Distance 10.541694631051154 Each least square approximations [ 8.59401655 0.30255964 2.90148343 -0.1024394 0.70555708 -1.28214666 -0.42525138 -1.45440689 -0.45925904 -0.54597378 -1.76012064 0.10218429 2.98775858 1.19021461 0.74170288 -1.33079458 -0.28204501 -0.61605535 -0.32638259 -0.91238693] Distance 10.283652378941218 Each least square approximations [ 8.29641308 0.71640703 0.06341521 1.44929225 0.35686336 0.22614537 -0.88866893 -1.57526162 0.36277235 -0.23605905 3.66548093 -3.12787511 -0.18602098 1.90566798 0.80661546 0.44215517 -1.80115414 0.68382363 -0.78466984 -1.32985888] Distance 10.066590705629112 Each least square approximations [ 8.12221285 0.88508745 1.39176637 -2.40151652 -0.15015106 2.20877972 -0.49984338 1.47519442 2.57955676 -2.97555496 0.5877134 1.03184059 -2.04020672 -3.11671226 0.54568628 2.02245049 0.00863183 -0.01613237 -2.21075046 0.3225773 ] Distance 9.3962443539264 Each least square approximations [-6.67899302e+00 -6.15526661e-01 9.29520566e-01 1.92221296e-03 -6.02950589e-02 -1.42577784e+00 2.03651297e+00 6.47363269e-01 5.45865982e-01 3.71227907e+00 -1.55034262e+00 1.32245099e+00 1.55382814e+00 -1.21438237e+00 5.32725850e-01 1.77484239e+00 -1.95314698e+00 7.91458718e-01 -1.05342656e+00 1.63571707e+00] Distance 11.136132757405754 Each least square approximations [-5.2946792 5.69674035 -4.84830716 3.42806691 -0.04533436 -2.39153115 2.03770195 -0.51145125 -2.84364679 -0.26695577 -0.34361095 -0.82219897 -0.43484904 2.61101368 -0.12518439 1.19114809 -1.36901089 1.99449134 -1.89959768 -1.05521671] Distance 9.293378618942024 Each least square approximations [ 8.54123617 -0.62916772 -1.72964507 0.5226723 0.02662287 5.62022948 -3.43970059 -1.97655672 2.66601001 0.44227321 0.33907053 0.72649768 0.4256336 2.13624111 0.59640072 0.7236289 -0.17244665 1.04532704 1.69959479 0.68297346] Distance 8.844558972726638 Each least square approximations [ 9.39360791 -2.27423173 -1.52031684 -0.90079105 2.7797815 4.25453434 -1.41074257 -2.15162975 -0.67384645 1.83689668 1.62644118 0.1436588 -0.46937997 -1.2452717 0.65270002 -0.02753132 -1.42060171 -2.56593592 0.66272658 -0.06220736] Distance 8.572819057314904 Each least square approximations [-8.16929456 -3.8420888 -3.86860214 -2.40028933 1.32846392 1.04995163 0.62954471 2.02519956 0.58020777 -0.01333059 2.28752516 3.1642237 -0.61709426 -0.81264829 2.14743809 -0.82688455 -0.7102366 1.69652025 -0.15619725 -0.3329009 ] Distance 9.22960154290837 Each least square approximations [-12.76851172 2.33470408 -3.84329167 -1.91894496 3.23661385 0.32748276 1.38161733 0.45173679 -0.04239855 0.04274163 0.19996862 -0.31731584 -0.0520413 0.88898679 1.45349611 -1.33091856 0.89830331 0.43189379 0.51688822 -0.79504352] Distance 3.723480621191296 Each least square approximations [-9.18047997 -3.77720535 4.53199099 -0.64652421 0.16853787 2.8425891 -0.75596147 -0.93210615 -0.72383973 2.14076856 1.23564043 2.03534412 0.19507397 0.1412055 1.42508909 2.23197061 0.50568128 -1.30895301 0.33069736 -0.52264207] Distance 8.423794663404097 Each least square approximations [ 8.31015198 -2.11204178 4.37612012 -0.59204704 3.04417437 1.6967373 -2.58023658 2.00955919 0.27574054 1.77778868 1.14281936 -3.16260101 1.88314002 0.28178661 -0.07699113 0.02982158 2.35557472 -2.61095668 1.64907722 -1.2861459 ] Distance 8.33273580349496 Each least square approximations [10.48750935 5.03158293 -1.42268636 -4.00758631 0.61619528 -0.88763386 0.82338826 -1.99653095 -0.74977658 -1.11728461 -0.40931259 0.30925889 -1.82695212 1.60528535 0.94570589 -0.6419421 -0.33865754 1.02132587 0.62778136 -1.38213354] Distance 6.94514310156819 Each least square approximations [11.07341559 -2.36763331 0.36519597 -1.97863498 -1.19525109 0.43665144 -0.50923633 -1.28587718 -0.78771198 2.77495261 -1.97687114 1.86119066 0.38400177 -1.28536418 -0.92419397 1.75599667 -0.78105396 1.14584225 0.44236717 1.10749908] Distance 7.722116458979807 Each least square approximations [-1.21750777e+01 2.26307776e-01 1.20463369e-02 4.25366166e+00 6.12210685e-01 2.00660851e-01 6.34602821e-01 -1.94372457e+00 -8.83865061e-01 -1.69061554e+00 -2.06784548e+00 -1.32116978e-01 7.16664729e-01 1.05652503e-01 9.44280317e-01 1.06315832e+00 -1.70330233e+00 4.17874182e-01 8.84294472e-01 1.41073252e+00] Distance 5.73691849009293 Each least square approximations [-5.70435398 5.06535615 -3.36417881 5.78065089 -0.21720815 -1.67040325 1.23458389 3.72976772 -3.30490016 0.45516113 -0.44607171 -0.55456755 1.18434786 0.05791653 -1.51180461 1.08428701 -1.05696177 0.97172496 2.87998567 1.60145444] Distance 8.744464016907283 Each least square approximations [11.50063076 -1.62126141 3.36465258 -0.49329394 -2.23412518 -0.54734582 -2.38337871 -2.14303917 2.77189369 1.11989509 -1.06055114 -0.09740535 -1.20436258 -1.28195974 0.15326579 0.60460546 0.28400995 0.96952841 -1.42538549 -0.82158698] Distance 6.913023618122863 Each least square approximations [10.5928154 -1.55064583 -2.59974024 -1.39255323 1.07589705 -3.25746716 -1.23111305 -0.34175103 0.99550411 0.43584943 1.35631834 2.1763171 2.30098849 -2.04994178 1.17050781 0.09296169 0.67742518 0.78006882 -1.40217031 -0.46611052] Distance 8.276403595889132 Each least square approximations [-7.95677643 -6.06639474 -3.09704523 -1.14134747 -0.24503998 1.64487583 1.17574812 -0.74037887 -0.81661571 -1.69239576 1.05460478 0.16929112 0.30721278 -2.23393069 -0.20268551 2.40000906 -3.30056397 1.81339663 -1.5826737 -0.41218737] Distance 8.886873249883507 Each least square approximations [-8.45974207 1.89712817 3.6654625 -4.47924307 -3.65137879 -0.42467924 0.64937867 -2.22327527 1.9365297 0.44224883 1.22009581 3.26960931 -1.31767407 -1.25887061 -1.20500366 0.11740108 0.11307031 3.11933248 -1.74879638 -0.7018789 ] Distance 8.083603902926455 Each least square approximations [-9.04472515 -2.02173198 6.08465795 1.18765782 -1.05536231 -0.24959365 -0.5097104 0.87363374 -0.42805177 -2.69434224 -0.62216957 -0.0248904 2.41488518 -0.0504165 -0.33770785 1.21356854 0.3641814 1.88647186 0.4672501 -1.84391999] Distance 8.832038270735106 Each least square approximations [11.05424997 -4.4874628 1.82231493 -3.45972072 -1.49199436 -1.78448602 0.25629926 1.73912269 1.0238777 -1.07080386 -2.85076647 2.34670311 0.92200869 -1.20214496 0.78589688 1.81791329 -0.63066843 -0.72102051 -1.47908117 1.12474054] Distance 5.878049957377873 Each least square approximations [ 7.18726003 2.01160185 2.2870942 -3.48720487 3.70185575 0.76324182 -0.42716569 -1.57282206 1.02822709 -1.57108925 3.65528043 -1.21303803 -2.11592427 0.98157599 -0.05418963 -0.9776253 0.57820113 -0.46821598 -1.18319674 -1.61186744] Distance 10.380128825441 Each least square approximations [ 9.94199683e+00 -3.41904692e+00 6.10791660e-02 -7.10673912e-01 6.89387199e-01 8.05484204e-03 -3.07031091e+00 2.32703105e+00 -2.42075337e-01 -7.71469110e-01 3.63755900e+00 1.43008422e+00 -1.38485705e-01 1.36173878e+00 7.87693518e-01 6.65482636e-01 -9.29879122e-01 -2.30720616e-01 -2.93173767e+00 1.45158129e+00] Distance 8.38131477871633 Each least square approximations [-7.82270942 -1.67129093 1.66023102 3.22764003 -0.97161026 -0.63998655 -1.04782178 0.3605465 1.53966609 3.5145985 -0.24760638 -0.35861807 -0.84090978 1.01403716 0.16465762 1.08413531 -1.30032695 1.60434786 -2.80314224 1.91390957] Distance 10.663654368835054 Each least square approximations [-5.70216827 3.35862632 -3.68615205 4.71656007 0.35795657 -1.80649794 -0.13254998 3.46095732 -1.28197389 3.22262141 -1.20636832 -3.0149027 -0.12459256 0.43038107 -0.89720068 -0.14197562 -2.26347201 1.24711836 0.34272423 0.41625574] Distance 9.788851422685296 Each least square approximations [11.29141479 -2.27733459 0.89752416 -2.26265643 0.42093429 -1.4557892 -2.43319895 -1.51452393 0.66536318 1.61489886 -3.02925078 -0.11103258 -0.2743866 -0.04000903 1.49487119 0.43751335 -1.90679585 0.68138075 -1.11482203 -1.65801293] Distance 7.0323687307129275 Each least square approximations [11.21252281 -0.02360222 -5.00302544 1.394488 -1.53333266 -2.86968496 -0.85150198 1.32265164 1.79651438 1.52172061 1.24902661 2.73480925 1.79415143 -2.0356816 1.61093759 0.88443122 -0.60376622 1.05719651 -0.39107901 -0.80650353] Distance 5.2954364520269195 Each least square approximations [-8.61938645 -3.77209857 -2.51481449 -1.03339441 -1.63080793 2.0715268 1.24912676 -0.65951385 0.10169679 -1.20079774 1.53635218 -2.03906073 -1.76373701 -2.10429285 -0.00886977 2.36530695 -3.93508145 1.56252313 -1.14709914 -0.05242159] Distance 8.729087194027379 Each least square approximations [-7.41191832 4.49472069 3.35044915 -2.99930083 -3.30214008 -0.78074955 0.37266681 -1.3775162 1.93865423 2.15928373 0.88612249 3.66288012 -1.28995212 -1.78085735 0.11523791 0.88592117 1.62905434 1.85825383 -0.94468025 -1.47309496] Distance 8.664320273502737 Each least square approximations [-8.55155521 -0.13243054 4.69497178 1.70878012 -1.55116881 0.32213984 -2.50475071 -0.09121768 -0.7754548 -2.54112168 0.07953364 0.42687476 3.45600313 -0.20167086 -0.25630902 0.471201 0.99462187 1.86381059 0.5991526 -1.73656715] Distance 9.335313979937869 Each least square approximations [ 9.1040597 -2.52463842 3.7543122 -2.42594244 -0.92900888 1.05656114 -0.27443177 2.81489214 0.29676741 -0.31586619 -3.50528328 1.69491269 0.74525858 -3.63313214 1.27765268 1.13466478 -1.12928681 -0.83024595 -0.48774835 0.52467066] Distance 8.227411711871547 Each least square approximations [ 6.93223188 3.95370076 2.26471743 -1.00555247 4.20731879 0.1967531 -0.27825473 0.21605334 -0.42137393 -4.21804002 3.38224754 -1.83540039 -0.8650379 1.18570158 -1.17385662 -1.25832428 -0.03433361 -1.02197997 -1.61186787 -1.64226141] Distance 9.459421785636177 Each least square approximations [10.12079801 -2.48064427 1.60811179 -0.97511061 1.65212382 1.1306246 -2.86118563 1.36991347 -0.01093705 -0.38887084 4.19607399 -1.31362117 -0.18625801 -0.74121547 -1.83671396 -0.63548608 -0.94042776 -1.50362494 -1.19207891 1.4089399 ] Distance 8.05095511838508 Each least square approximations [-7.46583435 -3.8020012 1.5837198 1.83167724 -2.7635193 0.15141193 -1.28340053 -1.22067728 2.28000985 2.35724218 0.13597676 0.12755916 0.35432166 2.13318767 0.0528626 -0.13666749 -1.60327624 0.62612739 -3.20780686 0.48973092] Distance 10.274858391958347 Each least square approximations [-6.60517021 3.76572222 -6.65416802 4.60468477 1.97140395 -1.79048286 2.68751205 1.7357531 -1.49892289 0.55923636 0.98082824 0.34523361 2.73285291 0.32435753 2.03993322 0.21373926 -1.5815745 1.27234831 0.43315466 -0.99599531] Distance 8.220942438658184 Each least square approximations [13.32531015 0.31818102 -1.12126534 2.5218811 -0.85824835 3.2172223 -2.56417117 1.77555201 -1.50811116 0.1686134 -0.87029132 -0.62838536 -0.18464334 0.71592973 0.35954164 0.42447887 -0.34527997 0.71795757 1.29987317 -0.31797792] Distance 4.011165686734076 Each least square approximations [10.85597522 -3.09058678 -4.50824148 -1.01755996 1.99685971 -0.17760928 -2.21184984 -1.01965103 -0.05246391 0.83113513 1.06609595 1.31646393 1.18357992 0.22058862 0.63921832 -0.69907619 -0.05449252 -0.52533794 0.2739385 0.37802624] Distance 7.987589151199198 Each least square approximations [-9.43540927 -4.43291185 -6.33473592 0.37536026 0.76173782 1.75026232 1.94956369 1.43526155 0.24221472 1.24951947 0.19505387 0.78574904 -0.46564265 -1.0035786 0.06696844 0.57899604 -2.20119659 0.61991286 1.50579135 -1.83606774] Distance 7.46752499124643 Each least square approximations [-10.88983668 6.44934102 2.05740072 -3.76272975 -3.08427289 -1.47372956 0.06537059 0.01847913 1.17065195 -0.08104479 0.8777662 -0.96598867 2.29751772 -1.35519707 0.21965911 0.08857921 0.32306639 0.20916681 0.21769816 0.12988832] Distance 5.309990269291802 Each least square approximations [-10.32841434 -0.9904535 6.71370788 -1.34048818 -1.74592586 1.11416694 -1.84791628 -0.26284626 0.05726684 0.22838608 -1.28880284 0.38388213 1.05454667 1.68949405 0.49235779 0.16635027 0.64447188 -0.61438054 0.21357803 0.05631481] Distance 7.725260213533179 Each least square approximations [10.05796178 -2.62954894 2.94833342 -2.75529805 2.76899864 1.4381219 -2.12593203 1.22312629 2.22745886 2.493459 0.32115331 0.24023433 -0.38387477 0.2691226 0.50527241 1.4202104 1.66304812 -1.01001853 1.30590871 1.25882906] Distance 8.240305877889169 Each least square approximations [10.9199609 4.08407933 1.52037039 -3.29492039 4.26115355 -1.15780086 0.36316168 -1.81656373 -1.67393686 -2.85314282 0.9647105 -1.4253379 -0.82964044 -1.47737119 -2.03702397 -2.40511804 0.69486078 -0.1727571 0.30487159 0.83596809] Distance 5.3745548423966225 Each least square approximations [10.43254534 -5.64062002 0.3192827 -3.7553839 1.31710771 0.05049131 -2.82624155 -0.2593453 1.3952316 0.82930302 1.9440056 0.07643831 0.58598548 -0.2889629 0.9597923 0.29831326 -0.25864694 -1.27111588 -0.58200478 1.51091224] Distance 7.218771462099235 Each least square approximations [-11.67036198 -4.50481716 2.19573405 4.05999984 -1.95176845 -2.70471313 -2.49205207 -1.31361882 -0.67880942 2.11587442 0.18730534 -0.36989788 -0.6484127 2.01361616 0.0630627 0.84597829 0.15383593 -1.16778994 -2.45131365 -0.44078661] Distance 3.7645294148930395 Each least square approximations [-9.39421347 1.85906064 -4.94423792 -2.04251173 1.28961514 -3.79782594 1.20134053 0.71322966 -0.09756656 -0.07901806 2.39068881 -1.3087057 -1.2930284 0.38707605 -1.53206308 1.9662063 0.14042077 1.28808537 0.8154166 -0.24473941] Distance 6.7911123762047145 Each least square approximations [ 8.23703467 2.8902202 -0.52775915 -2.90252133 -0.18893245 1.97355717 -1.35560746 -1.65551219 -2.88693865 -0.01938457 -0.99324965 -0.34475603 0.6431234 1.18982064 -1.07612353 1.17338619 1.47244822 0.46916187 -0.40875751 0.57416873] Distance 9.605273845025309 Each least square approximations [ 9.12115720e+00 -4.63348469e-01 -8.38700440e-01 -3.71001468e+00 2.26866150e+00 4.25845844e-01 -1.90996123e+00 -4.89612413e-01 1.24408200e+00 2.22869991e+00 -4.50231600e-01 1.08617150e+00 -6.01837625e-02 1.65737811e+00 1.03110361e+00 -1.03620394e+00 2.45241080e+00 -5.09767464e-03 2.00924298e+00 9.77785556e-02] Distance 8.510318603315119 Each least square approximations [-8.34645158 -0.47291547 -4.77764295 0.9630039 0.43145357 -0.2255752 1.1969785 1.82945297 -0.94310391 -2.61649045 -0.56573851 -0.30830005 -0.96007251 -2.83031092 0.62077675 0.17993074 -1.38973137 -0.88949012 -0.32164234 -0.32175162] Distance 9.125667718395977 Each least square approximations [-9.0114057 0.48795566 1.51600459 -0.93309408 -1.66419735 -2.77265274 -1.36675404 0.29065606 -0.04859456 0.96809144 -2.67791928 -1.33438509 -0.31627912 0.55156143 1.85380585 2.51697723 -0.96019824 0.13851299 -0.65550147 0.33323208] Distance 9.153876689209206 Each least square approximations [-9.12140723 -0.898388 0.76320083 -2.24383384 -1.5134906 3.43080617 -0.5160593 0.06734977 1.68970891 0.18369186 1.61940414 0.83329761 1.53649311 -0.36428862 0.25300706 -2.53221329 -0.45834126 2.05393888 -0.12324234 -0.10190798] Distance 8.875745336049519 Each least square approximations [10.28895495 5.04497057 3.7371294 -1.52934554 1.72405589 2.72053682 -1.27507117 -0.49081703 -2.98186302 1.45967687 -1.9500763 1.11703386 0.19232493 0.93748847 -1.25639128 -0.30139635 -0.45332065 -0.01928944 0.4918775 0.36789664] Distance 4.823278828131965 Each least square approximations [ 8.01652295 2.76609753 1.84750772 -1.95401592 2.90552337 1.62598422 -2.13894138 -0.54183843 0.24935457 -1.84148029 -0.70689356 1.0333536 -0.96545423 -2.35573659 0.56147425 0.8549271 0.28497936 -1.28231691 0.85242792 0.27903892] Distance 9.6012708792735 Each least square approximations [ 8.13848854 -0.32246969 -0.89606176 -8.03825921 -1.02229141 0.38379472 -1.71184497 -0.86003163 1.24429399 0.34086767 -0.52383668 1.09058955 -0.91385315 0.50503306 -0.88442397 0.29072878 0.439427 -0.79292344 0.07994321 0.65128826] Distance 7.707747552850891 Each least square approximations [-8.31742632 -2.05581588 2.88823821 2.0644199 -3.31705634 1.86044263 0.89087247 2.5398562 1.47914081 1.44267384 -0.15282214 0.60138874 -1.06148568 0.50807241 0.66315435 1.91495513 0.6036368 -0.49254655 1.17608702 1.42739393] Distance 8.970676285665977 Each least square approximations [-5.91922066e+00 3.54713671e+00 -4.27005739e+00 1.30903152e+00 1.86377819e-01 -4.18242587e+00 2.35383650e+00 3.14362293e-02 -4.08634621e+00 -3.87034834e-03 3.71161202e-01 -9.68624173e-01 -1.62818089e+00 8.81743026e-01 3.90814951e-02 1.72054512e+00 -1.47207132e+00 2.44125790e+00 -1.47792351e+00 -1.02041885e+00] Distance 8.972149341842195 Each least square approximations [ 8.22804971 1.13034878 -0.89119365 -0.22254066 -0.29670283 4.78618793 -1.44716063 -1.25266593 2.42257659 0.06993754 1.87920588 0.09885627 2.55384622 0.48609229 -0.87895815 -0.09454983 0.16654752 0.9420574 0.63600016 0.84949955] Distance 9.548502744078597 Each least square approximations [ 7.75938669 -2.27610179 -1.00405443 -2.66192374 3.38463588 3.65420895 -1.92200286 -2.73690633 0.4455588 1.01525777 0.33871024 0.48476981 0.00839623 -0.68629566 1.68846177 1.54242203 -0.90447736 -1.52693825 0.52805446 0.23812254] Distance 9.295687883933418 Each least square approximations [-7.52658878 -2.96144863 -3.87161838 -1.65537122 2.09573435 0.96770534 0.96773644 0.37137981 0.40754063 -1.03977758 1.6315071 3.85758639 0.29107459 -1.03342593 1.5051268 -1.70611852 -1.26180085 1.24709984 0.90392697 0.68062414] Distance 9.356942529981222 Each least square approximations [-1.22639014e+01 -2.29979641e-01 -3.57249153e+00 1.17397963e+00 -6.51536822e-02 -9.73294864e-01 -2.69554104e-01 1.08153460e-02 -1.51107129e-01 -5.73128379e-01 -1.88583345e+00 -2.04962331e-01 4.22567722e-01 -1.60213473e+00 1.75032332e+00 -9.87823208e-01 2.14293726e-01 3.53720263e-01 7.12862077e-01 -1.41365363e-01] Distance 5.440250780491458 Each least square approximations [-8.51287959 -3.73472996 2.788921 0.35295978 -1.83723966 3.90408299 -0.56000175 -0.96477783 -1.00037981 2.14468492 1.29428128 -0.64787112 -1.39682498 -0.31645149 0.92701185 1.14797482 -0.66072072 -0.78244682 0.10512983 -0.27499554] Distance 8.911257587682725 Each least square approximations [ 7.54692309 0.35164228 5.10391804 -2.61847597 2.63420815 1.01524139 -3.22092996 2.02152384 -1.0177968 2.54415681 0.50693332 -1.60709464 2.06232561 1.43090076 -0.0341561 -0.68854265 0.92982133 -0.93414006 0.47407711 -1.28575666] Distance 8.572936296049482 Each least square approximations [10.04537264 3.20219512 -0.67217506 -4.40124777 0.13443464 0.83168567 -0.10181055 -0.21246059 -0.85040541 -0.37667402 -0.9724528 0.9859923 -0.40455609 1.84082389 0.89472313 0.40484777 0.75135586 -0.20484928 -0.34834785 -2.11654666] Distance 7.898895291866547 Each least square approximations [ 9.72363897 -1.52684608 0.89110893 -3.62141433 -2.24249113 -0.15741894 0.78292363 -1.35403729 -0.17938045 2.23244594 -1.34039246 1.47513421 0.12175262 0.78547363 -0.34724619 1.87823075 -0.35701741 1.89847965 -0.87445501 0.75911674] Distance 8.367854273560711 Each least square approximations [-11.43598816 1.41916788 0.97735626 1.48617884 0.02501064 1.86200936 0.25541714 0.35218361 -1.41767328 -0.40546179 -0.23740069 -1.84790465 0.74431439 -0.10543914 -0.09370222 0.29071893 -1.77083924 1.26572601 1.95001615 1.48809443] Distance 7.069371586733905 Each least square approximations [-5.32835423 3.7658321 -7.24682112 4.15142294 1.3763203 -3.38906464 2.6150839 2.8385639 -1.99465948 0.60921774 0.22363715 -0.39422898 0.65541215 -0.19964985 0.20830028 0.13492364 -1.56492831 1.0180118 1.50768106 0.39206893] Distance 9.127058967798702 Each least square approximations [15.00747654 1.62836681 -0.39113172 -1.58980411 0.08714346 -0.44770214 0.32640021 0.55749292 -0.44363393 0.02180697 0.56527759 0.44828646 -0.40845798 0.69074706 0.47978213 0.19799419 -0.01988408 0.53188584 -0.06418452 -0.28302482] Distance 1.3118357265013518 Each least square approximations [ 1.11377915e+01 -3.66304812e+00 -4.52174280e+00 -2.35213150e+00 7.86278904e-01 -1.75025908e-03 -2.17508266e+00 9.54186631e-02 1.05233486e+00 2.03187246e-01 1.59438984e-01 2.02743545e+00 2.09657582e+00 2.82039213e-02 1.93430276e+00 -3.58578319e-01 -1.35531320e-01 -8.66790888e-03 -2.32994366e-01 3.24371497e-01] Distance 7.236499476777927 Each least square approximations [-9.10123152 -4.34304256 -6.10654399 -0.32191622 2.23497665 1.96021376 1.16557847 0.183577 0.18688779 -0.33032678 1.06763281 0.75354246 -0.9709228 -2.04221934 -0.3646758 0.27612329 -2.9058033 0.61036162 0.86681486 -1.46015533] Distance 8.167595498068954 Each least square approximations [-11.00508433 5.54044369 2.97678239 -1.47093593 -4.60195445 -1.74359213 -0.84676347 -0.96551842 3.23205659 0.84548586 0.04854275 0.03361753 0.66846544 -1.06925563 0.70582946 1.02464285 -0.73508352 1.34873721 -2.05742071 0.45213 ] Distance 5.010101624587246 Each least square approximations [-9.66921247 -2.27036627 6.71691474 -0.80120509 -2.32117338 0.97217796 -2.37979748 -1.33773526 -0.29475931 -0.74906457 -1.09574265 -0.6863021 1.31521999 1.2866967 0.40021401 0.17471381 0.03751759 0.24610706 -0.10547533 -0.47946433] Distance 8.396997539755546 Each least square approximations [10.45585615 -2.73960364 4.90513018 -3.65329049 1.82113986 1.03784478 -1.90554594 0.07286652 1.52473786 2.96017376 -2.59701538 0.17663122 -0.5721158 -1.13779487 1.51109661 1.6706093 -0.28035223 -1.71128871 -0.32022751 1.03657231] Distance 6.624994008552525 Each least square approximations [10.67638108 4.01784477 3.37752476 -1.45113935 4.54908585 0.48633746 0.36160847 -0.29483322 -0.58080748 -2.85790105 0.88847227 -1.10951374 -1.08468316 -0.88786467 -1.54565559 -1.97935206 0.44731492 -1.03474705 -0.22578696 -1.01796007] Distance 6.996870512493367 Each least square approximations [10.68799926 -5.48213476 1.96001308 -4.5270681 -0.44103045 0.41737677 -2.26900419 0.27496256 1.42274037 1.42774339 3.23777246 -0.52498285 -0.11104778 1.00082374 -0.04812588 0.35785752 -0.50459589 0.03392614 -1.27307687 1.71437655] Distance 6.316974076281974 Each least square approximations [-11.11641101 -4.7399591 2.72105182 1.99776404 -3.35779016 0.56469229 -2.11606261 1.25273157 0.25797366 1.92099653 0.15066225 -0.27769289 -1.47791205 2.12996531 0.30218276 0.2145315 -1.55695528 0.07782146 -2.20261785 0.94128432] Distance 6.398519185585116 Each least square approximations [-5.30853026 2.51507138 -7.84125179 0.25310669 -1.82911146 -0.20378564 -0.96509034 1.99613575 -0.77171701 -1.2309091 1.47051708 1.44606096 1.00568609 -1.16655084 -0.74759036 2.55772569 0.53074794 0.081133 -0.59298266 -0.397231 ] Distance 8.961719861930893 Each least square approximations [ 6.85778513 2.71016959 0.74682132 -1.088158 -0.97964462 2.90306408 -1.75112354 -2.088472 -2.05679705 -0.80319669 -0.59889472 -0.72762978 0.19634676 0.39090236 -0.73653547 -0.12196858 1.94206865 -0.76484028 -1.23156099 0.79463758] Distance 10.740439479318205 Each least square approximations [ 6.13655177 0.39048727 -4.98313479 -5.10397589 1.49073789 0.49121044 -1.64105338 -0.9052452 1.56577862 -0.69606889 0.61652279 -1.56592405 -1.07962558 0.01478712 0.6724881 -0.7388886 -0.78751745 0.31182727 0.18779526 0.88419155] Distance 9.857533926896659 Each least square approximations [-8.78923814 -1.99212831 -1.96530557 -0.56413642 4.06465253 -1.40377948 -2.84701586 0.66420914 -1.96864825 0.25994393 1.92296255 -0.27475522 1.66219373 -1.39783206 -1.49642518 1.40786089 -1.1582198 -1.00826874 -0.62267657 -0.02234863] Distance 8.334649417159863 Each least square approximations [-7.72527951 0.76620767 -0.29896068 -1.18132538 -3.27533695 2.33027505 -1.28535631 -1.10307387 0.19036408 1.73933984 -0.48928114 0.48134629 -0.37873436 0.43540993 -2.27923207 -0.21455058 -1.51766816 -2.17464618 -1.32796762 0.10992122] Distance 10.129782818360443 Each least square approximations [-10.12815818 -4.44900618 -1.71947533 -2.09963172 -1.53304412 -1.27534728 -1.24021917 -1.71187092 0.64363727 -1.78242327 -1.45472685 -2.40410136 -1.08436337 -0.56263844 -1.55555918 -0.28546917 -1.01685059 0.21767427 -0.91411937 2.11091754] Distance 6.424048030310761 Each least square approximations [ 7.99032372 -1.40547462 1.99974531 -1.788178 2.50966415 2.53525414 1.47627721 -1.25357313 -0.87080424 1.01712644 2.00127545 1.23000371 0.73683642 1.9976472 0.38145751 -1.5907863 0.1491491 -0.45673061 0.54276008 1.60379701] Distance 9.705352332946166 Each least square approximations [ 7.66749584 -0.24765781 4.00757709 -3.43010796 -0.68513127 0.05752151 -0.14264188 1.58617934 -1.31120995 -0.9754721 1.45520468 -0.38170366 -0.83116856 1.50376899 -0.10831078 1.33122784 0.31636764 -0.78874008 2.72565021 0.5245398 ] Distance 9.670679648524946 Each least square approximations [ 8.08700509 0.48399451 -2.59425178 -4.51177166 -1.97743776 -4.24677055 0.31984967 1.52189207 0.66832898 -0.99380616 2.14791605 -0.38929495 -1.8902968 -0.49401643 1.77577295 0.06430124 1.49674715 1.71062219 0.7172527 0.01928725] Distance 8.084956475994245 Each least square approximations [-7.71299865e+00 1.29648911e+00 3.34083101e+00 2.13002498e-01 -2.43969482e-04 1.10218724e+00 -3.75215082e+00 2.19280873e-01 6.04833936e-01 2.98831700e+00 -2.15793303e+00 9.81116738e-01 -1.83858194e+00 1.72868450e+00 -3.09598831e-02 -1.32187126e+00 -9.22634461e-02 3.25646911e-01 1.15023992e+00 3.26483376e-01] Distance 9.43452505926667 Each least square approximations [-6.56589932 2.46970924 -4.61021104 5.34083651 1.19667264 -2.67936689 2.73744151 0.3074443 -0.10222534 2.52149459 -2.15244745 -1.60792013 0.44526398 1.85251898 -0.04237343 1.14535588 -1.47626086 -0.04829893 -1.37929249 2.50038764] Distance 8.188221734145998 Each least square approximations [ 9.27412341e+00 9.12554857e-01 4.76817930e-01 -1.33273980e+00 5.69687253e-02 3.01520076e+00 -3.98644450e+00 -2.18749184e+00 5.30673347e-02 1.10831007e+00 -2.06224501e+00 8.57080043e-01 -3.07256993e-03 7.25980026e-01 1.12962158e+00 4.29326870e-01 -1.15769565e+00 1.21812497e+00 1.17126310e+00 -1.12159964e+00] Distance 8.878323483998452 Each least square approximations [ 1.11177484e+01 -1.98615385e+00 -2.75755981e+00 2.71880152e+00 1.36800653e+00 -2.86353017e+00 -1.19220368e-01 -1.53378524e+00 -5.56724283e-03 -1.14196248e+00 3.81444425e-02 8.36795236e-01 -2.26093087e+00 -1.61734885e+00 2.28650674e+00 4.22867165e-01 -2.47627826e+00 -1.23309891e+00 2.03571072e+00 -1.67796988e+00] Distance 5.134798571463229 Each least square approximations [-7.77358081 -3.16227034 -5.6151696 -0.84648427 -1.94586645 2.39962864 2.74244032 1.01685435 1.85692435 -1.95162605 2.81447069 -2.06366022 -1.43670052 -0.5806996 -0.45666293 -0.4320032 -2.54617087 2.06526078 -1.78173203 -0.32978752] Distance 7.35268547431435 Each least square approximations [-8.8245025 3.69822689 2.03953452 -2.96017904 -0.76340369 0.71606125 -1.83482234 -1.48154254 -0.34940748 1.5850381 -0.23128121 0.21252887 -0.1813404 -0.82325279 0.40526761 1.82637125 1.890317 1.4501973 0.14281706 -0.23928507] Distance 9.342163911932259 Each least square approximations [-8.51917303 0.50956606 5.60071567 2.90128463 -2.16265726 2.17872772 -2.7673467 -1.29406627 1.24990687 0.70078865 0.78265578 0.66108601 1.37445882 1.17843801 -0.46661599 -0.89385901 -0.29758475 2.52885949 0.49805344 -2.3869313 ] Distance 7.739308894078509 Each least square approximations [ 8.58732861 -1.75072641 3.56435315 -3.5221668 1.76771149 0.63732948 -1.12333091 2.65873883 0.45267307 -0.50523422 0.3472956 0.30812897 -0.51091237 -2.86235669 1.14785705 0.23135647 1.47381808 -0.62862771 -0.18200233 0.96744564] Distance 9.126071339233985 Each least square approximations [ 7.53621738e+00 4.03519797e+00 1.03360898e+00 -3.77275698e+00 4.89035703e+00 3.39771508e-01 1.21676169e+00 2.21836842e-03 4.21626495e-01 -1.76333432e+00 1.46364950e+00 -1.25554732e+00 7.91308253e-01 -1.15070135e+00 -9.07293585e-01 -7.08749392e-01 -2.24974208e+00 6.66470567e-01 -3.15492176e-01 -1.29387454e-01] Distance 9.01706384288243 Each least square approximations [ 8.90811872e+00 -3.37554277e+00 3.40754505e-01 -2.71386425e+00 1.19578165e+00 1.91580852e-01 -2.12877865e+00 -5.96802461e-03 -2.91845834e+00 9.83003015e-01 2.66517807e+00 6.38425619e-01 -4.28453146e-01 -1.84369714e+00 -9.48186781e-01 -7.94193588e-01 -4.80388647e-01 1.19315894e+00 -1.76895202e+00 4.45405540e-01] Distance 8.932211592143258 Each least square approximations [-7.93599773e+00 -2.87959922e+00 2.79797631e+00 4.16610285e+00 -1.83175151e+00 3.43466154e-01 -1.14493879e+00 1.03482504e-01 1.76235463e+00 1.94894279e+00 -2.47964055e-01 -2.10291069e+00 1.58299784e+00 8.87145503e-01 -1.26300695e+00 9.44454353e-01 -5.57425213e-01 3.44559124e-03 -1.91233117e+00 4.58199127e-01] Distance 9.40765210029298 Each least square approximations [-6.03707082 2.8956729 -0.89293971 0.96015857 5.06792798 4.60838994 -1.72894315 3.74373617 -0.32016693 -1.73240654 -0.81643562 -1.17429275 -0.05980038 -1.85064311 -2.40044755 2.20961602 -1.09942159 1.07040171 0.29986089 2.04302109] Distance 8.433653193702861 Each least square approximations [ 5.00014347 -1.5722061 1.91093742 0.57691628 -2.13250116 -0.38787833 -1.66204408 -2.40585155 -2.11156503 4.16225183 -1.17636757 0.55470296 -0.99687555 -0.94294455 -0.42876182 -2.55675595 1.20702706 -0.80811087 0.2780665 -0.79653267] Distance 11.30650689217718 Each least square approximations [ 3.98056671 -0.52385634 -2.82908234 -0.93986901 0.13817027 -1.934156 1.48625222 -2.48126348 1.2900835 4.67796786 1.32818303 1.35004153 -1.21207767 -0.05127855 3.050404 -0.74029983 3.09074064 -2.27733642 -0.69136898 0.60168629] Distance 10.78300985386431 Each least square approximations [-7.8094957 3.41277255 1.56083348 -0.17198211 -0.94612264 4.81890944 1.18992353 1.26816204 -2.86203307 -1.66175069 -1.5337715 -0.11973559 3.29346691 -1.20322599 0.57603547 0.581978 -3.44774939 0.17118406 0.58039003 -3.32929608] Distance 7.455151625809132 Each least square approximations [-4.90967414 0.17679123 0.93147045 -2.73643703 -1.62469795 0.70468559 1.58006441 4.30803667 1.68861545 -0.5884403 1.33209237 -1.13427093 -0.77367829 -2.69247695 -2.27859559 0.8200205 -0.44387604 0.3872385 2.37508561 -0.3646363 ] Distance 11.165457666191449 Each least square approximations [-8.52321147 5.77201929 0.09301462 -0.5115684 3.90918179 2.58251645 3.20657909 -1.55257003 -3.01167672 -1.48068684 -1.53570361 -0.48297808 1.31605157 0.74203793 0.07344603 -0.53132162 -1.00241176 -0.73751422 -2.82574365 -0.12559763] Distance 6.3713506326088405 Each least square approximations [ 7.33249112 0.91822719 -3.24022491 0.36357624 -2.17539579 2.65270144 3.44635083 3.88786442 -2.58934522 5.03596438 1.22900308 -1.04367809 -1.01626937 -0.58192966 1.46812074 0.85281279 -1.59510818 -1.43661323 -0.87991537 0.8681332 ] Distance 7.6410769537558965 Each least square approximations [ 2.16287103 2.42396811 -0.07985557 -2.39349053 0.75256526 1.66263374 -0.9070345 -3.46182101 0.47010409 -1.46782117 3.37188728 -0.57816043 -0.62324213 -0.64560649 -1.64389029 1.44198573 2.29519492 -1.38279875 0.06211314 0.32917838] Distance 12.167927003852032 Each least square approximations [ 5.00615126 2.07281645 -4.00765111 -3.76699551 2.05773349 0.189432 -2.93519079 -1.58582316 1.31021854 0.18353932 0.72227786 0.05525637 -0.29882405 2.21089552 -0.60226728 -0.9751404 -4.65193781 -1.01812066 -0.65703026 0.56519075] Distance 10.02193576928719 Each least square approximations [-3.91110937 0.45617067 -1.63917665 3.29276096 -2.02138005 -0.37690836 0.0466085 -0.22666635 0.33394277 2.83980344 -0.58589681 -1.07432633 -2.49917839 0.40566295 -3.24543239 -0.50566356 0.62637488 -2.52218115 -2.07407291 0.65526202] Distance 11.652060553784208 Each least square approximations [-5.20810233 3.09772157 -2.03559862 2.63844849 3.88368485 3.49806791 -2.04092279 3.97659703 -0.35199969 1.6028444 -0.76072724 -0.86798673 1.37945567 -3.09713321 0.12912169 2.7772894 -0.13831529 0.94487101 0.3154737 3.04276685] Distance 9.209722160295762 Each least square approximations [ 6.43454726 -2.259716 -0.05597659 1.36244619 -1.56189882 0.03953027 -1.83947473 -3.25662874 -2.86127182 4.4976884 -1.92261791 0.78878249 -0.50461541 -0.94030288 -0.51040216 -2.55569154 0.51115065 -1.66698607 0.60300002 -0.37178469] Distance 10.22034884412396 Each least square approximations [ 6.24179549 1.28887495 -3.74445145 0.4483687 -0.47923796 -1.99651888 0.38377923 -1.60975004 0.36124764 3.43459486 0.82553338 1.603932 -2.07768389 0.26770156 1.58249639 -0.79898712 2.26056766 -1.08185037 -1.94100865 -0.52164528] Distance 10.8918648288389 Each least square approximations [-9.65464038 0.92468465 0.54715921 -0.56656984 -2.84204609 5.02145194 -1.2580949 0.12226013 -1.3219416 2.05342079 -2.28896955 -1.93369974 1.71973005 -0.73858466 0.02920223 0.58192757 -3.15541368 -0.1706436 0.22645159 -1.71081332] Distance 7.2205314005475785 Each least square approximations [-5.04397741 2.68613821 1.13658411 -4.30876772 -0.7453111 1.2086814 -0.60245965 2.51784206 -0.49969603 0.07686481 2.47731392 0.48186155 0.90380642 -3.02624904 -3.87062836 0.44488578 0.90953462 0.60900847 0.66035281 -0.10754788] Distance 10.89972203865014 Each least square approximations [-9.41878605 5.66085141 1.92450007 1.1157338 2.62732039 -1.44476054 1.14113329 -1.94578511 -2.54925439 -3.02379765 -3.0864407 -1.57131149 1.50892233 0.12387905 -2.46163076 -0.63657149 -0.66741453 -1.11220515 0.23973248 -0.81167131] Distance 5.90625715265666 Each least square approximations [ 7.3956772 -0.80270997 -2.88648324 -0.83593228 -1.37466777 2.39262465 1.97928986 2.33154411 -1.46933966 4.47148301 0.79421854 -0.65029696 1.74565132 -1.07199774 3.77696282 -0.14054443 -1.25218063 -1.56625732 -0.59185063 4.28917147] Distance 8.225977155415212 Each least square approximations [ 3.3598103 3.39269482 0.0203621 -2.25286619 1.48018512 -0.88585289 -0.50348015 -3.27416479 -0.46280582 -0.59129667 3.96890202 -2.24361006 -0.59371938 -0.7552778 -1.91887249 0.65013892 -0.17261994 -0.75566339 0.10655476 0.56678777] Distance 12.013650416084722 Each least square approximations [ 6.22885699 -0.50310934 -5.33378353 -2.45371459 2.85217215 0.02904932 -1.12530166 -1.19169001 1.54337092 -1.02624679 2.39475318 0.08891302 -1.50483834 0.70404743 -0.40672748 0.01865732 -3.43842051 -1.11822064 -1.01390415 -0.46726348] Distance 10.133866879385097 Each least square approximations [-4.70363269 -2.56569635 -1.02591203 2.95034146 -0.49889427 -2.36166183 -0.58090401 -0.76006853 0.7570092 3.20991082 0.01661784 -1.57559989 -0.41075754 0.47609665 -2.6448289 -1.88632832 1.23227025 -2.41179272 -2.38176807 0.82624259] Distance 11.413073552166749 Each least square approximations [-4.56688326 4.46690595 -4.99089165 5.05551953 1.57589958 -2.0813365 1.81964222 3.85908097 -3.272104 1.3058637 0.49223865 -1.05583494 1.84368096 0.17021182 0.32398167 1.07475528 -1.2399044 2.01365344 2.51665825 0.07535515] Distance 9.090711293119664 Each least square approximations [14.5536529 -3.40882539 -0.2208326 0.89908168 -0.54206232 0.44118582 0.70168637 -1.12476954 0.42104031 0.07232638 1.00419244 0.04457619 0.13363456 0.07878554 -0.78474307 0.07041644 -0.12614817 0.17673445 -0.11922606 0.13636206] Distance 0.9359364983220495 Each least square approximations [10.50983894 -2.97670529 -4.02488302 -1.04979016 -0.2393594 -0.35246697 -2.12549566 -0.37440231 0.42387761 1.71156059 1.45186371 2.28319425 2.48987696 -0.6698687 1.41814683 -0.31434015 -0.09935612 -0.36568396 -0.1012713 0.69449198] Distance 8.248796620865177 Each least square approximations [-8.60987745 -5.23333761 -4.2876393 -1.40179386 0.80384114 2.7607705 1.01688721 -0.0124343 -0.23675662 0.41217363 1.22238953 1.43768754 -1.10931505 -1.6757706 0.28519987 2.30993221 -3.19572166 1.52534053 1.32466892 -2.38368479] Distance 8.058392310214513 Each least square approximations [-1.05194477e+01 6.28755127e+00 2.05525829e+00 -1.92817609e+00 -4.16324231e+00 -2.11727698e+00 2.06288673e+00 -1.20899822e+00 2.06651457e+00 -3.04064869e-03 1.81364223e+00 1.01998247e+00 1.26456733e+00 -1.73636741e+00 -4.00987069e-01 7.93427661e-02 -2.25369774e-01 1.53284375e+00 -5.10570833e-01 8.38929472e-01] Distance 5.1877504531830105 Each least square approximations [-9.35850807 -1.78243035 6.90084423 0.12971409 -1.0645545 0.34550468 -1.78450632 0.32276604 -2.4239807 -1.71936053 -1.19574849 -0.74593136 1.80879363 1.27957955 0.6446557 1.82310967 0.12066735 -0.17743579 -0.22454241 -0.57467185] Distance 8.154382391131412 Each least square approximations [ 1.01755401e+01 -3.82823369e+00 3.13775370e+00 -3.29788940e+00 -5.52629461e-02 -1.72583452e-02 -2.01414109e+00 1.54173674e+00 2.05431961e+00 3.89510401e+00 -3.59189032e+00 1.02018401e+00 1.69840409e-01 -2.33438582e-01 1.98525424e+00 2.69072519e+00 -2.59939556e-01 -2.51604826e+00 1.81766935e-03 2.81285238e-01] Distance 5.735305268865285 Each least square approximations [ 9.77585942 4.04119328 1.44949578 -1.36757269 3.57543515 -0.61113106 0.20257782 -1.62061813 -1.09274489 -3.1594192 1.65277834 -1.74145968 -2.16820898 0.2124638 -1.31137741 -2.86053786 0.29369994 -0.27966177 -0.85340467 -1.26940344] Distance 7.971061790498644 Each least square approximations [11.10048654 -5.77132895 1.94823124 -1.80108969 0.23953275 1.4688457 -3.07630969 0.11741774 2.63304641 0.72106356 2.14649577 -0.14219907 0.20149783 1.44324004 -0.3436543 -0.45529593 -1.42476263 0.67554712 -1.37397253 1.34722195] Distance 5.774611171013813 Each least square approximations [-10.93798706 -4.01541408 -0.09468265 2.15075111 -2.58268724 -0.99664931 -2.36637258 -0.90130551 -0.72346634 1.71940105 0.58474505 0.01285914 -1.222903 2.06304998 0.43410733 0.5072014 -1.79805159 0.69193955 -3.41271228 1.48413411] Distance 6.87545972660093 Each least square approximations [-7.22284595 -0.65674688 0.69423735 1.0700685 5.17646787 1.44907012 -1.86917089 0.41706553 -0.00785467 -4.44778435 0.63352335 -0.44181939 1.26597616 -2.12933241 -0.50377308 2.77998947 -1.69911293 2.03194631 -1.1150576 2.75273056] Distance 8.581655640030363 Each least square approximations [ 3.38294538 0.15067648 1.30336939 0.38020791 -3.77816706 0.07649148 -1.81854951 -3.45181356 -3.32990376 3.14275906 -2.07197784 0.27708295 -0.47840715 -1.35305857 -0.36233264 -2.59384872 -0.31143112 0.40271473 2.357636 0.72544252] Distance 11.285395748400022 Each least square approximations [ 4.46096205 -0.4207053 -0.19961838 0.13851069 1.26567143 -4.78882411 1.99528038 -4.53118666 -0.57791955 2.71864637 -0.29681122 1.69981766 -0.48391353 3.76179264 -0.71895826 -0.73954551 3.69888175 -3.0823464 -0.56406141 -0.03111189] Distance 9.588216337324202 Each least square approximations [-4.30748219e+00 5.57142202e-02 -6.29197499e-01 2.20160034e+00 -2.74540162e+00 3.69329240e+00 2.04310812e-02 -5.95872192e-02 2.09087171e-04 4.40510800e-01 -1.44022933e+00 -3.08562479e-01 2.30462652e+00 -3.11111112e+00 -1.51991184e-01 -1.38764586e+00 -4.28428987e+00 5.10933275e-01 -1.40598373e+00 -1.51272497e+00] Distance 11.117783089623597 Each least square approximations [-2.62494271 0.21641341 1.16160828 -5.76355881 0.67986678 -2.54658462 -1.17027707 1.2711769 -1.29251909 -0.98829737 0.19980538 -1.87089159 -0.40747653 -1.09013524 0.37203444 1.83121516 0.31912764 0.09378163 -0.02051459 0.87218084] Distance 12.141979649600826 Each least square approximations [-7.38406255 4.13073792 0.60911538 0.20120537 3.51356081 1.15556045 0.04530676 0.86537034 -0.86899113 -0.72425127 -0.44456138 -1.12901068 0.65490642 1.38381552 -1.25462122 0.89361905 0.34123944 0.99090363 1.59067184 -0.46474567] Distance 10.631449376570764 Each least square approximations [ 7.76522205 3.50488238 -7.55781069 -2.92762368 0.56473408 0.62836043 2.21766522 3.26130906 -0.07187007 -0.10070704 -0.43912731 -2.49235966 0.97812317 -0.74370495 -0.3478717 1.14190345 -0.34324145 0.50222767 1.14364662 3.02164154] Distance 6.005464484725314 Each least square approximations [ 1.44453725 1.92966757 -0.00779433 -4.14130254 0.11052061 0.52068843 -0.98858508 -4.06551051 0.37208559 -0.48207107 2.04710251 -0.62342445 2.60621584 -1.07295452 -2.8423584 2.54046382 0.65227358 0.02896663 -0.20505828 2.27597929] Distance 11.702397179243233 Each least square approximations [ 2.33186763 -1.0005538 -3.07153841 -3.03827981 2.01199376 -1.83781653 -1.95754936 -2.46686375 2.52617688 0.36574084 0.4177752 1.58666797 -1.45924244 1.78024111 0.12237622 1.28362417 -3.09780246 -1.80699184 0.43379213 1.40805273] Distance 11.709934518934093 Each least square approximations [-1.89176379 -1.38405724 0.18105258 3.64228239 1.29775765 -2.16706145 0.69495939 -0.5488608 0.12934739 4.02465307 1.1092313 -1.88291188 -2.42590279 1.39398422 -1.2025171 2.06847517 1.53173734 -1.04454106 0.11618901 1.45270123] Distance 12.029495449518915 Each least square approximations [-6.77943534 4.91820259 -2.67101014 0.03502999 -0.96775509 -2.6435405 3.65342955 0.49894809 -2.46182182 -0.52105756 -1.36130899 2.33427467 -1.53218548 -2.2260499 -0.01456932 2.85106859 0.24520001 1.00711112 -1.33677071 1.44217365] Distance 9.376087564967735 Each least square approximations [ 5.71210984 2.68216785 0.32001944 -0.62989206 -0.0876092 4.26029622 -2.85868712 -3.39673821 1.97368965 -0.78355895 1.10829461 0.30710973 -0.36819496 0.99256076 -0.1716109 -0.3201076 -0.59256607 0.08936007 0.19293387 0.22986032] Distance 11.619006853980158 Each least square approximations [ 6.3114251 -1.22791057 0.72705144 -4.78097512 5.70581975 2.87520805 0.05275004 -1.0427639 0.22359121 -0.19630418 0.81265411 2.18698702 -0.83815643 -0.76153498 2.81992163 1.90596763 -1.1581086 -0.43728885 -0.13041465 0.05904456] Distance 9.702109281072367 Each least square approximations [-7.99633998 -1.69328139 -2.84198987 -3.43778259 2.3112307 -1.0181037 1.74071768 -0.89551371 0.6715523 -2.59620556 -0.25351588 3.3442495 2.41374397 -2.39086337 2.61477244 -2.49472332 0.59176882 0.43202955 0.08356252 -0.96150321] Distance 8.905006367751486 Each least square approximations [-11.78912509 -6.48121528 -0.28737762 -0.32790542 0.95222073 1.67471762 0.21235132 0.55774138 -0.22338857 -0.13752037 0.14288714 -0.93471948 0.35298942 -0.69252633 -2.2257761 0.54614402 -0.17171546 -0.02337509 -0.95838584 0.98672726] Distance 5.170627254928112 Each least square approximations [-8.23306294 -3.22593487 3.07944747 0.84352939 -0.4107055 3.94564293 1.72506933 -1.02498981 1.64721272 -0.79990473 0.95678262 0.72942076 0.06810778 -0.60014907 -0.50978816 -0.43028483 -2.32619427 -0.36702181 -0.06975615 1.00124151] Distance 10.020620795242818 Each least square approximations [ 7.55559226 -0.02240756 4.12394158 -0.33510921 2.21259256 0.99931101 -2.27057536 2.17261652 -1.44628385 2.53505252 3.06446536 -1.19459802 2.08640178 0.78081942 -0.09739853 -1.38045027 0.314441 -1.05934497 -0.41868419 -0.0244297 ] Distance 10.155619194333207 Each least square approximations [ 8.45276593 -0.86913369 -0.88640234 -5.37542658 0.15678263 3.35656547 -1.85754708 -1.84050279 -1.07788628 2.0371467 3.59524374 1.0677798 -2.85724506 -0.16491856 0.58201832 1.2056662 -0.58802338 -1.42488852 1.26931532 -0.81433477] Distance 8.166895474487237 Each least square approximations [ 7.90968571 0.85999638 -3.00582654 -3.42237036 -4.27649036 -2.41506632 -1.49276773 -0.36336255 -0.53827556 1.34155686 -0.77318109 1.98380908 0.82468949 -0.06543323 0.25910169 2.70656542 -0.54648153 3.41756695 -2.63903468 -0.12378144] Distance 8.748406553413405 Each least square approximations [-8.9022797 6.42865296 2.9770296 2.77640454 -0.84341436 0.24250684 1.949041 0.11812388 2.09691357 1.83901603 -2.66571915 -1.57902256 -1.51680833 -1.59381609 0.01136005 -0.01643569 -1.49913557 -0.90752591 0.98231445 0.99196882] Distance 7.193918486417669 Each least square approximations [-5.46225036e+00 1.56291390e+00 -3.58952260e+00 2.02042481e+00 -5.15068838e+00 2.85571016e+00 1.42164081e+00 -5.69592832e-02 -9.69305756e-01 -4.67437918e-01 9.31984940e-01 -2.25138407e+00 2.26785972e+00 2.29321161e+00 -1.31116527e-03 1.46896203e+00 -2.20517131e+00 -8.00218951e-01 4.15978238e-01 -8.93447523e-01] Distance 9.671722820497076 Each least square approximations [ 5.92989217 -1.47372055 0.89261026 -0.26597857 -3.3245514 1.41632994 -1.07369817 -0.88541372 -0.40729378 -2.55483926 -1.54113575 -0.46799732 -0.2773447 0.8541893 -0.27246499 -1.09976943 0.50082415 0.60484539 0.46178284 1.25039936] Distance 11.775280304607293 Each least square approximations [ 5.13185423 1.66372434 -1.99130868 -0.40275957 3.34457792 -1.2783392 -2.97658469 -0.46383076 4.4932717 0.7008858 2.58512872 -2.46174922 0.02070005 -1.34814908 1.39494012 -1.53668747 -1.84044797 -1.54537217 1.03694527 0.42298728] Distance 10.194160701591409 Each least square approximations [-5.71585865 -2.12467318 -1.52808622 -3.79259757 -0.52453175 -1.69070257 1.38520857 0.46952503 -2.46700344 1.61392147 2.81649026 2.13873766 1.49450349 -0.2740038 -0.26914648 2.29644795 -1.72185995 0.0236462 -0.06906302 0.76404384] Distance 10.679103274244826 Each least square approximations [-6.15065613 0.96747936 -3.04687001 -0.42126506 -2.333423 -0.38301587 1.38907849 -0.23800593 0.23883124 1.72198455 0.52665157 1.69804802 1.04061661 0.30794754 -1.53889692 -0.92440137 0.93486658 0.13282848 -2.02626628 0.43896103] Distance 11.577901658935254 Each least square approximations [-8.97265936e+00 -3.68470227e+00 -1.37317100e+00 3.28234510e+00 3.90113599e-02 -1.48428105e+00 -3.89278968e+00 3.23291110e+00 -2.77929398e-01 6.97278208e-01 -2.58378240e-02 1.82789183e+00 -8.79833717e-01 -8.06278190e-01 1.58216109e+00 9.93846066e-01 3.18124132e-01 1.23109459e+00 -2.47272810e+00 -2.55706583e-03] Distance 7.383746238102963 Each least square approximations [ 6.45658988 -2.52052205 1.33032706 -0.64147149 -0.4297976 0.12143436 -1.03197831 0.86623692 0.70800388 -1.02395246 1.39249198 1.8042515 0.59816858 2.07620158 -1.36386094 1.1105111 0.71781512 -1.68408869 2.87124946 -0.34740875] Distance 11.27687052572555 Each least square approximations [ 7.33889639 -1.45765856 -3.05295735 -2.49691479 1.14649782 -2.2672924 -0.3832026 2.28994585 -0.2715328 -0.8213577 -0.49772332 0.87516349 -0.4674952 0.13748233 0.72108612 -1.74854918 1.5520717 -1.07824181 2.28409291 -0.50690227] Distance 10.37396017946834 Each least square approximations [ 9.05875577 0.37567335 -0.98028132 3.03218788 -3.08239511 -2.49487322 -1.73888652 0.1034066 1.55884674 0.17294739 0.21743549 2.78583927 -0.01799195 1.96384168 1.48651002 -0.23645223 2.21496819 0.27333123 1.88573015 -1.01191964] Distance 8.279962780450274 Each least square approximations [-7.85320457 1.94310275 -0.88427242 -0.86409942 -1.03639973 -1.89532741 -1.95294677 -1.34165852 -1.12686298 0.13791632 -1.78239865 -1.28609505 -0.8494215 2.97701937 1.80426224 -1.23452978 -0.13384984 1.04892043 0.3937362 0.98804336] Distance 10.277946566182587 Each least square approximations [-7.5939004 2.63307126 -5.09143246 2.06269861 -2.62917828 1.49956564 2.20894191 -1.09714483 -3.61598234 -0.40483122 0.50296422 -2.17494793 1.81648163 1.27679594 -1.10149478 1.82175395 -2.29840692 -0.7133507 -0.20997334 -0.11278699] Distance 8.381270529859412 Each least square approximations [ 8.98909881e+00 -1.09578277e+00 1.33676280e+00 -7.24038193e-01 -2.70292391e+00 2.14087685e+00 -1.70803960e+00 -1.55370268e+00 -7.09262873e-01 -2.87857707e+00 -1.73496728e+00 -8.24833208e-01 -1.79178600e-01 1.46653338e+00 -2.35349618e-01 -4.01083718e-01 6.98471591e-01 1.10732754e+00 -4.28093551e-03 2.04939163e+00] Distance 9.564075596983805 Each least square approximations [ 8.02591156 0.42720626 -3.05977983 -1.23750831 3.99360034 -0.74022562 -2.43340045 -1.26955909 3.60499187 1.53735657 1.95077255 -1.04962325 0.9381571 -0.17307366 1.48458654 -0.83716072 -1.01910824 -0.99946198 0.26927055 -0.54558586] Distance 9.369634850185165 Each least square approximations [-8.21683223 -2.129523 -3.20802523 -3.0952146 0.37790512 -0.50173246 1.54817094 0.66881451 -2.15580657 1.17212336 3.24731337 3.26165222 1.1961021 -0.51549375 1.13244716 1.25804659 -2.73092384 0.70811375 -0.55977243 0.06389982] Distance 8.865437100943545 Each least square approximations [-9.37404247 1.40349566 -2.24341128 -1.52159528 -1.40480061 -1.4102612 1.40132936 -0.51772247 0.7820194 2.04863905 -1.21815188 1.05248261 1.53702773 -0.86514783 -1.1852564 0.19609473 0.97259047 1.01642331 -0.55330856 1.37468432] Distance 9.710139325268122 Each least square approximations [-11.30213158 -3.39861073 0.03648125 0.83102684 0.04766893 0.31781097 -2.92388938 1.74434277 -1.03899583 0.8193803 2.52181069 0.69008203 0.2724092 0.85949268 1.69768798 1.01111088 -0.24982055 1.46124666 -0.30885687 -0.99275002] Distance 6.748502508807998 Each least square approximations [ 9.3724864 -1.50573804 2.53682651 -2.74713176 -0.34621827 0.9956864 -1.45667578 1.11407724 0.96280768 -0.61602521 1.24349437 1.22131851 0.1814505 1.98195176 -0.70829824 1.31812329 0.52882796 -2.35272375 3.68138883 -0.29184884] Distance 8.67387510603652 Each least square approximations [ 9.79844577 0.9354774 -1.48482765 -3.87248279 0.029034 -0.7062114 -1.97548577 0.55552725 0.27297275 -3.0896392 0.24642368 1.99494485 -0.32823711 -0.84349187 0.26497324 -0.87086084 0.40855362 -0.02430874 0.56672372 -0.61143179] Distance 8.878809274519037 Each least square approximations [11.41962241 -1.16438914 -0.79183506 0.42245572 -3.52974913 -2.47189266 -1.8159441 -1.18897044 0.51815549 0.2280089 -1.26249149 2.78449871 0.99201824 2.82688575 0.55826961 -0.965553 0.85019925 -0.91043127 -0.13308748 0.89769375] Distance 5.973993244790698 Each least square approximations [-1.07789240e+01 2.04303033e+00 -1.52228560e-01 1.13479608e+00 -1.64058140e+00 2.10609686e-03 -8.65963166e-01 -7.70552233e-01 2.31593940e-01 5.47670232e-01 -3.38684130e-01 -1.55392406e+00 -1.62474748e+00 3.55614671e+00 1.15541759e+00 6.24696195e-01 3.34745124e-01 3.23645029e-01 1.51263132e-01 2.13390183e+00] Distance 7.96291935942564 Each least square approximations [-4.79484153 4.44275614 -4.8800394 5.19064921 1.51917708 -1.84009799 1.66091182 3.7922558 -3.13977265 1.66396268 0.40738968 -1.36412396 2.13759389 0.21578492 0.1427546 1.04293931 -0.99651271 1.81061578 2.24086845 -0.22411236] Distance 9.202952282250097 Each least square approximations [14.48765616 -3.97853951 0.04487679 0.8076935 -0.17619733 0.08963682 0.37643517 -1.23425425 -0.12763686 -0.04779218 0.37417686 0.24213545 0.32647991 0.31504726 -0.10484101 0.78430775 -0.17231354 0.38239853 -0.02229906 -0.4519187 ] Distance 1.1071096508164275 Each least square approximations [10.57247101 -2.69641021 -4.41430183 -0.48315393 -0.27140042 -0.63700063 -2.08829908 -0.09939522 0.54470524 2.02737619 1.61016787 2.52111151 2.22196737 -0.46999963 1.31652964 -0.06227399 -0.07645964 -0.2882519 -0.10720715 0.66357164] Distance 8.1440739247681 Each least square approximations [-8.76855555 -5.18866874 -4.09658369 -1.42591442 0.4554445 2.69309343 1.1960881 0.12692664 -0.23253471 0.48734023 1.23474488 1.16186026 -0.97205522 -1.24477754 0.16343745 2.50186644 -3.23746129 1.66079426 1.15847275 -2.42594382] Distance 8.172507791895782 Each least square approximations [-10.24015375 6.39554074 2.23536361 -2.1062649 -4.0658485 -2.14972937 2.19576506 -1.02832055 1.93283564 0.04294737 1.86741839 1.4110992 1.54767835 -1.91564253 -0.52447495 0.40775958 -0.26846682 1.61561612 -0.43144206 0.77883463] Distance 5.413811248889395 Each least square approximations [-9.39530813 -1.46909834 6.69622835 0.27054601 -1.24359689 0.24126976 -1.53107681 0.27512382 -2.34220646 -1.62472273 -1.02537426 -0.48326654 2.13376714 1.25844784 0.52071482 1.571364 0.17695005 0.06483835 0.01441297 -0.30577572] Distance 8.541128125045006 Each least square approximations [10.07827751 -3.62977003 3.51924085 -3.0539517 -0.4399876 0.21908867 -1.62819976 1.6574498 2.14619466 3.85582221 -3.70845907 1.09734148 0.02379377 -0.42889534 1.78445402 2.72065953 -0.24763826 -2.83314048 0.07187019 0.76893681] Distance 5.895008282052424 Each least square approximations [ 9.53831671 4.20402503 1.23573554 -1.31681716 3.68577869 -0.84608836 0.03364634 -1.49406574 -1.33838495 -3.64964117 1.9751335 -1.77801683 -2.50070799 0.13410965 -1.34941454 -2.69226518 0.15979358 -0.42579454 -0.75595707 -1.25129063] Distance 7.901142688830437 Each least square approximations [11.18944749 -5.75260965 1.85385071 -1.65253624 0.32280546 1.79079339 -3.27978552 -0.38477363 2.40075584 0.28197919 2.3991875 -0.38313721 0.28689208 1.12514246 -0.34421576 -0.98248467 -1.62594366 0.63866776 -1.12066273 1.30405606] Distance 5.645251996594505 Each least square approximations [-10.78552693 -4.08081054 -0.215648 2.26897708 -2.77994574 -1.24153217 -2.5319931 -1.19684449 -0.10903615 1.61345292 0.48657642 0.06538281 -1.22106187 2.22656975 0.52039782 0.55124375 -1.61849321 0.40914467 -3.37906916 1.53888268] Distance 6.999579612078464 Each least square approximations [-8.46393667 9.08442559 4.36841987 2.85383316 -1.27552291 -0.37123929 -2.1573602 0.11482877 -1.3670808 1.67887654 0.3156824 -1.03707755 -0.19463593 0.49975528 -0.80299818 -0.2889566 -0.12934837 2.55016348 1.07040375 -1.44092556] Distance 4.0739628735477575 Each least square approximations [ 5.53435819 -5.53982289 -0.10684673 -2.48445827 -1.99335847 0.16064646 -3.00635607 -0.6726894 2.39236677 0.04659095 -3.22152991 0.29578863 -0.70178417 0.26029985 -0.02495974 -0.52881958 1.75993824 0.3357563 0.8985274 -0.66912739] Distance 10.88819641183958 Each least square approximations [ 7.78667843 2.37443777 3.12308427 -0.49199407 1.25114899 -1.89531581 -1.51992512 -1.81733979 -1.06346883 4.69371892 2.52525781 1.66651677 0.53618501 -2.41632651 -0.34542105 0.56621898 2.13730968 1.59704941 -1.68250275 0.4332099 ] Distance 9.21882214574731 Each least square approximations [-7.32472708 -5.57902652 1.55694759 -1.60152076 -5.99660915 0.47196685 1.60508597 -0.44677446 -1.56986186 -1.26723683 -2.5391225 2.90957238 1.02179165 -0.36625481 1.61056563 2.22848311 -0.75336527 0.64383456 -3.05215224 -0.54406796] Distance 7.3486984985119514 Each least square approximations [-6.55753362 -0.4322677 0.03154096 -3.69453357 0.22025154 -4.59619093 3.15796053 2.32890903 1.01585696 -1.39984135 2.95582134 3.28127024 -2.55297641 0.25923007 -1.20647512 2.18509924 0.68134813 2.67367644 -0.08335744 -2.17394224] Distance 8.943033946921014 Each least square approximations [-7.40048682 0.24460411 2.21959519 1.30358727 -0.68078613 0.34945738 4.90241748 3.31637295 -0.61232198 -1.32403101 0.93839782 2.977206 4.10626096 -1.84693234 0.94323845 2.31403964 0.33203091 -0.4768825 0.19679511 -0.94263247] Distance 9.18246506609262 Each least square approximations [ 9.21310266 -0.96242473 0.22200517 4.68794275 -1.8368301 -2.69893473 -0.28648641 2.53000271 -2.13759783 -1.0628102 -1.1320479 0.11628878 0.65636529 0.68938697 -0.73415635 0.63325902 -2.64670453 -2.47470351 0.20693154 -0.85738038] Distance 8.562746389936459 Each least square approximations [ 5.38640508 1.86731288 -4.07982667 -0.7238212 1.78801015 -0.84036334 -4.20012226 -3.56700744 0.4592284 -2.29023888 2.47641994 -3.11458512 -1.18498421 2.40030875 -0.45253889 1.77474775 1.58197778 -0.99069289 -1.54816309 -1.65925873] Distance 9.831685456061805 Each least square approximations [ 8.40959595 1.99000979 -1.83118062 1.29619312 3.69829852 4.42289121 -4.21906688 -1.66632613 1.56620096 -1.1406357 1.58315264 2.7987363 0.5035198 -0.16202659 0.51893392 2.19936008 -0.97007675 0.96058452 0.28290465 1.71081753] Distance 7.947385638310539 Each least square approximations [-6.97421087 -0.16349726 -4.10332257 1.1188086 -0.79705934 -4.42922239 2.60051001 -0.28581784 2.29808465 3.18435304 0.05787075 0.55882829 0.21554884 -2.62884318 -0.86916703 2.23897059 -1.61375415 0.24605784 0.61839954 1.15738574] Distance 9.712888776917632 Each least square approximations [-4.92650534 4.37663664 -4.85369814 4.64271851 1.15211739 -2.23098625 0.38013238 2.69234046 -3.00446489 2.58158395 0.86474428 -1.51404615 1.73038517 0.46367185 0.85950468 0.33667118 -0.40959555 2.40382306 1.98566507 -0.90670752] Distance 9.970950225468147 Each least square approximations [14.1703278 -4.21894839 -3.02334608 -0.7351961 -0.03933943 0.81937774 1.13414234 0.1185284 -0.51795708 -0.61101394 -1.28501373 -0.6140419 -0.0153034 0.15756031 0.16136921 -0.13647114 0.10909445 0.11906533 -0.09469889 0.31677752] Distance 1.4258812042268376 Each least square approximations [10.85622094 -1.36879595 -3.80977426 -0.48065032 -0.91522318 0.41200048 -2.89447889 -0.57412071 -0.04667827 2.17563431 1.85560579 2.1285468 2.5326158 0.21251026 0.79406186 -0.70174478 -0.12087862 0.56283822 0.34829437 0.823086 ] Distance 8.339468577314765 Each least square approximations [-9.10098025 -5.35801832 -3.80134239 -1.3338418 0.18636625 2.72367184 0.82004721 0.07427713 0.42546291 1.61688688 0.95246077 0.9853618 -1.58239761 -1.00482222 0.40375626 2.94090589 -2.51447972 0.86255719 1.30411754 -2.2280743 ] Distance 8.278461359221465 Each least square approximations [-9.94881713 7.26109891 1.88653725 -1.80321752 -3.66672357 -3.01894662 2.01240433 -1.14084509 1.66564786 -0.14549666 2.02275604 1.39040079 1.4598071 -0.78943119 -0.4723357 1.18769001 -0.08183848 0.60304325 0.378541 0.07922508] Distance 5.916820690694907 Each least square approximations [-9.16003242e+00 -1.86169510e+00 6.29427965e+00 6.32739794e-03 -1.46304874e+00 -1.65072949e-01 -2.10687793e+00 6.95210066e-01 -2.76568203e+00 -1.70462069e+00 -9.28185716e-01 -3.78118112e-01 2.51101873e+00 7.77616668e-01 7.13024224e-01 8.06259260e-01 6.53113529e-01 -1.10406218e+00 1.56814623e-01 -6.00732035e-01] Distance 8.911879899547255 Each least square approximations [ 9.56338586 -2.89263832 3.5870274 -2.63081184 0.31803309 0.14150458 -2.01386707 0.58774274 1.7270827 3.2650367 -3.48177575 0.37976121 0.10636171 -0.20535945 1.44114305 2.52540661 -0.50767856 -3.25687757 0.72859378 0.33362328] Distance 8.068389764023243 Each least square approximations [10.30809631 4.49524202 0.93262762 0.19953164 3.59603649 -1.51073713 -0.77985595 -1.3748584 -1.42508694 -3.51342329 1.2398703 -2.35868098 -1.73466006 0.14156967 -1.70443238 -2.68031665 -0.01428302 -0.28002757 -1.69358675 -1.13306973] Distance 7.158894122149236 Each least square approximations [11.1736333 -5.56203007 1.50721673 -1.29431563 0.76004163 2.18686628 -2.84176638 -0.5929902 3.36727751 -0.53271825 2.184488 -1.01127382 -0.66681082 0.69572825 -0.75019616 -0.39545691 -0.61320066 0.43997476 -0.38005327 2.46573565] Distance 5.981722209641045 Each least square approximations [-11.31020157 -5.03953818 -0.7383895 0.98111878 -3.06665807 -1.50166179 -1.81679379 -1.36975864 -0.56227425 1.4210371 0.74119333 0.69632131 -0.31470039 1.61156142 0.36314919 0.80740394 -1.93578873 0.50139257 -3.2189944 0.47064669] Distance 6.4858869471988765 Each least square approximations [-3.33631791 2.29708408 0.56704517 1.14826526 -4.03612998 -1.07671471 -3.61396119 0.43889127 -1.01169269 4.02953452 -0.97683542 0.12464978 -1.52371639 3.01039154 0.79616903 1.19172551 -0.9364891 0.63145157 -0.98014112 -0.19642957] Distance 11.04380274324747 Each least square approximations [ 2.97086036e+00 -3.20934028e+00 -2.00113645e+00 -1.50222803e+00 5.25680131e-01 -1.01647692e+00 -1.20826673e+00 -2.47186255e+00 1.90873936e+00 -1.55579617e-01 -1.58831142e+00 2.03752317e-01 4.81241439e-02 2.45101872e+00 -2.18313364e-01 2.53165282e-03 6.95546799e-01 7.33419535e-01 -2.59404319e-01 -6.82475086e-01] Distance 12.511965124759932 Each least square approximations [ 6.03918576 5.80375928 1.64714652 0.94185724 -1.88789916 1.91874436 -1.49553051 2.58291674 0.98259418 0.99055309 1.31372072 0.42510901 -1.23478934 -2.02988287 2.33998788 1.06709583 -1.1901211 -1.14182451 0.96421184 3.14491759] Distance 9.224833174922425 Each least square approximations [-4.39159839 -0.51671071 2.187482 -5.46752055 -0.76904797 -0.83354687 1.38363625 0.26240527 1.18978924 -1.36759407 -0.03638544 -0.54547072 -1.70352243 -2.3182991 -0.47549686 3.99098296 1.27483144 1.0548194 -4.02665936 -0.01785419] Distance 10.009542637402465 Each least square approximations [-4.56507669 -0.95874827 -1.92186958 3.60884785 0.03380014 -0.99084988 2.85699511 -2.96782884 0.37643536 2.03551977 3.84234831 2.42365626 -2.49543001 1.4717892 -1.58126178 1.21536965 1.49614589 2.16258976 0.19106421 0.82652993] Distance 10.163736501404019 Each least square approximations [-3.2262403 -3.68240169 -1.2657329 3.89974796 -0.05742891 1.80817663 -2.72723277 2.50544054 -0.84432671 -3.52606035 -1.29264949 3.54618557 3.07039116 -0.24220394 1.80158794 -0.08567152 -2.24422512 0.32237202 -0.26146871 -0.41672401] Distance 10.06873341023545 Each least square approximations [ 3.60079468 -0.80583283 3.48007828 1.21419102 -2.36553212 -0.24724798 -1.35134656 -0.11201154 -2.63986575 0.00737554 -3.42568406 0.49043438 1.29486189 1.86559648 -0.80189814 -0.89747898 -0.02934713 -1.76464118 0.19511956 -2.00332656] Distance 11.715266084302675 Each least square approximations [ 5.26928481 -1.21785999 -3.98695744 4.54544917 1.1872305 0.70748778 0.08888416 1.04909684 -1.59840576 -1.32660554 1.42507705 -1.1057838 -2.96222447 1.92072252 1.84388764 -0.82991454 -0.01477505 1.12402739 0.3201327 -2.22831599] Distance 10.26563873920482 Each least square approximations [ 6.78749558 4.87524851 2.78930741 2.5094191 -4.15027598 2.12226565 -4.02671805 0.71947333 2.36817885 -0.97939318 0.45844972 -1.03770348 -2.37049888 -3.32191522 -1.08320286 -0.20505251 0.97207216 0.54418138 -1.04601349 -1.24837788] Distance 7.257104510859651 Each least square approximations [-4.64637521 2.95817076 -1.92470958 -3.99420757 -2.7630879 0.1826278 0.49571025 -3.24551125 0.26281159 1.04353986 -1.67051297 1.90414147 0.49825972 -1.3773392 1.88005215 1.93360882 -1.4579935 0.15918188 -0.41921524 1.73807169] Distance 10.671184287730275 Each least square approximations [-5.53787637 4.36997045 -4.69057518 2.54704102 1.71589278 -3.88086943 3.13484042 0.58566269 -2.89067872 1.24878262 0.94401424 0.47703912 0.47780748 0.86511034 0.21582088 1.04526767 0.6218915 3.51724602 -2.12794589 1.14692647] Distance 8.81043948137196 Each least square approximations [ 9.88016396 -0.29623528 -1.4108977 -1.30152483 2.01208751 3.60431804 -1.83920083 -1.21205969 -0.29158318 0.44847974 -0.07788828 0.64418649 0.50927989 2.16921843 -0.5807823 0.50059805 0.33567909 0.39337645 0.14675618 0.40997844] Distance 9.2631644420872 Each least square approximations [ 9.34595832 -3.51849298 -2.83889655 -1.47270152 0.96331302 4.10761222 -2.54678832 -1.37920097 -0.22470115 0.70424978 1.48277497 0.08998439 -0.62232046 -0.07750761 0.01955687 2.10224501 0.2417579 -0.69853338 2.14552688 -1.85946541] Distance 7.967893132822013 Each least square approximations [-7.75776259 -4.4008593 -4.60842889 -1.10065859 1.47407121 2.182947 -1.12062525 1.82201214 1.02524352 -0.60674922 0.64297214 1.31825363 -0.56338217 -1.08335755 2.00854279 -0.56395569 -1.58551168 1.38885034 -1.0223672 -1.84547853] Distance 9.164267505869677 Each least square approximations [-1.17048844e+01 3.82595592e+00 3.02673177e+00 1.26523201e+00 1.07803765e+00 -1.02654482e+00 -2.55229384e-01 1.56964697e+00 2.88966388e-01 2.06533723e+00 -8.16146489e-01 -7.85695453e-03 4.43096335e-01 1.20249214e+00 -1.47042825e+00 1.14575615e+00 -7.23431565e-01 -4.48476363e-01 1.33918025e+00 1.50976683e-01] Distance 5.998526730056473 Each least square approximations [-8.37951559e+00 -2.84001527e+00 4.48714698e+00 4.28122503e-01 -9.19067920e-01 3.79210438e+00 -8.18877097e-02 -2.13666877e+00 1.15286220e+00 -1.19806612e-01 7.93635993e-01 -2.14227878e-01 -5.92918718e-03 9.83900785e-01 -8.36921743e-01 1.50730418e+00 -1.52193113e+00 -1.57931551e+00 4.06691765e-01 -2.18573413e-01] Distance 9.296486464285671 Each least square approximations [ 8.66716281 -0.37495601 4.90551539 -1.65067891 1.05464947 2.61091422 -3.60615224 -0.06403466 1.35127312 1.60685272 0.15121064 -0.60510456 -0.50437471 -0.54760423 1.13106686 -1.79584922 -0.14676886 -2.90049644 -0.57424402 0.03924816] Distance 8.613743071658012 Each least square approximations [ 8.54711636 5.15863605 1.13669451 -2.18343579 4.41032895 0.58310117 -1.82300968 -0.18375963 -2.77526653 -2.2793467 1.33476455 0.41524588 -1.03184615 -0.37176354 -0.04373046 -1.95943552 -1.19560763 0.08518946 1.56967929 -0.826829 ] Distance 7.902671489379003 Each least square approximations [ 9.66536653 -3.38163778 0.67676952 -4.01355498 -1.42003305 0.36354029 -1.76831719 -2.6413265 -1.28004346 0.4104619 2.26665597 0.13446064 -1.07954258 -1.32547031 -0.47426173 -0.38639129 0.83190422 1.76561067 -0.38632576 1.46069744] Distance 8.110445106920018 Each least square approximations [-10.13216449 -2.36626031 1.54364187 2.3516224 -4.45455149 0.58460963 -0.2147137 -1.17699552 1.82972532 0.4248629 -1.52367891 -0.28438345 -0.09954569 0.31198855 -1.4050777 1.61618387 -1.98391373 -0.44367061 0.48887722 0.60166869] Distance 7.915635674389511 Each least square approximations [-4.49732695 3.18388339 -5.83786346 3.29326354 0.02448395 -3.85304828 0.66482847 3.1851546 -1.99283204 2.1994228 -2.13485055 0.91153599 0.53840885 0.74743153 2.08175903 -1.56412935 -1.90385284 1.92092011 -1.47213585 -2.60058094] Distance 8.664460634074 Each least square approximations [10.10565949 -0.20060024 -0.08891587 -1.55099802 1.96923948 2.12016223 -3.10401143 0.63516311 0.68827393 0.81299582 -1.1767693 -0.23773088 -0.0440653 0.42551622 0.243856 0.42504205 -1.49262895 -0.32316118 -0.59868159 -0.275089 ] Distance 9.225608404940496 Each least square approximations [10.21282973 -1.54317753 -4.95175631 -0.9741707 -0.56687483 1.17271442 -1.71227586 1.60491158 0.93300355 -1.584146 1.78793907 -0.2281266 1.15795323 -0.26036451 0.51782542 2.17809838 0.70682829 -0.30953181 -0.36278011 0.85690001] Distance 7.745930064550877 Each least square approximations [-8.58178349 -3.78540708 -3.27090166 0.09287025 2.11431685 0.57105253 0.64260267 0.74191286 1.63775755 -0.14256057 0.96461563 -0.26407501 -1.58113995 -2.16733396 -0.01385 1.68662445 -1.05913202 0.72768872 -1.00782323 -1.56328546] Distance 9.516691045231603 Each least square approximations [-8.76155019 4.7944936 1.82138216 -1.11280593 -1.81440773 0.43046179 -1.85010722 -0.2928276 2.19304655 3.59057444 0.15324541 3.23470409 0.06737331 -0.05974551 -0.31770121 -0.56500404 1.29861844 0.12099353 -0.0860056 -0.1047792 ] Distance 8.499232558607048 Each least square approximations [-7.1783435 -2.31184641 5.28290321 -1.11651807 -2.93355568 2.21266691 -2.820114 -0.49469881 -0.10563469 -0.46638772 -1.39068855 1.23366246 0.79353431 -0.66500547 -0.45125622 0.76726987 0.28463361 -0.94001676 -0.58759997 -0.80796597] Distance 9.931107267598616 Each least square approximations [ 6.779701 -3.50775303 5.96478018 -2.25168782 1.39910044 3.37975373 -1.23973055 0.76381872 1.82076019 0.21208709 -1.45959285 0.08220927 -0.12426688 -1.21599961 -0.80825888 -0.99056131 -0.51307749 -0.01333257 -2.04487208 0.17519381] Distance 9.292328315367275 Each least square approximations [ 8.6811655 4.34170455 2.26231986 0.49479967 5.02989469 0.92668624 -0.87605401 1.7033622 -1.90751771 -3.34764461 2.9208285 -0.06239809 -1.19573448 2.85184549 -0.6122265 -0.66457676 -0.09170628 0.09786273 0.03168173 -1.09589544] Distance 7.034461177424247 Each least square approximations [10.46647532 -3.07191392 3.22165284 -1.71516395 0.706231 0.20117957 0.70990695 0.55259797 0.77143213 -0.32892011 3.62515579 -2.13930728 -1.61497417 -1.84819847 -0.24408481 0.57134269 -0.23901637 -2.3530025 -0.04662504 -0.20659313] Distance 7.052900085358363 Each least square approximations [-8.88795161 -4.48756559 3.09597007 0.27227421 -2.49886326 0.03908416 -0.62126916 -2.76941732 2.54213795 2.64298984 -1.96624943 0.61328976 1.30232106 1.16188736 -0.37726991 -1.26089273 -0.83820184 -0.24353086 -1.45839901 -0.60635186] Distance 8.065199899563066 Each least square approximations [-4.80885797 1.6623393 -1.81034255 -0.53276858 -2.76480943 4.07597897 -2.20294633 3.13790726 -1.0485679 1.49067974 2.32458149 2.00181121 -2.5961069 -0.39151827 -0.45301997 -0.17200757 -0.3868247 2.29765744 0.68532834 0.91101936] Distance 9.630396295343731 Each least square approximations [ 2.81940666 -0.15659748 0.32801751 -0.5305063 0.02331042 0.77652338 -0.55479704 -0.31797784 -0.08511033 -0.48550368 -0.989642 -0.25431515 -1.18992065 -1.22358509 0.55727526 -1.63393007 2.17140359 -1.34328959 -2.01244355 -0.49530734] Distance 12.663736277730834 Each least square approximations [ 3.38531634 2.60768746 -1.42072453 -3.02674771 0.50220942 0.40571513 -0.65209854 1.95980786 0.8099701 1.34830128 2.7952628 -2.71968358 -0.82641609 -0.9546533 2.66178695 -0.50520358 -0.3651161 1.12396727 -1.09310344 1.71637382] Distance 11.02094066007629 Each least square approximations [-7.03455278 3.14724228 0.85477877 -2.48270048 1.11240155 -0.24534514 -1.19666178 -0.71835012 -3.43830092 -0.90227469 -2.34553161 -0.28468094 1.29281906 -1.00106519 1.14608408 2.6273975 0.8697654 0.57160857 0.0528421 0.65613106] Distance 9.358675709047635 Each least square approximations [-4.19427259 -2.22594982 1.20364335 1.34693961 -2.79852403 1.10498126 0.67883552 -0.24556763 0.63979994 0.32011031 2.03053382 0.86341532 -2.91312007 -0.77534028 -2.50907993 -1.61369002 -1.00662657 0.93896173 1.10721343 -0.35247808] Distance 11.213577946133407 Each least square approximations [-6.25551282 0.07414642 -3.21113046 -0.29897309 0.76284027 0.28027544 1.21501655 -1.95214996 -0.36303697 -4.09569198 -1.89108519 -0.3569737 0.6178886 -2.07960285 2.03343206 0.63703412 -2.36403713 -0.35836744 -1.73108009 0.14920582] Distance 9.677897264976073 Each least square approximations [ 4.33945933 -0.97681508 0.32158993 2.06518794 -0.22978533 3.21194847 1.27456361 0.71722447 -3.34804374 0.69501494 0.44245199 1.20406403 0.22319196 2.04180632 3.34736516 -1.35180673 -0.64210302 -0.52537055 -1.44328678 -0.94857656] Distance 10.808251851894775 Each least square approximations [ 3.88830566 -2.40885507 -0.1359321 -0.44854608 0.43757585 0.12694749 -2.18867844 1.9621678 -0.51166832 0.39481238 4.29356338 0.24991576 -0.40031064 0.60618545 0.11697298 0.53618298 2.98820116 -0.62400222 -1.54659925 -0.52703308] Distance 11.225817529581848 Each least square approximations [ 5.13541775 6.73287957 -2.07624367 -2.67555796 -1.01420213 -1.26251053 -2.72640877 1.85134095 0.656687 -2.05396154 2.1538802 -2.44362583 0.59308604 -1.1589008 -0.26068882 0.08050632 -1.042876 -0.50067681 -0.98337603 -0.78552535] Distance 8.433940179929875 Each least square approximations [-3.91915817 4.25876537 0.30810796 -2.12507284 -3.59199075 -0.29470004 -1.86016741 -0.6275952 -0.93428713 2.27884245 -2.67233637 -0.51420256 0.13159232 -0.76893585 -0.31554027 -1.3065851 -0.05500693 -0.18930329 -1.40195145 -1.15735599] Distance 10.65637465481667 Each least square approximations [-5.75820019 4.32482805 -3.80767587 1.96134475 0.77090694 -3.31139306 3.19729799 1.16110946 -2.66723064 -0.58191505 0.97132804 0.25320955 -0.35618454 0.6132509 0.03420655 2.24993307 0.64761772 2.3874207 -2.00089058 0.39192767] Distance 9.749742083092402 Each least square approximations [ 8.05736648 0.4218246 -1.56316298 0.44656786 0.15368452 4.89262707 -2.32920602 -2.77254588 2.18777239 0.71793095 1.37402808 0.4629334 0.83090885 1.3370372 0.09505437 0.43194578 0.06767253 0.94505094 0.84055207 0.96857663] Distance 9.760202356036 Each least square approximations [ 8.37474345 -3.59758288 -0.87539926 -2.36469647 2.6541469 4.11554986 -0.83845153 -1.97269805 -1.44356213 1.07538218 2.80907448 1.70303858 -1.03825448 0.1837802 -0.36680291 0.51811469 0.07522748 -2.75524343 0.2062024 0.55397276] Distance 8.437458894285543 Each least square approximations [-7.36808782 -3.73443427 -4.27946836 -1.69562254 1.6091744 0.06885821 -0.18870357 0.8599278 2.11500728 -0.76152252 1.04652234 2.36296192 -0.31625428 -0.85377097 3.09649229 -1.49554769 -0.56472373 2.0961749 -0.51577695 -1.95447718] Distance 9.312335118521439 Each least square approximations [-1.22167108e+01 -7.68411749e-01 -3.40995565e-01 -1.37836542e+00 3.37189268e+00 -3.88898461e-01 8.21548034e-01 -1.44153913e+00 -3.87811248e-01 -1.52126166e+00 -7.32645222e-02 2.83583494e-01 7.49190583e-01 5.94498658e-04 1.44306798e+00 -3.87371605e-03 1.85534870e-01 -1.39026204e+00 3.22420327e-01 -1.06095634e+00] Distance 6.178813355878231 Each least square approximations [-8.16170682 -3.17010943 4.87690901 0.13686987 -0.1263255 3.81262029 0.24206822 -1.54020304 0.3865955 -0.62271642 1.91484763 1.33316295 -0.23674746 0.85110092 0.29619938 1.56082794 0.65103388 -1.62984828 0.87748996 0.83720434] Distance 9.02284307327421 Each least square approximations [ 8.54951761 -0.29138348 3.10521143 -1.72545068 2.61473014 1.61200646 -2.84089793 2.35087458 0.87314273 1.00886655 0.46021503 -1.55772047 2.27327705 0.62211868 0.59131421 -0.21800814 2.50180817 -1.52091512 -0.45740018 1.04146526] Distance 9.144907188930368 Each least square approximations [ 8.81960057 4.27091615 -0.08948105 -5.13704981 0.26802522 0.1826341 0.84314825 -1.79061573 -2.07586767 0.74799585 1.41489313 0.99810463 -2.25879031 1.02605772 0.50024534 0.69945844 -0.83039579 0.48352877 0.58643295 -1.42206605] Distance 8.258371141276921 Each least square approximations [ 9.09276515 -2.79449995 -0.6720117 -2.67465971 -1.33776379 -0.64469604 -1.43805396 -0.8824408 -0.86824389 2.59231946 -1.94990982 0.25809255 -0.911933 -0.46293713 0.1952768 2.71861993 -1.4954845 2.38735205 -1.19314439 1.11483115] Distance 8.895631142442856 Each least square approximations [-9.92152067e+00 1.07140538e+00 2.19500652e+00 4.86924793e+00 -5.75504498e-02 4.70889459e-01 3.26559464e-01 -2.39132375e+00 7.02312994e-04 -1.26246786e+00 -2.77604906e+00 -1.24266126e+00 -7.81005312e-01 -1.69191032e+00 -4.52060969e-01 1.60985813e+00 -1.41272444e+00 9.55613163e-01 6.33061352e-01 6.58320809e-01] Distance 7.594661404852932 Each least square approximations [-7.88820613 -0.54738771 -3.68524663 2.3616122 -0.34284101 -4.92358541 -0.53336648 -1.37849111 -1.92051701 -1.94871694 1.62821826 -0.70983463 0.76280525 -1.92204895 -1.23604917 2.88190385 0.09391799 -0.64738779 0.09627339 1.9919864 ] Distance 8.092863740789332 Each least square approximations [ 6.28238682 2.23989003 0.34111202 -3.38657154 -1.52647312 1.41559382 -1.9958261 -2.71504832 -1.60573279 -0.06218957 -1.12403344 -0.88232316 0.53859543 0.61800491 -0.12788158 1.16824742 0.04483545 1.9093632 0.55991215 -0.35476363] Distance 10.970483746462449 Each least square approximations [ 8.71396405 -1.05116391 1.09022409 -2.78355195 1.02255055 -0.93344486 -2.08512262 -0.55398025 2.47332251 1.32980086 -1.93823489 0.64262552 -1.60082029 2.01058083 0.54613353 1.7838398 2.2012529 -0.46335942 1.25152732 -1.79098004] Distance 8.851783343087261 Each least square approximations [-5.97774105 -3.44394598 -3.33874216 -0.26375411 -0.24389064 0.39614272 -0.02137936 1.26538246 0.62376029 -1.08213838 -0.26542708 -0.72293151 -1.51721641 -2.59486345 -2.2569357 -0.97198071 -3.10072782 -0.60821125 -2.74477997 -0.1819351 ] Distance 10.36668623927359 Each least square approximations [-6.58723374 0.24806496 2.79224785 -1.11871652 -1.05922097 -2.40246638 -1.71892601 -1.34289879 -1.02455682 0.07482227 -4.58150159 1.35472776 2.0516248 1.9580524 0.40984167 0.24027807 0.38341622 1.23161794 -1.14345381 0.94017144] Distance 10.134955850015293 Each least square approximations [-7.79151963 -2.14604462 0.65594433 0.74873603 -1.42111601 1.05086059 -1.15031492 0.6896831 2.74751327 1.23410906 0.91731312 -0.32959607 2.15921275 1.55738246 -2.03722898 -2.37516765 1.31701721 1.80194966 1.89648966 -0.44215108] Distance 9.796606602153371 Each least square approximations [ 9.2592977 5.05998835 3.24254462 -4.45733619 -0.90392484 -1.79774664 -0.02359948 -2.3564438 0.27569248 -2.51588441 1.61552049 0.47012545 1.92269978 -1.19160781 -0.5005735 -0.39169342 -0.38695161 -0.35944929 -1.41154704 1.80946838] Distance 5.590188334439224 Each least square approximations [ 5.61829616 1.86003798 1.19369204 -4.10988947 2.60691446 1.18699017 -2.40756314 -0.11381667 1.09982972 -1.68237436 0.78152045 0.33191521 0.4007769 -1.73433754 0.96355535 0.3969642 -0.72937544 0.15875334 0.83287551 -0.15853873] Distance 11.190557994072273 Each least square approximations [ 6.08395558 -2.31421947 -1.45713935 -4.69155447 -1.04075091 0.43468601 -0.3463062 -0.95675745 -0.37473894 -2.60879159 1.40146805 2.2328764 -1.88461691 2.18300423 1.15312746 0.40725947 0.81050167 0.36506888 -2.36675133 1.26006206] Distance 10.118082305372248 Each least square approximations [-5.56552037 -1.22939804 3.07561967 3.05567018 -1.78114311 1.05563421 0.58077646 2.79069263 1.7982255 2.2112061 0.83714985 -0.2740702 -0.16799199 0.20218515 0.60293771 2.44828948 0.93452529 0.98014712 0.29789123 1.36477196] Distance 10.957612153958578 Each least square approximations [-8.77953941 -5.34373827 -3.09069779 -0.43239369 1.23883582 -0.40853435 -4.7568927 0.43890585 0.98039997 2.73834086 -2.42578156 3.47362859 -1.03864907 1.25422932 0.81937595 0.54188754 -0.72738476 -1.14521172 1.68322714 0.36790264] Distance 4.793779790265128 Each least square approximations [ 2.63793458 2.38706987 0.49304208 -1.11657509 0.38477487 1.82822388 -1.64065842 -1.52023403 -4.50240442 -1.40821449 -2.84019051 -1.35218611 0.65011038 -1.13178688 0.77911463 -1.52338769 1.02479999 -0.80998591 0.36142998 -0.17438589] Distance 11.680142869065454 Each least square approximations [ 5.38560851 4.07227026 -0.63693744 -2.37634461 1.40641684 -2.52070995 1.96753626 0.24662286 3.23014828 1.09964092 0.61321159 -1.11251217 -4.57995394 3.97869253 0.58709905 -0.52965565 2.13369671 -0.11334427 2.62441661 1.31387888] Distance 8.363130376372983 Each least square approximations [-6.83001307 4.1659271 -0.4575353 1.70987194 -2.01443432 1.12231 2.06080197 3.0215145 1.68572135 -1.32032857 1.09849077 -2.52358844 -1.10947778 -2.78083479 -1.33980452 0.6037042 1.3857112 -2.1126034 -0.06839676 0.48395499] Distance 9.054133721062255 Each least square approximations [-2.26023101 0.75480794 0.744324 0.7281452 -1.4237276 0.92464588 -3.40030265 -1.89831624 0.28936498 -0.33831499 -1.00385961 -0.06889771 2.26256716 0.10152812 1.07161042 -0.07336377 1.0232821 0.34369512 -0.72859031 1.4324703 ] Distance 12.714635433273125 Each least square approximations [-5.42474813 2.66925801 -3.25158098 -1.72115861 -0.94392766 3.33252099 -5.21121083 1.22647773 1.78814852 -1.8598615 -1.44346243 -1.07657603 0.88559641 -0.21493777 0.06390614 -3.40493417 0.69723951 1.04799192 -1.7630082 2.55202287] Distance 8.569465605561978 Each least square approximations [ 3.93439608e+00 3.94429248e+00 -3.67129885e-01 -5.50356003e+00 9.18780912e-01 1.97372995e+00 2.53323083e+00 -1.34405927e+00 -2.97369504e+00 7.12081659e-01 1.06909093e+00 2.69853498e-01 -4.52678990e-01 3.94170533e-01 6.07677152e-02 2.53079683e-01 4.14026668e-03 1.57910971e+00 -5.91323276e-01 -5.52254584e-01] Distance 10.447380984491119 Each least square approximations [ 4.41462262 0.56878451 -0.48048848 -0.4615531 1.46511643 0.11754808 -0.80116 3.45016734 0.77351052 0.07178202 2.82549424 -2.43213623 2.15646224 -1.0828314 0.72659575 2.75083394 0.5398998 -0.2599693 -1.55707759 2.20414154] Distance 11.25566871671709 Each least square approximations [ 4.13462177 2.09393734 -0.01814912 -3.8547343 0.83703815 -1.86931969 -0.25516913 -1.91052414 1.0175916 -2.19291233 -0.76175604 -2.34873528 -1.40374479 -1.81106663 -1.09669469 0.61116654 0.68529964 -2.90261975 -0.18253376 -1.5435808 ] Distance 11.107936709616261 Each least square approximations [-3.0618966 -0.86964224 3.078156 -1.56064347 -1.28426017 -0.69763908 0.12533036 -0.53687152 0.67986484 2.33603703 -0.8386104 -1.05032782 3.46193843 -1.52176632 -1.27837868 -0.64504984 2.2482727 -2.76862893 -0.75515427 1.7636601 ] Distance 11.52190864644257 Each least square approximations [-5.38170416 5.37905681 -6.56430119 3.90287981 0.47677174 -3.45231565 2.68083629 1.06016903 -2.0417998 -0.28923131 0.05170006 0.56966786 -1.18719654 0.24626225 0.67082026 2.18350163 -0.22392855 2.12548397 -1.34644363 0.36404828] Distance 8.12931435197684 Each least square approximations [ 9.41631218 1.430999 -1.25807165 -0.83602742 -0.14575441 6.30492321 -3.4083247 -3.40488685 1.82867468 0.41186011 1.31062455 0.71787302 -0.15633801 0.85971857 0.02798749 0.23226985 -0.4933534 -0.0543715 0.21122053 0.82111291] Distance 7.552010930706755 Each least square approximations [ 9.63322535 -3.16157229 -2.92400484 -2.9832042 3.17017627 3.22851752 -1.61674802 -2.54752568 -0.83577505 -0.20932128 -0.17238738 1.35442486 -1.29679358 -1.30241306 0.28294502 0.47707613 -1.32404898 -1.32309709 0.84106357 0.25822847] Distance 7.755762008169507 Each least square approximations [-9.47356682 -4.1654644 -4.9109045 -1.67144607 2.55196949 1.60940445 -0.24093931 0.04069864 1.00714974 -0.93523659 2.29303623 2.27796626 -0.10119263 -0.89277742 1.4828976 -1.15525025 -0.88497863 1.59411279 0.04694607 -1.02775783] Distance 7.504005045544231 Each least square approximations [-13.20360808 0.60034276 -2.0702621 -3.02228668 0.19279736 2.57304423 -0.85410796 -0.87053827 -1.1086087 -0.59086784 -1.39023567 0.922503 -0.47292324 0.39921491 -0.76711852 -0.32914474 0.64697491 -0.97080359 -0.70501209 0.55347627] Distance 4.083579853877355 Each least square approximations [-10.02337791 -3.66602877 5.73774801 0.01778518 -1.11987689 1.95383027 -0.85773953 -1.85420084 -0.14312734 1.1286825 -0.79081036 -1.03990328 -0.85382588 -0.49991419 0.57849659 0.71871566 -0.9475897 -0.18985382 0.1491839 0.1011157 ] Distance 7.6596112988049425 Each least square approximations [ 9.27170749 -2.43663235 4.34215702 -2.32610423 4.28869186 1.43434598 -1.8629052 1.32567902 0.86795627 2.07937779 1.59427701 -2.15691889 1.71983246 0.19106474 0.95104398 -0.15741405 1.13297394 -1.14838085 -0.6990449 0.41073012] Distance 7.69696619758216 Each least square approximations [10.46337956 3.73985264 1.45180986 -5.23917082 1.65369295 0.43492834 0.94954518 -1.84940863 -1.25089044 0.99256554 1.68438013 0.56833567 -1.66526622 1.80389108 0.38434261 0.85036135 -1.203508 0.91627595 1.18790649 -0.74803799] Distance 6.588227457534569 Each least square approximations [10.65932858 -3.33326946 -1.08636606 -3.85228369 -1.91726764 -1.87755036 -0.23826026 0.11626279 -0.83735461 2.36352656 -0.75447508 1.80067443 -1.93240101 -0.52400268 0.30688984 2.16744521 -0.66726371 2.66866509 -1.0849603 0.5821548 ] Distance 6.673543660668208 Each least square approximations [-11.58947424 0.59676536 2.17587666 4.17148147 1.04289854 1.4247055 -1.32257785 -0.74167127 0.2940257 1.77971653 -2.86852169 -0.69600389 0.54076598 0.35828995 -0.88614574 -0.11055373 -1.25809904 1.42641484 1.02069139 1.2748242 ] Distance 6.232885142677037 Each least square approximations [-6.55044067e+00 3.56410845e+00 -4.26922722e+00 2.97971885e-01 -4.49741188e+00 5.61617556e-01 -1.28441182e+00 1.60726162e+00 -2.51776678e+00 2.68714425e+00 -8.15669415e-01 -5.55662144e-02 8.05972544e-01 -4.45691840e-03 -2.31451449e+00 5.20653787e-01 3.21173381e-01 7.98701118e-01 -6.11038087e-01 -1.56896373e+00] Distance 8.791452288667585 Each least square approximations [ 5.63127142 -1.05604816 0.73948965 -1.47633325 -0.3448351 1.53268288 -2.46207634 -1.08726639 0.13468284 -1.09276193 -2.32951507 0.52345138 0.8152576 0.78720644 0.22256274 1.08554396 1.47517844 -0.62851387 -2.57079763 -0.44826827] Distance 11.661984470091651 Each least square approximations [ 7.54485667 2.77658722 -2.95893131 -1.32008795 1.64184106 0.78541366 -1.16833951 1.50385166 1.752007 0.8088796 4.45639107 -3.42399962 -1.22189885 -0.7283826 1.44890465 2.6078181 -1.23629253 -0.38770321 -0.982558 0.88850408] Distance 8.266651292703674 Each least square approximations [-10.20522206 -1.18469548 1.14527717 -3.58886103 0.8873885 -2.94662934 -2.11310429 1.22459794 -1.1653113 -1.00956421 1.52529866 1.20129061 0.85504448 0.13188147 -1.60531152 1.88606513 -0.70844243 0.60216097 -1.33208541 2.50419296] Distance 6.554158061662249 Each least square approximations [-7.52137061 -0.09847353 -1.59810828 0.35767402 -0.31546258 -0.3571529 -0.41359903 -0.20961681 1.00336099 3.45202219 0.64530197 3.6058289 -0.25878052 -0.44801091 -2.76845262 -0.77453383 0.8749022 0.97200051 0.28762451 -0.36282874] Distance 10.17694692615168 Each least square approximations [-8.97903265 -3.42578698 -1.78109251 0.50162715 -1.99518091 -0.25363524 0.26774965 -0.80860814 -0.49918788 -1.2993364 -0.07232815 0.85771276 1.49215354 -4.1997439 -0.2562166 -0.65555248 -2.69463448 -0.19372714 0.02689379 0.06283473] Distance 8.317336367134537 Each least square approximations [ 6.69802041 -1.61237952 4.71028545 1.05846446 -0.26223125 2.37641058 1.89213802 0.52192737 -1.64862346 -0.36891326 1.49995405 2.74927195 2.0274334 1.53862819 0.90161093 -2.44124791 0.6059685 -2.27221052 -0.34175884 0.75245535] Distance 9.359913839282292 Each least square approximations [ 7.27771461 2.48758011 -1.03351856 -1.06349364 -1.11823509 0.23019654 -2.78235228 3.53263168 0.26128364 -2.09169818 2.91778253 0.16430761 -1.89136114 0.45221264 0.56890081 1.2482119 1.11324835 -0.95914895 1.85306818 -2.19540153] Distance 9.388077185914025 Each least square approximations [10.92643775 5.28628732 -1.41413954 -0.41721246 -1.2119629 -0.50195404 2.01801198 -0.90919998 -1.72662496 -2.35728246 1.8904293 -1.39495075 -1.41647905 -0.41784851 1.30826073 -0.5613789 0.15016458 0.84855983 -1.04103614 -0.78409198] Distance 4.820892506169865 Each least square approximations [-8.68683624 1.84339057 -0.15338569 -2.33132249 -1.1046716 1.87497864 -0.26323783 -1.74069024 2.802724 0.11934074 -2.63892811 -1.27061222 0.20263614 -0.36045236 -0.73444334 -1.05721293 -0.0105703 -1.36897069 -0.0658334 1.263083 ] Distance 9.282790963820855 Each least square approximations [-5.46762776e+00 6.40281063e+00 -5.55457976e+00 3.70086992e+00 7.22240813e-01 -2.04965963e+00 2.66093233e+00 1.99485133e-01 -2.15564349e+00 -1.10021772e+00 -9.39170022e-01 1.14927711e+00 -1.01768041e+00 9.09608042e-01 2.82016066e-01 2.22939086e+00 -8.75333604e-02 1.54781083e+00 -1.66875611e+00 -4.39884494e-03] Distance 8.74702635718869 Each least square approximations [ 8.06315234 1.88954506 0.23481065 -1.69417654 -0.56711597 5.44088014 -3.95068194 -2.1662012 2.31707177 0.95129613 0.63187304 0.81770209 -0.9484568 1.14156738 -0.55299124 0.24142767 -0.22834933 0.4810879 0.43832052 0.10036425] Distance 9.582576791345689 Each least square approximations [ 8.76877918 -2.81371866 -2.42420768 -2.42818095 4.51404445 3.522278 -0.6713085 -2.87938737 -0.83976483 0.42933197 0.83931762 0.8994136 -0.94038354 -2.39520591 0.72479919 1.18375019 -1.37492251 -2.09282209 -0.7927861 0.70860549] Distance 8.215695440346986 Each least square approximations [-9.27150345 -3.10953433 -4.29860847 -2.68750758 2.46045804 1.15184728 0.40443699 0.43647609 0.7045703 -1.86033275 1.9859153 3.15087004 0.46381772 -0.03268847 1.67165158 -1.26662157 -0.2838616 0.84199215 0.30164175 -1.8864607 ] Distance 8.246616347391154 Each least square approximations [-12.83291644 -1.09577962 -2.71531285 -3.11853966 1.05503186 3.52466139 -0.48434918 1.65914574 0.53249744 -0.35757684 0.32758208 1.36874708 -1.28079601 0.68065324 -0.14458718 0.87116195 -0.97297268 -0.11057928 -0.97591666 0.89718611] Distance 4.05672088350949 Each least square approximations [-9.78059708e+00 -3.03239394e+00 5.46631001e+00 -2.78572757e-01 -2.67020312e-01 1.98330406e+00 8.69026713e-01 -1.58271915e+00 -1.86273875e-03 1.55898897e+00 -2.05513646e-01 6.90161866e-02 -3.94439641e-01 -3.64948569e-01 1.36178628e+00 5.03965696e-01 -1.46416861e-01 -1.25696317e+00 -1.09387971e+00 8.63315189e-01] Distance 8.570810213194465 Each least square approximations [ 8.58504748 -2.81207471 4.40438761 -0.84466385 3.72216241 2.03641337 -0.95380359 2.63767375 -0.06409237 2.08270141 2.31328564 -2.74530749 0.18358222 0.17033571 -0.1097648 -0.14829492 0.95957379 -1.75851955 -0.43237007 0.17587541] Distance 8.64906832192564 Each least square approximations [ 9.8141035 3.48985977 0.38739796 -4.97695564 0.99388993 1.97444498 0.03524487 -2.57590117 -0.15029727 1.01756684 1.81536921 0.26031468 -2.02096458 2.31974095 0.49842268 1.13846403 -0.87955664 -0.13942229 1.67279445 -0.59409841] Distance 7.722762831884447 Each least square approximations [10.43800604 -1.80136249 -2.61599294 -3.35599581 -1.73680932 -1.15676379 -0.40938531 0.34516484 -1.12743647 3.28882292 -1.1984684 1.35082613 -0.83382308 -1.790021 0.05723182 2.15266244 -1.43418639 2.77443493 -1.2804494 0.1547852 ] Distance 7.32857024672156 Each least square approximations [-11.1925998 2.35133237 1.30480982 4.94688194 0.60981344 0.97435672 0.91638989 -0.33284898 1.05553108 2.27173885 -3.59526058 0.45267111 -0.52524576 -0.3467525 -1.68767365 -1.36966754 -1.17198034 0.53493334 0.90112188 0.85667474] Distance 6.080677433926234 Each least square approximations [-7.34177144 3.88191965 -6.81506397 2.50994212 -1.36514358 -1.85874098 1.72105781 -2.43293826 -2.95304121 1.91656225 0.04957468 0.93680922 0.13813332 2.3972564 1.08773907 2.83146388 -1.00702579 0.75761946 0.32441269 -1.97247759] Distance 7.538700944455795 Each least square approximations [ 9.76560174 1.9552571 -1.81055502 -1.11922322 -2.09182903 5.91775516 -0.85659236 0.16338957 -0.51708181 -3.02104783 -0.23736982 -0.83476783 1.30685515 0.59621935 0.01329196 0.57951231 1.02650788 1.67398854 -0.19179956 0.70435125] Distance 8.109211270748848 Each least square approximations [10.2891539 1.33879683 -0.905067 -2.95374788 5.35366602 2.6843076 -2.22162909 -2.52954471 0.12207006 0.27088291 0.33178409 0.43830488 -0.43875538 -0.77560941 -0.16033089 -1.25804168 -1.99488217 -1.45554931 -1.05963833 0.64789136] Distance 7.192606692633788 Each least square approximations [-10.43339048 -2.50238832 -5.10324414 -1.43374244 1.11533053 -0.93553545 2.20389332 0.50238274 2.04727187 1.71137098 1.61616061 3.30730117 -1.62197557 0.41044955 0.72376197 -1.11401671 0.08938173 -0.33772692 0.27503822 0.62271445] Distance 7.09271773326905 Each least square approximations [-1.16452589e+01 2.31319833e+00 -3.74800912e+00 -2.08307612e+00 -1.38229576e-03 -9.61771033e-01 -1.43120093e+00 -2.00201783e+00 1.51932775e+00 -1.20297528e+00 -5.48839816e-01 -8.57720102e-01 1.78832603e+00 1.44387855e+00 5.59657830e-01 1.37017042e+00 -8.71100429e-01 9.19259178e-01 -7.04061354e-01 -7.50764006e-02] Distance 6.772693860988012 Each least square approximations [-9.99837687 -3.04633392 3.80832112 -1.64613948 -3.13216847 0.86220048 -2.39584897 -0.14912229 -0.34927077 1.72725437 1.00665236 0.11318974 1.94452137 0.86050904 1.44271029 -1.51563184 0.73017964 -1.21461021 0.97085198 -0.14915196] Distance 8.233446430689638 Each least square approximations [ 8.85030875 -0.85495486 4.57153608 -3.10620698 4.26473 0.55052278 -2.63115592 -0.38456245 0.86574435 1.13368946 1.81098026 -0.17172909 0.86543607 2.66016532 0.54982825 0.9259508 1.75188792 -2.14937816 3.249963 -0.50954484] Distance 7.652677140910164 Each least square approximations [13.71555983 2.72995363 -0.51386667 -2.64517343 -1.05667648 -0.99624483 -0.7168586 -1.46487949 2.37908422 0.92888725 -1.54914211 -0.90956126 -0.02135095 -0.15332149 1.14537978 0.06866525 0.06904725 0.26531496 0.20351093 -0.11943744] Distance 2.7840828319505873 Each least square approximations [10.90945336 -2.86289762 -1.35100222 -3.32232283 -1.5752779 0.37639965 1.03055371 -1.36218268 1.02454293 1.37137451 -1.466281 0.07664976 1.72798574 -0.44029754 1.71302955 2.84591159 1.20567274 0.30610332 -1.54117268 1.15781793] Distance 7.509504725936671 Each least square approximations [-1.36189208e+01 -3.12381424e-02 1.65061023e+00 1.77336982e+00 1.73678730e+00 -4.24739481e-01 2.02111063e+00 1.96454917e+00 -1.79835276e+00 1.13278971e-01 -2.89076200e-01 6.93360989e-01 1.21489940e+00 -1.25184949e+00 4.37886800e-01 2.95082325e-03 9.95331075e-01 -1.11746799e-01 -2.08629578e-02 -2.12171845e-01] Distance 3.998798721638485 Each least square approximations [-5.71365973 2.96102394 -7.07939699 1.63586134 -3.08726278 -1.19322165 0.56427982 -0.46632291 -2.58528982 1.89772387 -0.72438403 1.74151256 -1.48277629 1.65739927 1.46957625 3.38458697 -1.96467317 1.12901934 -0.84740232 -2.82064576] Distance 8.524451670136903 Each least square approximations [ 9.23565708 2.10984359 -2.15071705 -0.37436116 -1.24317177 5.07272191 -0.41412713 -0.14510935 -0.39515391 -3.39996696 -0.04516434 -0.74478283 1.87242805 0.05071921 -0.22420566 0.18679221 1.3124884 2.04726949 -1.15214067 1.04043995] Distance 8.854454749884454 Each least square approximations [ 9.25981453 2.79100745 -1.87505765 -4.09015359 3.71621162 3.27988748 -1.12470066 -1.28433842 0.72054748 -1.77216095 0.61007259 1.16168601 0.48732104 -0.15419302 -0.26496648 -1.63780084 -2.89651793 -1.49472322 -1.22477987 2.41854623] Distance 7.546289539130249 Each least square approximations [-10.2748666 -0.98258786 -2.99714212 -1.68963148 3.22566543 -2.92483642 2.48945165 -1.72691969 2.06987564 1.87418267 2.17473026 2.4231962 -1.54515027 -0.53118396 -0.2176452 -0.44551451 -0.18677838 0.22090822 -0.35174016 1.01775797] Distance 7.450127958436451 Each least square approximations [-10.6793915 1.5003925 -3.71316242 -0.6720186 -0.97721527 -1.38187003 -1.59165268 -3.73652265 2.58108456 -0.25403503 1.32602996 -1.04836034 1.11117028 1.19065766 0.57586438 1.11301718 0.49291436 -1.06240366 -1.11254775 0.74632233] Distance 7.596334860985178 Each least square approximations [-8.9567297 -3.55344343 2.33012757 -1.87527617 -4.04630795 0.77222608 -3.84374082 -0.68124319 -1.40683854 0.08866216 0.74375957 0.52540347 2.42193699 0.39945868 1.39643667 -0.09257162 -0.16287084 -1.11670588 0.84746202 0.75735488] Distance 8.786787565648481 Each least square approximations [ 7.54453388 -2.01016497 3.85386852 -3.21609288 4.7170146 0.50537641 -3.25379721 -0.72670966 0.82855484 2.05032546 0.82211984 -0.11830327 0.91538618 3.08241464 0.24160229 0.19797692 1.62306173 -1.77310577 2.6697186 -0.40391401] Distance 8.701361389412632 Each least square approximations [ 1.41468906e+01 9.76587972e-01 7.30140590e-01 1.91515382e-01 -3.45300484e+00 -6.30913583e-03 6.65648804e-01 3.58284878e-01 1.36101715e+00 9.49250660e-01 3.72352808e-01 1.24293701e-01 -8.97514783e-01 4.27859707e-01 -8.77943112e-01 1.72729041e-01 6.84084983e-01 -3.51350156e-01 -2.81749562e-01 -1.49031698e-01] Distance 2.2436975031914894 Each least square approximations [10.34478981 -1.24421611 0.66361689 -2.36333975 -3.05287769 -1.1255535 2.30207564 -0.2754098 2.55920541 1.67111885 -0.58954975 -2.06265911 1.90401548 -0.26095203 1.62127401 3.50032397 0.96282418 0.57556596 -0.70023917 1.77170259] Distance 7.524614033854021 Each least square approximations [-12.80769413 0.93402141 3.02151907 -2.09639045 1.92336796 0.36748143 1.03283084 -0.09492746 -2.36619632 0.48981276 -1.13498395 0.64732808 -0.62519038 -0.5183378 0.08050093 -0.48743383 -0.20352496 -0.12700264 -0.82318941 -0.85963397] Distance 5.595437119119118 Each least square approximations [-12.48636274 1.32050526 1.12014398 -4.53282322 -3.99914601 0.08912725 -0.37305221 -0.24255636 -0.27841965 -0.99542585 -0.50274444 -0.14193043 0.20727752 -0.61135218 0.58708373 0.08876282 -0.8752951 -0.47740272 -0.28220123 -0.26365663] Distance 3.2230931194931824 Each least square approximations [ 2.49831435 1.54800474 1.21000419 -1.70658512 -2.81151915 1.42143371 -1.84411981 -1.22874293 -2.49673639 -3.01839148 -3.2317859 -0.79185657 0.21516129 -0.11169746 0.44344215 -0.15634025 0.75649518 0.91932907 0.57204868 0.3456717 ] Distance 12.364682322170543 Each least square approximations [ 5.36728845 4.02488851 2.22043886 -4.0897885 4.81107201 -3.59394906 0.73112047 0.13394968 2.76502285 2.53011795 3.41797204 -1.58282158 -0.32150281 1.03938355 1.09782755 0.62998311 1.84436342 -0.11987104 1.14274286 0.27525321] Distance 8.37840309661403 Each least square approximations [-7.64629448 -0.02569971 0.68533581 -0.93423346 -2.70631024 -3.31732691 2.42396933 0.76884187 -1.34983138 -2.10243244 -1.97111348 1.71779592 1.50274445 -1.49760924 0.94712154 -0.95786696 0.31939863 -1.63135019 -1.49704454 1.71241232] Distance 9.867122317274704 Each least square approximations [-5.19995414 -4.35456359 0.23474454 -1.09730262 -0.28727302 -4.16606394 0.24134016 1.26310338 0.1097836 0.9393788 -1.21188611 -0.30597752 -0.20461187 -0.98217645 -0.51249513 0.96495619 1.11327984 0.64681439 -1.68357452 -0.32360132] Distance 11.562360300490809 Each least square approximations [-8.31773762 -0.80327402 -3.55779783 0.27702952 -0.96571118 2.66056468 1.48985918 3.16720944 1.40385646 -0.3359783 2.51965946 2.62138588 2.22904288 -2.19301751 1.15428681 -1.94826253 -1.06325766 1.44105925 -0.42303532 0.59659928] Distance 8.515659419716958 Each least square approximations [ 7.95388924 4.5406933 0.06600055 2.89094879 1.48518378 0.26307658 0.66517263 1.68167923 -2.75227341 -2.00279092 1.75175826 2.3520296 0.97219776 2.58632777 -2.5536751 -1.36896424 -0.60292065 -0.11675942 1.02354126 -0.22989857] Distance 8.591369467487947 Each least square approximations [ 5.64589374e+00 -1.59784926e+00 -3.19059260e+00 -2.94159596e+00 1.64264657e-01 8.97659987e-02 -5.99925660e+00 9.72902057e-01 1.18827605e+00 -9.77895428e-01 2.43430212e+00 6.17845592e-02 1.28624776e+00 -1.68307870e+00 6.22464774e-04 3.66665277e+00 1.45943593e+00 -2.22833024e+00 5.36844353e-01 2.17973033e-01] Distance 9.241214960191604 Each least square approximations [ 6.82684224 6.22695198 -2.13390357 -2.60431774 1.12516798 -1.04481013 -1.04587664 -3.02671052 2.18340053 -1.4044108 -0.48722024 2.42959192 1.7790641 0.13998903 1.14745196 2.04238372 1.28160499 -0.38613593 -0.40851373 -0.49402769] Distance 8.729896834470114 Each least square approximations [-5.71981222 3.45732999 0.64308366 -0.52591478 -2.35389304 -1.91084943 2.63356019 0.01834717 2.85506714 2.64079429 -0.53743279 -2.77513844 -0.72206317 -2.21016947 1.18764788 0.08512113 2.03233669 -1.77090388 1.30992321 0.9053718 ] Distance 10.395491288666713 Each least square approximations [-9.30650241 4.63978653 -2.54633054 0.53763786 -0.55453376 -0.57914331 -0.43482411 -0.17978755 -1.52319841 3.54000819 1.32310746 -0.20484998 1.15177932 0.18983714 -1.20253422 -0.6466937 0.9716495 -0.90696259 0.51062424 1.78172879] Distance 7.601164855286409 Each least square approximations [ 6.38828608 -0.10262195 1.14413029 -0.6639177 -0.71455218 2.03289335 -2.62771501 -0.78083936 0.03445142 -2.08860065 -2.92892676 0.45385892 -0.24306846 0.59592519 1.01456199 0.31629787 1.90558466 -1.50368716 -0.12372919 -1.83637568] Distance 10.95111089945328 Each least square approximations [ 7.66194849 -0.12949127 -1.24111919 -1.54597044 2.40619156 -0.81626292 -0.09821503 -1.29770675 0.07773579 4.22682667 3.75657003 -1.16514787 -3.49785761 -0.86217484 1.88501838 2.22079292 0.48449709 1.56696873 -0.56576185 -0.20693081] Distance 8.36458631796246 Each least square approximations [-9.08572153 -1.86754225 -1.53746376 -1.5420692 -1.75532375 -0.01715221 0.95104461 4.06625717 -2.19533216 -2.41081413 -1.45266268 0.70195602 -0.1450415 1.56534014 1.25225017 0.34483495 1.46245296 0.86343552 -1.79017812 -1.06713343] Distance 7.9187056702212315 Each least square approximations [-8.03349519 0.21319607 2.22284879 0.19849619 -0.0650451 -0.43753301 0.70725961 0.78856534 0.12379693 -0.16255257 -1.24695937 1.99297469 0.76970301 -2.02116644 -0.23754568 0.70328825 -1.28198032 1.06167708 1.36825385 -1.71778044] Distance 10.457311455648531 Each least square approximations [-8.78715208 -0.41011022 -0.14655684 -0.07316075 -1.63368347 3.36062605 3.60800849 -1.03557196 -0.05146842 -1.18384696 1.65820879 1.6102293 0.93968519 0.37503301 1.02216135 -2.59224541 0.09707751 0.3758419 -0.86907086 0.49724331] Distance 8.745099780216703 Each least square approximations [ 8.11812488 0.53098901 4.07291747 0.42257383 -0.4280111 1.10175601 1.66412858 1.81376111 -3.67846845 -0.72828378 2.75026703 3.8776202 0.16752867 1.75241301 1.69937136 -0.60658048 -0.40153949 -1.46092589 -0.58364805 1.04633871] Distance 7.8402969791947585 Each least square approximations [ 5.9931543 2.6359226 -1.29273726 -4.15889567 1.73011008 -0.18118421 -2.57233308 0.42680325 0.04866138 -3.096375 2.67149793 -1.17523627 0.49502707 -1.20404334 1.14729128 2.56019452 -0.12651062 -0.65556549 -0.45128134 -1.15723428] Distance 9.86436884036261 Each least square approximations [ 8.80893014 2.71317891 -2.2229013 -3.35730451 2.85195808 1.49326689 -3.43741681 -1.08360872 -3.23454291 -1.96275794 0.43871149 1.04994698 -0.63932263 -0.51583016 -0.06251431 -0.4419409 0.27999681 0.85889102 -1.88080788 -0.7106296 ] Distance 7.263589372521148 Each least square approximations [-7.5076029 1.63995012 0.17873392 3.62155936 -4.06276342 -0.55631937 0.0531397 -0.01549395 2.67796165 0.76681421 0.45657835 -1.89191123 1.87758533 -2.2915903 -3.21653714 0.62360972 0.69249248 -0.856845 -0.39436787 0.12982122] Distance 8.784183814331907 Each least square approximations [-4.86335034 4.97522359 -5.19540662 5.32115681 1.65058479 -2.06042411 1.82380021 2.26871524 -3.02596005 0.47192898 1.89458524 -0.09346597 1.98621604 0.32677376 2.12250595 2.00218916 -1.08970829 2.17868089 0.55646729 -0.74128757] Distance 8.551129631615707 Each least square approximations [12.54367199 -2.11368525 -2.47873902 2.84174044 -1.14772121 3.79207288 -2.03283137 -0.90477548 0.6411623 0.79608259 -0.14897084 0.09401596 0.57240123 0.73939853 -1.24511538 -0.43617104 -0.52728924 0.72584848 0.3010597 -0.28306208] Distance 4.823650424715401 Each least square approximations [10.6194621 -2.87569622 -2.78948967 -0.89942908 0.65244216 1.85516608 -2.86076747 -0.41697306 -1.66434232 1.6884352 1.58075586 1.89695623 1.30289938 -0.10410731 1.05206128 -0.72051349 -1.15717042 -1.36658964 0.79955975 0.42530292] Distance 7.979718549375965 Each least square approximations [-8.43857052 -5.31340662 -5.48300803 -1.50826874 1.23004222 1.91552324 1.32791696 0.65781359 0.92820748 1.44434671 -0.00848618 1.43148255 -0.71783563 -1.07432806 0.22824746 2.56105886 -2.53228716 1.07114948 1.32553064 -2.2313266 ] Distance 7.60799686800729 Each least square approximations [-11.53621512 5.50663371 1.48356238 -3.42117716 -1.49609185 -1.4224363 2.97773613 -1.05288671 0.34938069 -0.07848244 2.43521877 -0.47434764 2.16014222 -0.23817429 0.13081433 -0.91265841 0.30786007 0.24061718 0.9358825 1.24714463] Distance 4.315427982829958 Each least square approximations [-9.54991091 -2.16319717 7.29006494 -0.93185715 -0.83911102 0.30792986 -1.41092817 0.2466498 -1.44444303 -0.39282498 -0.64581237 0.67700751 1.42951208 1.9377753 0.43766303 2.29401949 -0.34635938 -1.65030031 -0.56954729 -0.40089077] Distance 7.360148835371094 Each least square approximations [10.09407086 -3.35743501 2.29670067 -2.12925242 1.24987371 0.74963076 -3.04025679 2.19221908 2.33872641 3.84705447 -0.12156309 -0.97034524 0.9638173 1.23117921 0.79595291 0.84031754 2.20902209 -1.85391418 0.68048038 -0.81990132] Distance 7.1418860262070805 Each least square approximations [10.63577606 3.83039151 0.52393033 -3.00838684 2.43821568 -0.89523547 0.54129614 -2.82100648 -1.62729313 -1.95685167 1.04482902 -1.83072228 -2.44304178 0.7221469 -1.6766067 -3.36936498 0.09536328 0.61503856 -0.21957883 -0.72726819] Distance 6.321436029550168 Each least square approximations [10.59024818 -5.14051763 0.59056972 -2.3611471 -0.42876965 1.5095187 -2.08603375 1.18086672 2.06279327 0.38304635 1.12779617 0.58037515 -0.14993087 -0.27071397 -0.04040666 0.7276376 -1.51235807 0.8270756 -0.79230018 1.39121102] Distance 7.728561398344384 Each least square approximations [-11.49733856 -2.8195435 0.90390735 3.57499038 -0.99955946 -2.80505611 -1.38091105 -1.6372642 -2.28914541 0.98626978 -0.69053092 -0.10479439 -1.34945944 1.69792972 0.18849957 1.64571121 -2.24762584 0.60908106 -2.97577581 0.86179086] Distance 5.315312914159348 Each least square approximations [-10.28239286 4.15815803 -6.00713905 0.04919478 -2.06534361 -1.36662814 -0.45035586 -0.40686981 0.19694236 0.08993995 -2.34376853 0.22159154 0.4719757 0.16168967 -0.85308413 -0.38794254 0.05524999 1.2106466 -0.58963489 0.81230513] Distance 5.425737514261542 Each least square approximations [ 7.53222949 2.95539457 1.78461584 -1.85057462 -1.37959183 2.92930034 -3.61216326 -3.00473193 -2.05301782 -2.08055063 -1.99552617 0.3685314 0.9312788 -0.73582372 0.50660023 -0.44052295 1.59411164 0.20837488 -0.19906674 -0.21937946] Distance 9.07783620336865 Each least square approximations [ 9.32279573 1.56280214 -2.73668114 -4.65156764 4.22921592 -0.8669043 0.46005449 -1.90411165 1.05427934 1.36855117 2.26437076 -1.73087126 -1.81644998 0.02948788 1.50809572 0.28665051 -0.03281798 -0.53702025 -0.10366997 -0.46146865] Distance 6.7825294706138015 Each least square approximations [-10.3605063 -2.53467127 -2.90482515 -0.20098651 0.71667963 -0.75716478 0.24190534 2.26199682 -0.53439531 -2.75723087 0.09701963 0.03692126 0.82450209 -1.61730646 0.28616788 -0.90768908 0.95051218 -1.51509759 -3.20434799 1.68907117] Distance 6.878521482820256 Each least square approximations [-9.44280808 -0.05957562 0.30068358 -1.79630743 0.06093266 0.58083109 -0.7534463 -0.2459797 1.62998073 3.38496214 -1.37314736 -0.61458157 -1.0551196 -0.02327006 0.79814724 1.5875865 -0.33592272 0.18974215 -1.48781862 -0.05243537] Distance 9.368448793753023 Each least square approximations [-10.34980903 -3.01377989 0.76450921 -1.56647744 -1.25483743 3.02285503 -0.80543555 -0.53499081 1.43471439 -0.45301342 0.82416842 2.40069063 1.2584593 -0.34409068 0.08518719 -2.05732067 -1.11959941 0.9053781 0.07304268 -0.01979412] Distance 7.524952452721705 Each least square approximations [10.23981887 -0.58017791 3.19661992 -0.80706124 2.93524936 1.69831222 1.64627212 0.18617039 -2.65758625 -0.48043122 1.93971689 1.86277469 1.34607233 1.01003991 -1.45276005 -0.28976407 -0.37561682 -0.35297745 0.25565344 0.26386768] Distance 7.347152550116309 Each least square approximations [ 8.94654205 2.08293493 1.22093971 -3.50618533 1.63626447 1.37483229 -2.65569426 0.94400941 1.07945765 -0.70761351 1.97321492 -0.61253143 0.70485675 -0.79439305 0.84265446 2.49163199 -1.40171655 -2.36307781 1.2154569 -0.98278293] Distance 8.342136828138182 Each least square approximations [10.43080657 2.18338609 -0.48981815 -4.74205213 1.18494962 -2.25431291 -0.66793031 -0.95586053 -1.72311224 -1.08104707 0.52289493 1.79401967 0.06528146 -0.73745638 0.84225968 3.18840819 0.798373 0.84707307 0.16822102 0.20746465] Distance 6.294267201527867 Each least square approximations [-9.12715313 0.35188266 3.46307564 1.87182931 -1.58194582 0.90489233 2.42442098 -0.39568925 3.10739148 3.14052313 -1.39006526 -1.23689687 1.1048266 -1.27137154 0.04250079 0.5304905 -0.13922214 -1.53939572 0.87043584 1.0579334 ] Distance 8.098800376902512 Each least square approximations [-7.31757582 4.02313408 -4.55385309 0.01390882 -2.40453464 -1.09525622 1.89236166 -1.02910781 -3.69173031 1.83844143 0.28274815 0.89834175 -0.47720958 -1.14769622 -0.86133303 2.6234211 -1.08957793 -0.02218707 -1.01224989 0.39877383] Distance 8.624298298191219 Each least square approximations [ 6.5389327 1.88005066 0.94187344 -0.23413482 -0.11720994 4.42165092 -2.50785494 -1.48712927 0.18075912 -3.3143141 -0.99259361 -0.60062739 -0.713947 1.01931361 0.68059827 1.20939706 -0.38606805 -0.05326346 -1.00871961 0.23486979] Distance 10.655712631529726 Each least square approximations [ 7.50768424 -0.78935653 -0.56097994 -3.24774776 5.07405059 0.81336568 1.01070673 -2.17441337 1.86429314 0.70465065 1.52723183 -0.62452113 -0.14440151 0.30643585 0.45709642 0.89935699 -2.98624956 1.32181223 -1.33877933 0.70395708] Distance 9.2259685246672 Each least square approximations [-8.91142776 -1.01405446 -3.37630218 -3.21741899 1.9775681 -2.16595984 1.98217585 0.28991359 -1.64772669 -0.67084801 0.95255577 3.43714898 0.04871521 0.61870813 -0.23682527 -1.27313799 0.81387026 1.52565665 -0.38583541 -0.31461861] Distance 8.361328631541886 Each least square approximations [-10.29713836 -3.49755993 -0.11634725 -0.99973354 -0.95490733 0.53455115 0.91185939 -0.30048324 -0.97272323 1.22905117 0.28379981 1.12604969 1.2275521 -0.55914757 -0.44663337 1.4996868 -0.79730143 0.33098394 -0.65241367 0.45553731] Distance 8.663624203120031 Each least square approximations [-8.82783564 -3.29886624 1.44328246 -0.85007965 -3.56826296 1.3398445 0.66753038 -1.24946088 0.21214435 0.19705918 2.8483085 0.0499204 1.06491904 -0.05547548 2.16473505 -2.23319185 -0.43511695 -0.99476315 0.08085343 1.35607146] Distance 8.701682270825076 Each least square approximations [ 7.2826123 -0.53225788 3.64835561 -2.05028962 3.07558467 1.22890907 -0.85553317 2.06855287 -0.96192688 0.13107816 2.8038421 0.98196843 1.02520571 3.0095413 0.43677774 -1.55458921 -0.09091362 -2.01837023 0.80870699 0.19640524] Distance 9.58297636412573 Each least square approximations [ 9.39346229 -1.20597594 -0.04285749 -5.04579989 -1.32305622 1.16640464 -2.25469096 1.07948226 1.14804832 -2.56967943 2.70310181 0.51253442 -2.14170877 -1.0073518 0.96786106 1.47679539 -1.18715435 0.2018275 1.05269774 0.75867191] Distance 7.351820640577077 Each least square approximations [ 8.99388922 1.23509837 -2.91623864 -3.34799918 -1.68440785 -1.60147729 -0.78477974 -0.70716496 -0.20939543 1.52324039 -0.97796366 -0.01506446 1.16620435 1.48931687 0.15525695 -0.60289631 1.07702365 3.24527016 -1.08901999 -1.00651794] Distance 8.722516078274287 Each least square approximations [-10.01556477 6.34054674 3.19928402 1.78664135 -1.50349389 -0.73364188 0.27962158 0.543052 3.6248848 0.39410651 0.85083335 0.43750888 -0.15608795 -0.0815861 -1.69372388 -0.61454548 1.63681866 0.35682496 -0.87173485 0.30236158] Distance 5.258082776635155 Each least square approximations [-3.93053115 -0.27730839 -4.96780658 -0.57910623 1.1585825 2.25911773 -4.55805052 1.68387723 0.71518654 -0.03071163 -3.50621898 -0.76203717 -0.33690761 -0.54872743 1.16749246 1.8366798 -1.69248865 1.21125086 -2.27260624 -0.64491628] Distance 9.507971585306358 Each least square approximations [ 3.39778579 1.07346544 0.46635727 -0.39569468 -0.86986965 0.73032608 -2.0845305 -2.1716596 -3.97063873 0.76615414 -3.0501168 -0.01244037 0.87197775 -1.83155536 0.5491225 -0.52561179 0.44113096 -0.5106763 -0.36501597 -0.00528408] Distance 11.62276730335587 Each least square approximations [ 4.22665045 3.66674438 -5.49984681 -0.89609122 0.07789697 -0.52894128 5.20369981 -2.77874159 1.76202315 1.64840022 -2.31976006 0.75295796 -0.83530152 2.17424728 0.29441145 0.4044176 1.05354595 -2.19484117 -1.16475365 2.00220408] Distance 7.953887722434601 Each least square approximations [-6.95545967 1.95277191 2.58390221 1.63606406 0.74747322 2.33030311 -0.92141739 -1.11224772 1.69526564 1.06666002 1.78011021 -0.74611718 0.87305474 -0.9132948 -1.78738261 -2.36549619 0.85482718 1.73025189 -2.67748672 -0.64449444] Distance 9.507705197100698 Each least square approximations [-2.45353128 1.68462411 -1.86766041 -2.16959695 -1.22950234 0.46732641 -1.70039247 -0.4287559 1.40495715 1.22348658 0.5692005 -0.42586293 0.51246653 -0.17341714 -0.56678469 1.27300826 0.58575489 -2.14818837 0.33644624 -0.54427675] Distance 12.490515330804067 Each least square approximations [-5.17571908 1.41120447 -0.80458804 -0.409149 0.3099798 0.33553135 -4.44243224 -1.19136723 -2.21822381 -0.76191436 -3.33187425 1.40906177 1.37923244 -0.20012075 1.73986112 -2.49534766 1.00863238 1.21025605 2.58185368 0.61278705] Distance 9.959118152450952 Each least square approximations [ 3.3924133 -0.40592134 -1.71676262 -3.51040505 2.76071581 1.82880772 3.62593775 -0.39570599 0.18600226 1.56509785 -0.08929351 -0.17614242 1.30970561 -0.31995458 -1.83021033 0.62695773 -1.25064047 -0.01720323 1.20279156 2.70800933] Distance 10.945668561352315 Each least square approximations [ 4.37609086 1.27197265 1.92627365 1.31340747 -1.09389483 0.08563239 1.67137434 -0.6275503 -0.19244952 -0.37480321 2.99696842 -0.61007814 2.32187543 -1.67488843 -0.67602118 2.98904682 -0.40285799 -1.05744189 0.91721149 -0.59428561] Distance 11.36926034340953 Each least square approximations [ 4.50720873 0.94706644 0.66567734 -0.62723663 2.91042867 -3.73728517 0.61766017 -2.44285523 1.84119548 0.93859314 0.07067204 -2.6067049 -2.27344226 -0.69879255 2.66157198 -0.12163297 -0.75059303 -1.5338153 0.43830867 0.52133491] Distance 10.554974744474894 Each least square approximations [-3.84178773 -1.34112668 0.79897857 -1.17748525 2.38446429 0.8158538 -1.79444007 -1.76129344 3.43274799 2.0029974 -1.2489525 -0.3282687 0.69594906 -1.66902781 -0.39377241 -0.92630456 0.72362693 -1.63999728 -1.83657891 -1.7745084 ] Distance 11.2566128974014 Each least square approximations [-9.32680598 1.58609853 -2.09771768 -3.16928748 -2.76404822 2.30267171 -0.9956597 1.20578279 -1.56291968 1.01355154 0.06347549 -0.75529774 0.40020625 0.12668707 -0.06513378 -0.09635949 -1.20998411 2.17980371 0.64510489 1.09830965] Distance 8.021261822787173 Each least square approximations [ 4.03477754 0.14324887 0.3671782 -0.71420496 -1.21282123 1.9708157 -0.86864014 -0.2830997 -2.02260678 -1.70749501 -1.8348443 -0.55419707 -0.59506853 -0.05685004 0.04116109 -0.90890198 2.02208414 0.25420579 -1.17352933 -0.79699377] Distance 12.43320021038969 Each least square approximations [ 6.10492705 2.67452208 0.49380027 -2.22168451 3.18634142 0.69435647 1.68854237 -0.541608 3.2626107 3.16274581 3.36804654 -3.22299904 0.08679188 0.11823098 2.934778 -0.9689504 1.03841213 0.48634892 0.17252605 1.41157518] Distance 8.77943275979168 Each least square approximations [-8.50691054 2.06200734 -0.55974714 -4.50521159 -1.2153591 -1.3824226 -0.68121917 2.14986183 -3.12610615 -1.90711373 -1.26502473 -0.93211764 1.58270351 -1.87061359 1.93442711 -0.40898307 0.7513379 -1.10610077 0.99829225 1.5256905 ] Distance 7.690384078390338 Each least square approximations [-6.59214252 -3.08502006 0.37810107 0.49948534 -0.67679053 -0.64217032 1.40773725 1.26095985 1.07823196 1.3425918 -0.02064949 -0.15364942 -1.68606265 -1.51115319 0.16084016 0.29319744 0.51680011 0.4585117 1.51969707 0.25827646] Distance 11.263261738100395 Each least square approximations [-8.6396893 -1.37302368 -3.14079549 0.91198297 1.89644126 1.25491135 0.45123957 -1.38230769 0.86941182 -1.83151629 1.26145341 1.83453735 2.15257135 -2.87325484 1.52909413 -1.83127085 -2.6479915 -0.05351772 -1.65831985 0.70864514] Distance 7.957635937234445 Each least square approximations [ 7.3225725 2.41393385 0.91663572 2.68000159 -0.27537984 3.03256027 0.63603921 0.2439004 -3.56367067 1.50533789 0.63112804 2.15795534 0.63594435 2.0009899 1.46335584 -1.50506344 1.38677487 -0.34181333 -0.30712902 -1.11047968] Distance 9.2919771103654 Each least square approximations [ 6.19321053 -0.39331332 -2.29805744 -1.14050766 0.37125568 1.08381391 -3.19747794 1.16377825 1.01187247 -1.80708097 2.14374181 -0.25735887 -0.69877871 -1.70559784 1.83614929 1.63776581 1.23268649 -1.89922879 -0.38292641 -0.13512521] Distance 10.680511348002138 Each least square approximations [ 7.73673586 7.0100696 -3.36196001 -3.94862737 -1.01572511 -1.11376669 -2.45626484 -2.00100474 2.27826098 -1.50759054 -0.42969611 1.35016388 1.5787945 0.11327266 -1.07902231 0.22350371 0.60981762 -0.59037661 0.21421559 0.08317351] Distance 5.7952113036 Each least square approximations [-6.71276815 4.05936031 -0.19212969 -0.53497733 -4.50019786 0.78322378 1.92497754 -1.06352594 0.3622198 1.24862126 -1.46870681 -1.50869116 0.24759309 -1.05765513 0.3246728 -0.44917917 0.83905334 -3.53339162 -0.4700448 1.15473883] Distance 9.264545374662315 Each least square approximations [-5.36899016 3.51758406 0.33109802 4.35151953 2.58571979 -1.83446314 2.45207331 0.7234739 -2.43085499 -0.20194488 1.01743023 2.56923578 0.49810682 -0.56145125 1.21345824 1.6835201 0.15740464 4.27802287 -2.21736562 0.11060935] Distance 9.543521948655325 Each least square approximations [ 5.01678189 -1.21518849 -1.32657381 0.75351471 -0.08297237 4.64107773 -2.61348234 -1.93214998 2.08828764 1.21419044 0.32534637 1.45182847 -0.68395704 0.44603596 0.51841479 -1.25619936 -0.39420025 0.24891973 0.87095749 -0.80021873] Distance 11.677376065613322 Each least square approximations [ 6.80391289 -3.13622406 1.70782737 0.07197626 3.22095127 1.70696614 -0.86883983 -0.94017977 -4.39670883 -0.59544565 2.33923695 2.28598117 -0.40944243 0.58808075 -1.80202699 0.04207165 1.87439993 -2.6468116 -0.67030494 1.07323434] Distance 9.453995652464348 Each least square approximations [-5.23921589 -4.54327708 -3.32686748 0.18263499 -2.28194394 0.46847888 0.49934181 -0.85965003 2.73155167 -0.20534914 -0.70154918 1.83097546 1.86099963 0.00539931 1.03479083 0.09373296 -1.71635767 1.85497166 0.59222813 -0.65845782] Distance 10.997848711446796 Each least square approximations [-8.29874501 -1.0566424 1.06330218 -4.86023332 3.63987117 -1.75417782 -2.13818661 -0.15965582 -2.96655086 -2.56652974 1.75388211 2.96479178 -0.40120227 0.68140071 0.37463817 0.40920587 -0.03242525 1.32255568 1.56623229 2.00969204] Distance 7.58498748295674 Each least square approximations [-6.0414659 0.55317674 6.1133818 1.45319062 -1.34579943 1.08818226 2.11002872 0.19679528 -0.50813357 -1.34450499 0.45068772 0.99148372 -1.34921869 -0.64928806 -0.9848274 2.09352613 -1.30800563 -0.9981282 1.01755223 1.63666516] Distance 10.42004631932688 Each least square approximations [ 6.96946274 -0.73607576 -0.93552806 -1.09431719 0.17891371 0.88476506 -3.37218964 2.27661308 0.34020407 0.36130774 0.99568434 -2.53286632 2.06992872 -0.72851313 -0.42022248 -0.82757096 2.56789332 0.01145315 -1.05160859 0.96785761] Distance 10.913203059846598 Each least square approximations [ 5.66948729 4.09554054 -1.9055878 -3.76401534 0.66492913 1.05959278 0.34925046 -3.72853776 -2.03770904 1.99098736 2.7175094 -0.47462964 -1.7081954 1.28059323 -0.63612888 1.42032568 -0.45006912 -0.09193948 -0.04704816 1.25763553] Distance 10.139849265937034 Each least square approximations [ 5.94330959 -2.49822322 -3.09086262 -0.58773328 -0.78504454 0.09576858 -1.15793336 -1.26852937 0.6352654 1.0647672 -0.44847903 1.0562412 -1.16791058 -1.84199229 -0.08443667 3.76159397 -2.29050873 1.27195346 -0.75448116 -0.37968265] Distance 11.190993541897745 Each least square approximations [-6.62181004 -0.28627383 0.60404889 3.1773921 2.70358215 -2.68474117 1.85008549 -1.32765772 0.45675649 1.45415633 -2.7613748 -1.18694047 0.11449173 0.64551203 -1.45063301 1.52922739 0.6627892 -0.07133127 0.49819906 0.91000668] Distance 10.852550486773495 Each least square approximations [-7.96225461 2.72483141 -3.3952535 0.40887589 4.44500512 2.14576133 -1.09814881 2.93334642 -0.84358833 -3.33645032 2.15529196 0.54188803 -0.70760868 0.23101165 -0.09434846 0.67304804 -2.28790765 2.44000376 0.12865683 2.80683186] Distance 7.303766630719984 Each least square approximations [ 6.42639608 0.69709595 2.42411999 -0.65435065 -2.25421301 2.07196717 -2.37143287 -2.26034425 -2.5095966 2.78493919 -0.99126338 -0.03458 -0.15534542 -0.1310732 -0.88025836 -2.70683262 1.04411732 -0.64225142 1.01533912 -0.05149567] Distance 10.63028077960301 Each least square approximations [ 7.42786547 -2.23669016 -1.47873036 -3.22767826 1.71718087 -0.63326553 1.89061261 -0.3669319 -1.08527574 3.97653707 0.53285983 -1.48998157 -0.51374476 1.75196103 1.92873472 -2.72598388 3.44812058 -1.98276654 -0.04192416 -0.7166021 ] Distance 8.76138932310738 Each least square approximations [-6.86596575 0.20965438 -3.61061532 1.22228482 -1.13219854 2.25422897 -2.32557075 1.93391547 -0.34420489 -0.81102642 -1.92262869 -0.02077777 1.84821315 -4.5503222 1.20310318 0.24567987 -2.35072694 1.48974195 -1.23342421 -0.63834924] Distance 9.48221010123713 Each least square approximations [-6.62526781 0.29852071 4.0201123 -5.49738186 1.0703749 -1.27598723 0.06171957 0.8526047 2.02857476 0.92616959 0.61286047 -1.83256126 -1.05999922 0.9674282 0.45191374 -1.85224534 -0.31431013 0.5761806 0.9502065 0.77816424] Distance 9.8338931747909 Each least square approximations [-9.2358786 1.21206156 2.22913952 -3.19585059 4.40485092 1.22975572 -0.60015891 -1.79430964 1.17350422 -1.93730815 -0.24393156 0.93060434 0.36932739 -0.40542024 0.37585823 2.10527875 -0.86103831 1.00673589 0.00999401 0.135221 ] Distance 8.23196469075837 Each least square approximations [10.87652272 0.64447813 -4.83058843 -0.8325869 0.32269031 4.92161186 1.7065741 -0.0702342 0.47516674 1.03142075 -0.53885313 -1.63549593 2.19494687 -0.89321713 0.70615872 -1.75786455 0.2248491 0.06892213 -0.95948827 -0.69991372] Distance 4.691032081503911 Each least square approximations [ 4.3779728 2.66691544 2.07033231 -3.99771523 1.99623178 1.66051304 -0.16399093 -2.96646845 0.88897704 -1.45753937 2.64228089 -0.68394437 0.45038757 -0.47022443 -0.89874347 0.77462523 0.73599094 -0.1213629 -0.02980152 0.10359235] Distance 11.490706014163996 Each least square approximations [ 6.29275196 0.43499871 -2.67251697 -5.36979097 1.50674672 -2.19677928 -3.02653487 -0.05174578 1.70727341 0.37532162 0.76026113 0.55876109 -0.67794966 0.86573503 0.26237256 0.07087926 -2.8230702 -2.49480358 0.04033663 0.90108963] Distance 9.729158459851199 Each least square approximations [-4.78245828 -1.22861742 2.4247862 4.40693725 -0.75636572 -1.08194927 0.83242844 0.54852204 0.39945934 2.44083883 -2.04846677 -0.79038027 -1.91059302 1.43698062 -0.57744267 2.43519308 -0.63093173 -1.61427821 -1.14842833 2.24319832] Distance 11.055583269311361 Each least square approximations [-8.52432993 -8.56687183 -0.55682811 4.78505745 -1.27874147 -1.31572601 -0.99890707 -0.3151183 1.81958266 1.54660181 -1.53315033 -1.16773503 0.83323518 0.9795742 0.43439002 0.23460188 0.20017358 -0.17383696 0.7849536 0.94342216] Distance 3.687387105973522 Each least square approximations [ 2.17099293 1.81630704 -0.14726713 -1.07955501 -0.88368614 1.02283945 -1.67108429 -1.64188826 -2.23219232 -1.70374112 -2.93379472 -0.50169551 0.52732244 -1.47685199 1.5346971 0.05267219 -0.3666423 0.66121504 1.79108595 -1.93428902] Distance 12.434481776214122 Each least square approximations [ 4.42439875 1.48889981 1.37220532 0.60998916 1.49491404 -4.43601249 0.17181352 -1.74351545 3.77037475 0.13764731 2.93526372 0.68084421 -3.44706224 2.18616412 0.78742521 -1.34977336 -0.11969653 -0.61663459 3.97952988 0.03985308] Distance 9.619452764616414 Each least square approximations [-3.68320258 0.48315117 -1.56222631 -0.14001473 -3.75661304 0.3699578 3.51901293 1.76443808 1.004333 -0.99246781 1.8917819 -3.68302165 -0.53817271 -2.29986744 -3.50914122 -1.0341579 -0.60929806 -0.73224657 1.42533885 0.24851866] Distance 10.635217992987704 Each least square approximations [-1.49336958 0.88713231 1.32867452 1.28828927 -1.78588373 -0.19616761 -2.82969938 -1.50860456 -1.85526795 -1.58652325 -1.90416205 1.28917262 2.61726835 0.43545451 2.51571345 1.13724927 1.43181203 1.17410634 -0.33219266 1.37514609] Distance 12.203350309051803 Each least square approximations [-4.24133562 1.48920073 -1.3517162 3.65428571 -2.06193554 3.3708343 -3.13183398 2.67817652 3.1557871 -0.48624708 0.35305679 -0.89969728 1.05976571 0.37678716 -0.43002274 -3.23746878 1.5384186 0.7033132 -0.19071103 2.04803144] Distance 10.103367853800812 Each least square approximations [ 3.33329795 4.23426388 -0.14583846 -5.27661567 -0.24517173 -1.90348518 0.93154294 0.45222694 -1.65568454 -0.83067678 1.60783449 1.18079381 -0.19188118 -1.48960739 -0.52885439 1.36472426 2.92049952 2.12443362 -0.96289692 0.44621449] Distance 10.610219673183888 Each least square approximations [ 2.95466647 0.25066115 -2.51201684 -2.10586177 2.76807905 -0.06987943 -0.25158584 3.1030986 0.84560951 0.19306993 1.37986191 -2.13874887 2.03702343 -1.93670148 -0.39867228 1.37492212 0.77242846 0.32227936 -0.7236686 2.35159828] Distance 11.806006289290025 Each least square approximations [ 2.51531573 0.48704275 -0.36924118 -1.69412869 0.48062896 -0.55336608 -1.1584597 -2.9825702 0.196891 -1.94453004 1.58726266 0.27280952 -1.11349881 -0.13378643 -1.04106168 0.69569875 1.89070574 -0.62842007 -0.0859134 -1.47936824] Distance 12.824323919848705 Each least square approximations [-2.10680251e+00 -6.72160818e-01 2.57214234e+00 -5.00290997e-01 -1.41038877e+00 -1.45364523e+00 5.22016987e-04 -2.91661736e-01 2.98144337e-01 1.00816097e+00 1.19734117e+00 -2.23434343e+00 3.94961395e+00 -6.96823899e-01 -6.57467692e-01 4.81647051e-01 1.89346676e+00 -1.69093712e+00 -2.75484194e-01 8.42203096e-01] Distance 12.359593319175941 Each least square approximations [-5.59852686 3.91124899 -6.95886946 4.29757982 1.610258 -2.3281277 2.34596878 3.42412234 -2.28549968 0.74462159 0.13316517 -0.19299858 1.3451415 -0.31670154 0.27089377 0.32366481 -1.48926716 1.08267226 1.99895265 0.68970164] Distance 9.027167153139128 Each least square approximations [15.16845042 1.10091488 1.54186885 0.71129636 -0.07594516 -0.67063761 0.41054367 -0.18214049 -0.01635439 -0.08099688 0.17271364 -0.31808727 0.23169377 0.22762844 0.03966739 0.10943923 0.26877225 -0.16871053 -0.40207396 -0.20129116] Distance 0.809720607506325 Each least square approximations [10.68801473 -3.49482773 -4.94652396 -2.54919899 1.030592 -1.04156467 -1.44508871 -0.02845354 0.83416426 0.78077056 0.63367196 1.72685137 1.58045458 -0.25788115 2.08832685 -0.2077027 -0.15773031 0.048418 -0.54478666 0.18716908] Distance 7.898302065888982 Each least square approximations [-9.18055783 -4.27652894 -5.64478722 -0.16225477 1.81079942 2.11966307 1.15450331 0.20616245 -0.34640637 -0.44339291 1.00562373 1.08236702 -0.58637892 -2.10369198 -0.25186959 0.80283072 -2.70171357 0.82582139 0.81705827 -1.63010892] Distance 8.553269589573196 Each least square approximations [-10.72687626 5.59791659 2.8436444 -1.84759534 -4.79250149 -1.77298679 0.14252728 -1.18030572 3.41899927 0.71959578 0.34288694 -0.3265199 0.9895701 -2.07500639 0.42480506 0.37753212 -1.34141399 1.6541244 -2.32723605 0.96960322] Distance 4.657389823243225 Each least square approximations [-9.85996578 -1.82878223 6.51936544 -0.98945682 -1.79000018 0.98106103 -2.24499131 -0.95969647 -0.64738298 -1.24994606 -1.27863899 -0.70510095 1.18361949 1.39752149 0.67021643 0.67130744 -0.41370943 0.49021453 -0.30227153 -0.24194496] Distance 8.54101673453642 Each least square approximations [10.62801433 -3.51181878 3.70499564 -4.01295126 1.35276108 0.91481126 -1.40604406 0.94857283 1.68227858 3.47746016 -2.47952602 1.44353066 -0.17428678 -0.51091407 1.88812908 2.22930235 -0.23839086 -1.688613 -0.13596276 0.84879683] Distance 6.305545523932545 Each least square approximations [10.28485673 3.56127406 3.17718232 -2.34814704 3.91551568 0.32465166 0.39548277 -0.69610575 -0.54936895 -2.96858775 1.41658495 -1.50303268 -1.25566144 -0.99569602 -1.59638007 -2.30355824 0.41335376 -1.13517789 -0.37968395 -1.0992456 ] Distance 7.699867646878121 Each least square approximations [10.81409553 -5.18621905 2.14744686 -4.01058855 0.10668211 -0.04518178 -2.67684649 0.2890897 1.20043097 1.16207424 3.14324316 -0.15194616 0.52804224 0.89080289 0.4389066 -0.04836767 -1.06840059 -0.12713058 -1.24538397 1.2313085 ] Distance 6.786964341649717 Each least square approximations [-1.09188946e+01 -3.98500375e+00 2.28924738e+00 2.46685129e+00 -2.70037408e+00 3.73315559e-02 -2.44402672e+00 4.90442707e-01 1.73097736e-01 2.21670432e+00 6.39939372e-01 -6.14166899e-01 -1.50929135e+00 2.17152311e+00 3.30163230e-01 7.22113618e-03 -1.66270732e+00 -6.92959212e-02 -2.66314685e+00 1.69830874e+00] Distance 7.108806265385879 Each least square approximations [-6.13368175 4.10818051 -3.08985666 2.50100744 -1.90585602 -1.84352781 -5.20903113 -0.03329375 -1.28415425 3.51134831 0.54071292 -1.40953594 -1.52214276 1.3238552 0.04869962 1.96215087 0.54719921 2.0086247 -0.1487679 1.17905603] Distance 8.72068258831036 Each least square approximations [ 6.4396532 -2.15831266 -2.68876505 -1.53440436 -1.13351036 1.76620145 -2.67026696 -2.35957642 -0.39489964 0.24632647 -3.95529961 0.31085675 1.14169686 -1.2243124 0.5141133 0.28825549 -0.14809956 0.46547979 -0.93255191 0.160131 ] Distance 10.834613537258983 Each least square approximations [11.15035387 5.70367445 0.3558252 -0.35364532 -1.3982327 0.84053819 -0.89210915 0.51365827 -3.31168183 1.65067454 1.43332249 -0.86565781 -0.72178567 -0.10903989 1.286062 -0.423443 -1.00909261 1.68767252 0.52144114 -0.31477348] Distance 5.148705748100017 Each least square approximations [-8.90459522 -2.93228127 -0.3384674 -2.01093583 -1.7835491 1.02351885 0.43826476 0.93697486 2.16680424 0.71251395 -1.2746453 -1.64757832 -3.76226563 -1.77024731 0.07190342 3.57309391 -0.57399851 0.59241459 -2.54350633 3.84227999] Distance 7.181998249703696 Each least square approximations [-6.5634555 1.8760169 0.95499293 -2.69969557 1.30338967 -1.27377287 0.88535118 -3.29774233 0.01118031 1.293292 1.99008805 1.67924666 -0.94784677 2.12731917 0.42243882 0.56254543 1.91600994 1.74085122 0.70409239 0.36446486] Distance 10.906999111681495 Each least square approximations [-7.5251753 -2.06537677 1.27046757 -0.24768886 -0.50345422 -0.40603829 -2.46505607 0.28624333 -1.76056622 -2.47306228 0.16379707 2.1767846 4.18258632 -1.27366393 -0.61824197 -0.46992704 0.41433841 0.1830171 2.39018456 -1.73395449] Distance 9.93340823478236 Each least square approximations [ 8.39206327 0.31960773 2.70246458 -0.20560392 -0.23902847 0.18847894 0.90744698 -0.37496553 -0.83885799 -0.81579024 -2.33271278 -0.88287672 4.8190457 0.20798395 0.9476331 -0.81046011 1.5970683 -1.18973061 1.1027802 -0.87084494] Distance 9.651966921939422 Each least square approximations [ 7.5208085 2.66173626 -0.11117231 0.52714331 0.23132298 -1.44060594 -1.28335336 -0.10840889 0.87172975 -1.66388001 3.22854637 -3.05417411 -0.39858454 1.10053339 0.65807726 0.18138917 -1.81390988 0.44045977 -0.94620087 -1.6083089 ] Distance 10.518382666098095 Each least square approximations [ 8.82383927 1.26328822 -0.80963478 -1.73908806 0.75117138 2.65392574 -0.06124561 1.75729638 1.23737273 -3.43200802 0.85576658 -0.70590002 -1.74097849 -2.05229256 -1.64770232 1.67515936 0.33836107 -0.2316605 -0.50419738 2.32206331] Distance 9.13726549054928 Each least square approximations [-6.95238405 -1.73262459 0.78909397 0.04149846 -1.23708642 -1.29989714 1.99356762 -0.61869467 0.39617521 1.01279975 -1.03437082 1.42570214 2.484505 -0.62813505 0.19652926 2.31931131 -2.12683655 0.71035574 -1.0965427 0.62904558] Distance 11.314060494363066 Each least square approximations [-7.49267395 4.73578374 -3.93161263 2.78822332 -2.81642933 0.69003433 -3.11688022 1.97636908 -2.34604032 3.50618803 -1.25247779 -0.41055772 1.30376928 -0.75053389 -0.16832803 1.99586606 1.12806209 1.62596342 -0.34425535 -0.9284837 ] Distance 7.686027375651755 Each least square approximations [ 7.86885366 -2.50755025 -0.52534207 -1.63552268 -0.68849735 1.8664914 -2.61411587 -1.92781432 -1.59708613 -0.73399602 -3.45952431 -0.08424972 -0.40086468 0.43237668 -0.23048243 -0.1135956 1.4132069 -0.49424207 -1.60972026 0.2797679 ] Distance 10.370893700575563 Each least square approximations [ 8.9250244 3.95485479 -3.59754645 -2.00229412 0.75262916 -0.20606337 -1.5606623 -2.52015595 1.95309917 2.0038466 2.98259393 0.33326841 -0.48410432 -0.50623801 -0.7835356 0.06537721 -0.08769564 1.74866447 -1.20234014 0.66300348] Distance 8.310812878355925 Each least square approximations [-12.35804653 -4.32982729 1.12541086 -1.06203321 -1.86328744 0.46659608 -1.11949 -0.10251476 -1.01908677 1.95916386 1.11573256 -0.44347453 1.01977457 1.04814722 -1.48698675 1.79161386 -0.06230969 -0.54659849 -1.04377821 1.24269282] Distance 4.240218422681859 Each least square approximations [-7.61718589 3.35972174 -1.00842946 -2.84803352 -1.47451518 -0.07507054 -0.7502004 1.37253511 -0.62138857 1.27597582 1.91486894 4.56678511 0.4772375 -0.08788349 -2.73266921 1.86999609 0.4663572 0.2760685 -1.11872645 -1.11008064] Distance 9.488545377987357 Each least square approximations [-10.70342605 -1.05572634 0.73683954 0.45890116 -3.28647598 -2.92190496 0.9474983 0.65884775 -1.91382093 -2.48011172 -0.93168506 0.04972937 2.32985006 -2.36601373 -0.50109883 -1.86027951 -0.01190394 -1.1689684 0.58496481 0.3713275 ] Distance 7.017106730229359 Each least square approximations [ 8.70695823 -2.08341428 2.09144253 -0.76037664 0.10594921 0.25605024 1.35472217 -0.2842516 -1.7970418 0.63131177 0.27767881 1.13465435 0.94188935 1.61619253 0.20314605 -0.94772702 -1.8679048 -2.96801465 0.4573223 2.69698088] Distance 9.86413911472844 Each least square approximations [ 8.5066717 2.90167524 -0.0490024 -0.29449992 0.86869175 -2.76328609 -3.10078758 -0.17093272 0.27398517 -1.66599759 3.92442305 -2.11809589 -1.19609812 0.60098616 0.44972613 2.38788042 -0.59252679 -0.70399373 -0.14346704 0.02876929] Distance 9.132432126879026 Each least square approximations [10.97809504 -0.1271745 -4.01768337 -0.75935069 2.722103 -0.07996921 1.49283022 -2.14643864 1.85236301 -2.36753374 2.4698941 -0.12820356 -1.68443543 -1.18105885 0.76197821 1.10027006 1.31520165 0.69401201 0.16166822 -0.0768474 ] Distance 6.219730175770031 Each least square approximations [-9.54826244 -2.06647504 -0.67199213 -1.05678122 -0.09208279 -2.43239542 -0.44168514 -0.7314421 3.70280604 2.58240967 -0.80350735 0.3471249 1.56257519 -1.31927554 -0.88502142 -2.34639896 1.25561909 0.1341715 -1.37421833 0.98078471] Distance 8.595667174809437 Each least square approximations [-6.26891919 8.10068179 -0.58693124 4.67943665 -1.66984963 0.37959195 -0.63977996 2.23623656 -3.14104475 -2.60456784 0.88221508 -1.67393817 0.33303675 -0.07995467 -0.74560372 0.82683646 -0.25521843 -0.13842545 3.04838244 1.30612835] Distance 7.42740016143283 Each least square approximations [ 9.26873931 -3.8638936 2.17652555 -1.74303228 -4.83409981 -0.9360059 -1.68927245 -1.50633637 2.77558304 1.13243022 -1.04852535 0.28991664 -1.01116408 0.94395754 -0.36703394 -0.08374213 1.87540849 1.18720318 -0.58665494 -0.05307283] Distance 8.23774595117215 Each least square approximations [ 9.17370762 -0.60841399 0.4790943 -2.20261098 0.66248642 -0.27588216 -1.54579181 0.13790108 0.17652402 3.68629566 2.24267537 1.06967902 2.15316968 -3.06012499 2.64080957 0.00974242 1.89547548 -0.20391329 -1.05693296 -0.16377723] Distance 9.233785565802659 Each least square approximations [-6.99005702 -6.18563728 -1.35556112 -4.75496133 -1.1851253 1.60939102 -0.65664423 -0.14656725 -2.0378711 -1.00044696 -1.09978425 1.21513995 1.17743608 -2.42661409 1.35943222 2.4133652 -3.37977723 0.11513734 -2.25480826 -0.4909858 ] Distance 8.232553109959627 Each least square approximations [-8.17312755 0.66358358 2.80996175 -3.61042261 -1.85883098 -1.57807258 4.21088125 0.83026489 3.93582388 -0.68722486 1.6461697 2.57334181 -2.190957 0.56895209 -1.33739218 -0.5073015 1.32792228 3.47970333 -0.68484489 0.24182601] Distance 7.996186442469546 Each least square approximations [-9.19154884 -3.52874199 4.2643794 1.06453912 2.78524738 -1.61610293 2.77182495 0.73888332 -0.90607619 -1.50271883 0.86081319 1.08452369 4.08280713 -0.43024915 -0.1171863 2.64820967 -0.48463964 0.47490522 -1.2632129 -1.2950037 ] Distance 7.475103316702856 Each least square approximations [12.30500602 -3.32832888 1.49007347 3.23238385 -4.24906453 -2.64564045 0.80490195 0.37493318 0.57743294 0.2539917 -1.38591923 -0.58179621 1.82461104 0.37291927 1.22013888 0.61614987 -0.31531143 -1.46189022 -0.35461873 -0.18219549] Distance 3.4568225813660476 Each least square approximations [ 6.13300073 1.91436805 -0.08364621 -1.40742411 2.7035255 0.14911611 -2.62504392 -3.27384454 1.32250703 -2.45013 2.96166256 -1.59162485 -2.36866069 1.73781043 0.40361393 -0.97659294 1.47629837 -0.06264828 -0.01541191 -2.10457994] Distance 10.941548069073471 Each least square approximations [ 9.88720384 -0.05095238 -1.13000253 -0.5266972 0.51450298 3.04223912 -3.9557446 2.48679119 1.59851745 -1.7962768 2.32167087 3.86266914 0.72811228 1.84724726 1.87804848 1.12744342 -0.69604361 0.53009015 -1.62765006 2.54993799] Distance 6.9228211809143385 Each least square approximations [-7.24802458 -0.62923753 -1.84545827 3.29649042 -3.28634563 -1.622996 1.01769624 0.7463812 -0.11840809 2.91845242 -1.69143233 1.2017608 -2.58564692 0.33650567 0.893899 2.08321262 -2.72220315 0.85684439 -1.41386047 3.17857853] Distance 9.802574994557892 Each least square approximations [-6.91200027 8.15626365 1.59544072 2.53810374 -1.58256696 1.33955693 0.2003831 1.92823918 -2.12963402 -2.49574174 2.10047447 -1.77656523 1.13012768 0.31195964 -1.10985637 1.26572722 -0.07401651 1.56315162 2.90670366 1.49632935] Distance 7.690291424195377 Each least square approximations [ 7.51519924 -4.86173729 1.75894387 -0.90238337 -4.65472793 -0.87759208 -1.29230058 -1.19979001 2.04829737 0.99279378 -1.18569797 0.21060479 -1.21623514 1.67029483 -0.62383576 -0.94065304 1.5860835 1.87262246 -0.54680589 -0.27737306] Distance 9.900560891233193 Each least square approximations [ 8.26667851 -0.18237519 1.8407954 -1.05935328 0.74967023 -0.38595394 -1.18425047 0.37015733 -0.06848529 4.37563957 2.99081274 0.88324766 2.31052346 -3.44160025 2.1248529 0.36319705 2.72674643 -0.26114262 -0.68681612 -0.26763169] Distance 9.60613644598245 Each least square approximations [-6.54030514 -5.05195192 -0.58346602 -5.1388897 -2.87423728 0.72778219 -1.00672399 0.19927973 -2.92326402 -1.85750105 -2.56526961 0.95322623 0.81455698 -1.09222324 2.29179513 2.38679548 -4.00361539 0.91576057 -1.58438449 -0.95247343] Distance 8.288354984010061 Each least square approximations [-7.31153784 -0.16079295 2.97936401 -3.65226555 -0.79113283 -3.24226282 4.88731289 1.97798394 2.46277917 -1.44302168 1.42544206 2.45523461 -2.98198496 0.37632149 -1.7253801 -0.05480607 0.89280039 2.54741833 0.39527512 0.18553769] Distance 8.707925116612348 Each least square approximations [-8.93654447 -2.15982731 2.69510069 1.77427078 3.19708292 -1.72948136 4.67326345 0.55318116 -1.05988814 -1.8302369 1.6857095 1.71837665 4.34543649 -0.71674072 0.51303077 2.9788647 -0.72658838 1.11207551 -1.75905425 -1.55023285] Distance 7.057180996218147 Each least square approximations [11.97847173 -1.08814059 -0.14843222 5.43059211 -4.49978748 -1.40703602 -0.27442635 1.90425783 -0.06196593 -0.07061593 -1.40349619 0.61353157 0.69525588 0.64816567 1.83296264 0.52409296 -0.06411098 -2.29163872 -0.12728565 -1.2907958 ] Distance 3.495914213692665 Each least square approximations [ 4.79172878 1.93539168 -1.49518336 -1.30454045 1.97663206 -0.27466798 -3.26259592 -4.09018428 1.28157625 -2.75327542 2.92183568 -0.87244206 -2.26592586 1.31358531 0.5085961 -1.16786522 2.02213785 -0.41917511 0.17781932 -1.64725522] Distance 11.408285561773027 Each least square approximations [ 8.9454136 1.57305997 -2.48477633 -0.68608464 0.64057485 4.03237128 -4.50460955 1.22978052 2.17267831 -1.55095901 1.3157978 4.2885261 1.1738785 1.54286008 1.6170253 0.27719897 -0.99847373 0.15075126 -1.07451564 1.94494888] Distance 7.67418588008299 Each least square approximations [-6.28610013 0.19872962 -3.59799863 3.82041079 -3.94562174 -1.70271139 1.40358934 0.47637707 -0.46203147 2.40491872 -1.78781665 0.89338267 -2.6472647 0.51507911 0.51121016 1.94244458 -1.69400462 0.44214388 -1.27941141 2.59649735] Distance 10.279108135290699 Each least square approximations [-8.4043993 7.18331501 -0.4950483 1.68946006 -0.23341512 1.44379919 0.07501455 2.60374215 -0.17093661 -2.78147359 1.83921986 -2.10076955 0.97875861 -0.59279029 -1.19125207 0.99856533 -0.12818053 0.37855848 1.08826587 1.74606035] Distance 7.57654912689453 Each least square approximations [ 6.91814561e+00 -2.02960804e+00 2.76048818e+00 -1.74262457e+00 -3.64625127e+00 2.07323532e-01 -2.77073377e+00 -2.24310332e+00 7.99907548e-01 2.23027304e+00 -1.34940619e+00 1.34350635e-03 -7.79347600e-01 9.63043531e-01 -1.97244235e-01 -2.37357203e-01 1.86380963e+00 1.14945485e+00 -4.70117998e-01 -1.33364490e+00] Distance 10.526080897518524 Each least square approximations [ 8.13417034 -1.04366438 -0.29450034 -1.90346665 1.03366744 -0.74182699 -0.23629508 0.4257056 0.05586962 4.75541266 2.60205101 0.61193578 0.04431783 -2.60877094 3.29900948 0.71314413 2.42555143 -0.67720475 -0.46973732 -0.55672326] Distance 9.36416380427323 Each least square approximations [-7.69866213 -3.15057023 -1.42548801 -3.81774003 -2.05132663 0.3966155 -0.90850645 1.32895365 -2.76147751 -2.75969666 -3.10236967 -0.46769568 1.59596827 -1.19328505 2.0558815 0.68880711 -3.86225307 0.25104044 -1.64038048 -1.59693586] Distance 8.282749441679933 Each least square approximations [-7.5689302 -1.05566469 3.5036289 -3.86622132 -0.8211684 -1.01806046 3.4527458 2.43952251 3.08283082 -0.46213799 -0.42572622 1.10280564 -2.4477423 -0.66572593 -0.51520351 0.03009474 0.71168703 1.83419915 0.73337758 -0.2930548 ] Distance 9.371320383776714 Each least square approximations [-9.76555529 -0.89174811 1.94465142 0.5531565 3.08182595 -0.26748511 4.62689949 -1.18373216 0.67851165 -1.05751171 1.34795869 2.2254853 3.91631351 -0.48463373 -0.21789316 1.40319972 -1.32676079 1.36682875 -2.55527626 -0.50166206] Distance 6.809345370379184 Each least square approximations [12.03649977 0.07453753 0.97719606 5.43078441 -3.13820776 0.88296293 1.89153175 2.6473058 -0.44503745 1.04713493 0.52409714 0.91779266 0.20840149 -0.44481075 1.41666434 -0.76662622 0.63364007 -0.56267641 -0.89298521 -0.37065025] Distance 3.449049851832906 Each least square approximations [ 4.34038704 2.48138093 0.09646804 -3.23329864 2.43690737 1.04812153 -2.45611213 -3.24549427 1.10191198 -2.73732989 2.94033564 -0.37127316 -1.59035542 1.04976642 0.11481142 0.76497002 2.07424577 -0.9831648 0.88517314 -1.60676661] Distance 11.221612928187326 Each least square approximations [ 8.53490046 2.72154438 -3.29788919 -3.49786865 1.3122255 2.54019314 -4.29611704 1.40129542 0.50032366 -0.97626142 1.99083248 3.22930528 0.78180502 0.84157535 1.4615892 -0.03371771 -2.12062818 0.18949241 -0.93169269 1.1719373 ] Distance 7.5866904797616606 Each least square approximations [-5.68651627 0.37676998 -0.75864086 5.13213677 -3.81527827 -0.44834775 1.2106168 0.4624475 0.21994988 2.51612458 -2.47950823 0.01620698 -2.78482214 -0.07674287 -1.01879938 1.31388882 -1.68968263 -0.76306939 -0.81343349 2.32237059] Distance 10.342476724121587 Each least square approximations [-9.25757984 2.51017008 -1.66583379 -3.25237757 -2.95081926 0.81088119 -0.39742247 2.72505078 -0.89823702 0.4575829 -1.36661776 -0.49088935 -1.78764694 -2.29553234 -0.69010011 2.27687122 -0.6613832 1.46186541 0.89227131 0.16018582] Distance 7.1568946752733265 Each least square approximations [ 4.12268515 1.63979792 0.13477307 -1.12128661 -2.37224296 1.94690789 -1.94172503 -1.59423955 -1.34404065 -1.51580997 -2.04822548 0.02457111 0.71503884 -0.86997974 0.27743383 0.79156062 0.33560214 0.7144312 -1.24580957 0.1905023 ] Distance 12.041568951016103 Each least square approximations [ 6.3496654 3.31260759 -0.3461751 -4.20298039 3.83804453 -1.79267637 2.02845172 -0.18117678 2.16026352 1.70928492 2.32603812 -0.37502053 1.02804144 0.1718043 0.30776596 -0.76458271 0.18561088 1.1815145 0.51211474 1.32686244] Distance 9.200355755719894 Each least square approximations [-10.04682878 0.4789901 0.62728425 -0.23063825 -1.31232901 -1.625916 0.67577624 -1.51690195 -3.05764658 -1.57394675 -1.2887931 0.61640321 0.18197407 -0.98752639 -0.44747172 -1.53991836 -0.59862773 -0.26431863 0.64795437 3.30637341] Distance 7.4971539735421215 Each least square approximations [-6.3643845 -3.2434269 0.50821881 -2.22653955 -1.35007785 -1.55625836 -1.43955087 1.34341898 -0.88925163 0.45591027 0.96562926 0.08540122 -1.3912297 -1.52754734 -0.62524541 0.86008206 0.87681266 0.54548944 -0.788785 -1.5148091 ] Distance 10.885281539534953 Each least square approximations [-8.70012165 0.46627796 -1.67284423 -0.73161046 -2.8108025 -0.08403196 1.74636384 -0.81987751 -0.29230951 -1.99477724 0.58233564 0.8259066 2.70587676 -3.47492796 2.37030245 -1.70645406 -0.719852 0.15215067 0.79391906 -0.07505924] Distance 8.313244633879648 Each least square approximations [ 7.78199277 2.16181688 0.38754811 1.8915362 3.16369694 1.13364558 1.19994705 1.39919869 -3.45739565 0.86857999 -0.04849611 0.73449283 2.22589472 1.66628536 -0.10875637 -1.056323 -0.31308954 -0.35402054 -0.30282627 0.21470776] Distance 9.383533578518643 Each least square approximations [ 6.30176058 -0.57145075 0.42541808 -2.21096486 -0.57878841 -0.81019081 -3.70397869 0.57467753 2.5166304 -0.0274417 3.34233701 -0.68498672 -0.65155935 -1.43505465 -0.11680357 3.19286722 0.98013088 -2.04223616 0.35944118 -0.20893575] Distance 9.902181173735821 Each least square approximations [ 7.26452284 4.99469457 -3.58263898 -4.71319521 1.98292303 -1.36014078 0.92662618 -1.87239225 2.63583416 0.05763142 0.27079097 0.11593263 1.74229331 1.08761372 0.39643551 1.30394694 0.72826678 0.20227234 -0.27759078 -0.95895597] Distance 7.521660989482402 Each least square approximations [-6.78340907 2.04724573 1.73597833 -0.9608618 -0.76587687 -0.64777408 0.88535078 2.13672503 3.13423862 1.53573784 -0.05262257 -1.43262408 0.64210378 -2.35142974 0.90038214 -1.98852812 1.84950224 -1.64798594 -0.44517694 0.53967467] Distance 10.104717992550928 Each least square approximations [-7.77093596 2.90186759 -4.99671487 1.34893523 1.77272488 2.22970018 2.94798492 0.72983532 0.19323977 4.19839508 -0.82301108 1.88380239 -2.35484849 0.17530513 0.59819212 3.65879911 0.51409436 1.21497643 -1.46636108 0.7076781 ] Distance 7.582343999106724 Each least square approximations [ 7.48571957 1.85970029 -0.19767818 -0.56564899 1.30225018 3.64398826 -3.15976487 -2.25944391 -2.90068505 -0.52199766 -1.51349967 -0.82104124 -0.39598459 0.54638476 0.43509589 1.29574699 1.64756148 0.92499822 -0.93416791 0.99667087] Distance 10.32948740025162 Each least square approximations [ 8.72494641 1.28186248 -4.15611514 -1.23137301 4.40103456 0.44207725 0.37876414 -0.45688338 0.04083248 0.0538492 0.77919506 1.79745936 -2.30386958 0.33178861 -1.76107562 -0.87306961 -0.7128039 -0.38520214 -0.59829673 -0.22647758] Distance 9.239182106562426 Each least square approximations [-11.31516033 1.98059797 -4.33639049 2.21928989 -2.9223313 -0.0242987 1.00001729 -1.78535888 1.09943326 0.07704948 0.23034047 0.23630537 -1.90202652 2.58167549 2.92079162 -1.49254949 -1.09740841 0.65544451 -0.55371913 -0.11839333] Distance 4.826342939531636 Each least square approximations [-8.28555948 1.79339173 0.83481526 -3.77300458 0.66239783 0.05869101 -3.88378503 -1.40651484 0.10034275 -1.40467077 0.10395892 -0.96459717 0.71791717 -0.83857335 -1.38355688 3.0061316 0.2949278 1.1165688 0.24271268 0.18450617] Distance 9.757162758160643 Each least square approximations [-8.99002077 4.87974382 3.26671325 -1.37289562 -3.86735203 0.45415889 -1.94861774 -3.15891568 0.75191265 -2.0252964 0.80265459 -0.02002087 2.42655319 -0.49005222 2.18319437 -0.66345715 0.03560654 0.76669572 0.0528308 -0.27008621] Distance 7.251746258373258 Each least square approximations [ 7.92318254e+00 4.63703896e-03 1.70729091e+00 -2.14529390e+00 2.86103941e+00 4.36120018e+00 -1.69556735e+00 9.19639468e-01 -2.67829296e-01 1.30093891e+00 1.67089963e+00 4.00858250e-01 -1.61654722e+00 -7.85878840e-02 2.21816723e+00 7.46640937e-01 5.06132419e-01 -1.52390245e+00 7.33436074e-01 2.87197642e+00] Distance 9.519857619557108 Each least square approximations [ 8.43232375 3.79713947 2.31737782 -2.61833464 0.27237216 -1.25918368 -0.88197277 -1.11201577 0.71844576 1.04797485 2.6048743 -0.42460598 -1.14867745 -1.37998309 0.21492178 0.89039711 -0.6185893 -0.39393052 0.9024785 0.73859197] Distance 10.003166075242804 Each least square approximations [ 8.53960803 -1.13875834 -3.27268536 -3.98705039 0.9113071 -1.64877994 -0.4101635 -2.59708376 -1.25084536 2.15252178 -0.83205192 -3.09873485 1.13804931 -0.91995942 1.62981535 0.51299987 -0.9552369 -0.92566637 -1.29942659 0.31070655] Distance 8.923450976461737 Each least square approximations [-8.75585784 -1.74078472 3.09306227 2.32367685 0.94908776 0.44906246 -0.12614042 0.45493551 1.87442786 0.87220403 -1.79008122 -0.48417037 0.73168423 -1.42400827 -1.91421421 -1.96132025 2.78901535 -2.69318841 -0.97921393 0.11219702] Distance 9.287023146160356 Each least square approximations [-6.52258882 6.60083604 -1.27031895 0.58235844 -1.80004325 -1.39270063 2.01562306 -0.91424386 -1.39211627 1.2086314 -3.54502087 1.78164084 -3.26942844 0.64259171 0.93200178 1.81506707 0.24731108 2.52231215 2.01289257 2.0606579 ] Distance 8.120354339008975 Each least square approximations [ 7.20059614 0.05024005 -0.59283745 -0.47957828 -1.36371537 2.19835541 -2.88071383 -1.30265194 1.54724717 -2.62191688 -1.01084261 -0.02712495 -0.41196466 -0.28893816 0.62260159 -0.78613613 0.34457749 2.7482723 -1.11448274 1.77910813] Distance 10.97560504566103 Each least square approximations [ 8.89795829 1.67849264 0.29458479 -2.68206209 4.72618741 1.70924183 2.4929721 -1.60331434 0.93615855 -0.07101218 0.26903928 2.24704413 1.73862293 -2.41584779 -1.04604738 1.32614017 0.21307613 1.22241454 0.52420969 -0.8876337 ] Distance 8.341503303194088 Each least square approximations [-7.93995591 -2.78087269 -2.8470213 -3.87373527 -0.81215122 1.91598045 1.27339504 -3.15021643 0.41816903 -2.62966161 0.36520426 1.12652679 -1.51815946 -0.36978064 4.73029075 -0.88956602 -0.62975084 1.04059148 -1.28685974 1.99721415] Distance 7.888250082704465 Each least square approximations [-9.59485595e+00 -2.58321059e+00 1.72381687e+00 -2.45425842e+00 -7.58722995e-01 2.91891176e-02 7.51892377e-01 -7.10914809e-03 1.32183743e-01 -1.79538472e+00 1.58252895e+00 6.32459785e-01 -2.95526069e+00 5.07749693e-02 -1.55366033e+00 1.98090712e+00 1.88031031e+00 5.58327546e-01 -1.42242472e+00 6.49429054e-01] Distance 8.765301133866046 Each least square approximations [-6.98091831 -2.39038949 4.96266263 2.1133887 -0.75536938 0.50125538 -0.80357024 -1.61686477 -1.01527002 -2.2993204 2.48163794 -0.73869265 3.00173889 -2.11220042 1.82780368 0.06979401 0.27309962 1.99642076 -0.41759053 -0.5838282 ] Distance 9.548552175316782 Each least square approximations [ 8.59466001 -1.58023816 2.40939473 0.71383367 1.84379695 -1.23066869 -3.48215131 1.11375594 -1.25793626 0.36306344 -0.56069678 -1.702519 1.31493135 -0.14466585 1.13937286 0.28938226 -0.93477964 -1.46881371 0.65872501 -0.39850087] Distance 10.02846750399777 Each least square approximations [ 8.3523265 0.51681134 1.1115378 -1.19868215 1.10388312 0.29422186 -2.73036314 -1.48660753 0.68718043 0.97225662 3.86791787 -1.82069946 -2.04851097 -0.34945193 1.39244526 -0.19298728 -1.4312032 -1.37769243 -1.34106668 -0.39090004] Distance 9.882147899478003 Each least square approximations [ 8.75871501 -0.07573295 -0.99042925 -1.92995099 0.08010577 0.0185386 -2.06497074 0.37335948 0.93396342 0.8361656 -1.92707775 1.65030628 2.3070539 -0.29426258 1.29943159 2.52797578 2.17083122 2.19652962 -0.32250147 2.34786584] Distance 9.525011862548652 Each least square approximations [-8.44846262e+00 1.86930110e+00 5.98272223e-01 1.66795788e+00 -2.50470393e+00 6.81744301e-03 1.13249382e+00 3.11016801e-01 2.01490381e+00 3.05488360e+00 -1.63106470e+00 5.60486354e-01 1.83173118e+00 -1.64220290e+00 2.85991370e-01 -2.08509883e-01 -1.01561466e+00 -5.08669067e-01 -1.76307400e-01 1.23626192e+00] Distance 10.107218681000425 Each least square approximations [-9.16794481 -3.97586718 5.36702661 2.43214108 0.7394873 -5.17902038 0.87246966 -0.62029824 0.74341548 1.44766095 0.49000826 0.94445557 -1.0618933 -0.52093401 -1.42841187 0.66939943 0.06350172 -0.16192685 0.2235156 -0.3234406 ] Distance 5.951853817615034 Each least square approximations [ 1.57315871 0.57593792 -0.64845751 -2.05295295 -1.01593049 -0.4019118 -1.13824014 -2.10034286 0.34828889 -0.48715973 -1.46434316 -0.26721673 0.48886325 0.91718307 0.97418829 1.02780828 -1.3394765 0.451538 1.92167824 -1.58151098] Distance 13.348295747978698 Each least square approximations [ 4.61645711 -0.34829864 5.34474035 -0.07783066 1.39919935 -4.76673523 -0.93672413 -0.68712163 1.17053233 1.22280107 2.06062369 3.80300077 -1.63458565 1.43785273 -0.89703299 2.07451489 2.03176273 1.25920853 2.58143179 0.33101103] Distance 9.296668031434898 Each least square approximations [-1.9466217 -2.22469766 -0.92255879 0.64468108 -5.2542753 -1.03030715 3.55556119 -0.29727479 1.72626026 -3.04966867 0.38815644 -1.08540863 -0.73658225 -2.82252214 -0.46905555 -0.41015963 -1.50676729 0.70795624 -0.50063076 -0.46341644] Distance 11.367635784604763 Each least square approximations [-2.45705048 -1.94941883 3.38087485 0.55377019 -0.33047787 -4.6215138 -2.17928452 -0.37258865 -3.14083722 -3.25677487 -1.96667521 2.14754143 0.03329216 0.45423072 1.21226158 2.51308276 1.51860913 1.35127857 -1.30750988 0.47618364] Distance 10.743795990293108 Each least square approximations [-2.89158715 1.74697201 0.4856232 3.16192217 -2.66590639 4.67934677 0.88996302 4.43253216 3.42294609 -0.93528649 2.99413288 -1.71853626 2.28785272 -0.08092489 -1.52987179 -0.0977791 0.41011012 1.82135125 1.36206205 2.11525917] Distance 9.662632792176355 Each least square approximations [ 4.9908855 6.45682095 -0.86228616 -2.64405753 -0.79714813 -3.01145175 -1.68188748 2.14529811 -2.43592517 -3.28068208 -0.29403892 0.81369521 -0.22364112 -0.98133014 -1.35723098 0.51109065 0.61802884 1.00293087 -2.94553282 -0.66684209] Distance 9.155974682418615 Each least square approximations [ 1.3090629 0.52284309 -2.63615154 -2.5601491 2.69475755 0.59823484 -3.14350423 -0.02518614 -0.16493031 -0.23764202 1.36492138 -1.58643126 1.00973793 0.09633137 -1.5809159 2.00504305 1.59545912 0.49891173 -0.45514004 0.98634028] Distance 12.545623581323598 Each least square approximations [ 1.72383622 0.52095957 -0.04863269 -1.64565386 0.54135227 1.64472715 -2.49666023 -3.32513737 0.10633663 -0.87992656 0.9653687 1.79661014 -1.44966825 0.8636043 -0.9971775 1.16916164 1.28858282 0.12555888 -2.26588996 -0.11669344] Distance 12.77308728879001 Each least square approximations [-1.3217038 0.00338922 0.70181321 0.77049201 -1.50826802 -1.41254634 1.182305 1.22552987 1.40788767 1.80942255 2.12326016 -2.29857752 1.62257323 -2.02707961 -0.81288072 2.23500784 0.63436559 0.385925 1.73706263 1.2846288 ] Distance 12.794673714556415 Each least square approximations [-8.3617687 -1.21547895 0.14265334 1.15193542 -0.53507319 -6.00330349 1.83917372 -1.21871683 -1.75645895 -1.77619486 2.57324363 -1.55055577 -1.7772324 0.3553079 -1.51405837 2.7029538 0.48296211 0.17880516 0.87491592 0.80989917] Distance 7.857622477934069 Each least square approximations [ 5.15066357 1.43286481 -0.7889693 -3.63836071 -1.12900584 1.4234111 -1.38911882 -0.53756004 0.22901384 -1.42253629 -0.44829295 -0.76949888 -0.05450416 0.32697503 -0.05690003 1.58946603 -1.13307275 3.26456028 0.74917642 0.62256066] Distance 11.796389102830773 Each least square approximations [ 7.90712484 -1.23206836 4.28492359 -2.19987487 1.35700408 -1.17693373 -2.41204649 -0.77200658 2.63412247 0.65435139 -0.14616373 2.69919563 1.04830635 -0.25274682 -0.2876015 1.71500192 2.42468502 0.96474325 3.53757444 -1.28830389] Distance 8.293955043543724 Each least square approximations [-4.36004486 -3.0228603 -3.211699 0.25960282 -1.94190301 -0.31009028 2.79836697 -0.19492685 -0.04361668 -1.98606228 0.17174043 -0.58062864 -2.90633675 -2.22327984 -0.44449385 -1.35922278 -3.75561668 -0.71850204 0.15844448 0.45503467] Distance 10.984012961328391 Each least square approximations [-6.19788444 -0.69198689 2.8489112 -0.28147683 -1.084552 -4.26850768 -1.03293183 -0.09346636 -1.24926385 -2.1507471 -5.56344797 1.00027642 0.40307364 1.63807476 0.89409581 1.71375907 1.91113367 2.66101715 -0.04664654 0.68011285] Distance 9.057375702608418 Each least square approximations [-6.11350931 -0.55658798 0.60322295 1.60142167 -2.91332645 2.71915956 0.28013839 1.74632269 2.69525278 2.16793396 3.62909829 -0.47538903 3.3550034 -0.04745751 -0.28959433 -1.02626558 1.02387047 1.6371098 0.68010973 -0.32997685] Distance 10.190039734167604 Each least square approximations [ 8.26053073 7.81173933 3.72493668 -2.28649528 -1.31956019 -3.20315939 -3.5071943 -0.30149835 -0.90539419 -1.8002014 0.43461364 0.10032479 0.64564222 -1.82055786 -0.47967295 0.53266082 -0.97354439 1.5376432 -0.19525325 0.28857655] Distance 4.563090146717114 Each least square approximations [ 5.14780918 1.07904903 0.3649026 -2.93878793 3.18773212 0.71625125 -3.39007586 -0.69541569 1.82357208 -1.3098389 -0.07524885 1.40671692 0.4684634 -1.15697948 1.29183793 -0.79575723 0.55539999 0.52032137 -0.84011417 0.28288546] Distance 11.583606241011175 Each least square approximations [ 4.69133585 -1.79192119 -0.22480556 -5.10740917 -0.64089539 1.79467206 -0.75336019 -1.55280988 0.65819325 -1.86765336 0.23807988 3.09283402 -0.129232 1.89625054 0.1228317 0.24111151 1.3998013 -0.16111137 -2.28485368 1.84466322] Distance 10.941263829191252 Each least square approximations [-5.19938319 -1.04853529 1.66621822 2.29578933 -2.45978834 0.86180843 1.38856593 3.76417261 0.55837733 1.03798652 0.9783403 0.04918558 0.51137006 0.85332416 0.93575132 2.61153715 0.54724499 1.56266775 0.7519871 0.3995298 ] Distance 11.486707422924916 Each least square approximations [-8.4003035 5.46358203 -5.07467069 5.17795697 0.54231186 0.41708931 1.12390675 2.70527838 -1.70228277 -1.54380699 -0.28699242 0.86301166 -0.42537932 -0.10471808 -0.13158127 0.23289658 -1.79208135 -0.79934704 1.44029097 1.26315116] Distance 6.591765688380975 Each least square approximations [10.05553768 0.78225234 2.86536342 -2.42311384 -3.65593097 2.67628313 -4.40118248 -2.72367556 0.54532925 1.07559524 -1.18880884 -1.16336344 -0.62788189 0.76833447 -0.42211056 -2.05071356 2.20087089 -0.41051065 0.43926705 1.42782311] Distance 6.278128575293273 Each least square approximations [ 9.79954096e+00 -1.94991291e+00 -3.68066805e+00 -3.41326244e+00 3.03605349e+00 -2.62531901e+00 -9.87948321e-01 -2.01219087e+00 5.63352152e-01 7.89221762e-01 3.31023418e-01 1.54637907e+00 5.63314887e-03 -1.30805675e+00 1.16640455e+00 -2.08724132e+00 7.97442129e-01 -9.93882347e-02 -1.74745761e-01 1.05085724e+00] Distance 7.781847383088671 Each least square approximations [-8.95164467e+00 -3.76870564e+00 -5.20385058e+00 3.44829386e-01 -5.28373871e-02 1.16111799e+00 5.12162112e-01 -2.78860523e-03 -1.53735588e+00 -2.55953108e+00 8.84908216e-01 1.15463100e+00 2.00739110e+00 -1.99026679e+00 2.39342291e-01 1.23319097e+00 -2.27767810e+00 1.44210227e-01 -2.96870482e+00 -1.91242620e+00] Distance 7.612255776493251 Each least square approximations [-9.17227973e+00 1.99689475e+00 2.35431934e+00 -4.97067481e+00 -3.66287957e+00 1.23443855e+00 -4.12691734e-01 -9.91693401e-01 2.23784057e+00 1.02189831e+00 3.47291019e-01 3.89715494e-01 -1.15080180e+00 1.80493451e-01 -2.85393351e-01 9.35112130e-01 1.59375313e+00 2.06448832e+00 -5.19110121e-01 -6.83195555e-03] Distance 8.318683916481206 Each least square approximations [-10.72229411 -1.37828652 5.29856404 -1.54746041 -0.56804803 0.80511325 -0.54897203 0.29956663 1.21372168 -1.86927629 -0.43546763 0.15032508 0.95786162 1.36218219 1.2494929 0.8619441 -0.15527142 1.74951663 -2.40839332 -1.19787282] Distance 7.077930541151973 Each least square approximations [12.66884891 -5.17623959 0.13628541 -2.59993046 0.22885406 -0.26636181 0.92823601 1.02915156 -1.18194173 0.04849835 1.06456345 -0.06350831 -2.01774683 0.59721893 -0.45764231 -0.58571194 -0.57051772 1.85023506 1.03043312 -0.11488729] Distance 3.3039717846650336 Each least square approximations [ 8.28549097 2.03384446 2.98360414 -3.77679224 3.86791851 1.64927914 -0.33507786 -1.90263907 1.19213864 -1.01161728 2.34474002 -0.98889344 -0.23767674 0.56588424 -0.59368182 1.20848262 0.99245877 -0.07527418 -0.06304682 0.19924878] Distance 9.479628197602084 Each least square approximations [10.26599656 -1.9919539 -0.44593086 -3.13856307 0.97697534 -1.91547182 -3.54564134 2.57095652 -0.66134631 1.05589441 1.44519265 2.10052423 -0.59772219 1.49576916 2.00494538 1.78121633 -0.74680633 -0.42704577 -0.46994226 0.88942356] Distance 7.521143220670955 Each least square approximations [-8.40852403 -1.79259931 3.26093125 3.28948394 -0.71642012 -0.43871749 -0.68982511 1.07765211 0.70061831 5.06140936 -1.51753205 -0.27678926 -1.4397715 0.54650161 -1.28696145 1.05609928 -0.33270111 0.4012586 -1.69321439 2.56743663] Distance 8.848550913271751 Each least square approximations [-7.31413391 5.03398342 -4.21690666 1.89478773 -2.01402231 -0.35307134 -0.77108104 2.3762251 -1.96272447 -0.89421227 -0.69368665 -0.51208286 -0.09035699 -0.85579734 0.16181016 -1.61846214 -2.11403256 2.11184589 0.3363091 -1.51022939] Distance 8.562290220865977 Each least square approximations [ 7.9922046 -0.2940329 -0.4284773 -0.69020863 -2.79230459 3.20109737 -3.15813721 -2.02588473 0.81263636 -0.99486155 -1.58772645 0.1060104 -0.81398078 -0.39861076 -0.98479823 -1.05864834 0.59572393 -0.8447067 -0.39817614 0.58904981] Distance 9.931628737870264 Each least square approximations [ 8.40998591 -0.3754605 -3.5199611 -3.37295668 1.78683168 -0.77442257 -0.96285851 -1.52529318 1.10436411 1.55600718 1.92274887 -2.22671993 1.63518839 -1.66874474 -0.14990314 -0.79418004 0.78215508 -0.04628593 0.19358067 1.7839704 ] Distance 8.951292633287805 Each least square approximations [-9.10355387 -4.45898387 -1.87602583 0.11539316 0.972261 0.56586806 -0.91999862 0.18439709 -2.20123519 0.67001608 1.40500731 0.59737726 0.86397498 -1.69652557 0.32703495 2.36849247 -2.09398498 -1.32216766 -1.11105594 0.33056874] Distance 8.436236584186908 Each least square approximations [-8.86984037 2.20451057 -0.61978939 -3.77248168 -1.67427582 0.3122083 1.31852705 0.64442676 0.68087349 2.4707263 0.44074087 3.08941574 -1.61032344 -0.84446224 0.32444144 -0.67284248 2.25701754 -0.70208953 -1.66603419 -0.57584138] Distance 8.484085478404628 Each least square approximations [-9.97981076 -2.88227374 2.7182574 -0.27685157 -0.90531995 0.11753678 -1.0556972 0.87402141 -2.58240319 -0.43466236 0.04774573 0.36006913 0.62298156 -2.2345693 0.79744672 0.63780744 -0.07886011 -1.78716274 -1.98751927 -0.18631214] Distance 8.085098500819162 Each least square approximations [ 9.42474043 -3.39350487 1.32969748 0.46775344 2.27964193 0.1820699 1.01237907 0.78614037 -1.61923214 0.10306285 0.58981622 -0.48818123 2.39518532 1.13359292 -0.21975347 -0.54403384 -0.88703984 0.50232347 0.84679673 -1.13620449] Distance 9.011978990272633 Each least square approximations [ 8.11536056e+00 2.52083478e+00 1.05382154e+00 -2.89632839e+00 1.60762077e+00 -7.42053037e-03 -2.44302335e+00 6.38283571e-01 5.33419515e-02 -8.14064600e-01 1.63292462e+00 -1.29797844e+00 -1.15355499e+00 1.76653133e+00 -1.04237410e+00 1.52627982e+00 -3.47975705e-01 -6.58937119e-01 -1.83677081e-01 -1.02044948e+00] Distance 9.942915286622732 Each least square approximations [ 1.06472851e+01 3.53610993e-01 -9.31475687e-01 -1.54769908e+00 3.24829731e+00 -2.68496567e+00 4.30057829e-01 1.29081224e+00 2.97357584e+00 -9.01262668e-01 1.18363891e+00 1.88237624e+00 1.71907394e-01 6.48471479e-01 -7.40995093e-01 3.79179748e+00 3.42692831e-03 6.66135473e-01 2.26688738e+00 2.06133552e-02] Distance 5.668006489184939 Each least square approximations [-9.37842169 -1.48205187 1.92842305 0.65089238 0.2911387 -1.62384329 0.78971267 -2.36875016 1.07458961 3.08076519 -0.44470394 -0.07560535 0.6141006 0.82875361 0.80125678 -1.134611 -0.28091771 0.83806448 -1.09765743 0.65855138] Distance 9.194389554015018 Each least square approximations [-7.50618622 6.22074476 -4.41960491 3.5658184 -1.69420649 -2.92264805 -2.02836922 1.15384098 -0.33911761 2.98252848 1.92068172 0.365578 -1.59736206 -1.97588055 0.77608547 -0.14180017 -0.7619676 0.01706117 -0.15773668 -0.14062099] Distance 7.050201277074536 Each least square approximations [ 8.61737087 0.30634159 -1.09745944 -2.87761639 -0.7584212 2.08070247 -2.75939492 -2.30577527 0.30250319 -0.06382883 -2.48604676 -0.3518082 1.48328439 1.66138913 0.13870038 0.12563353 -0.50474642 -2.31168459 -0.12491728 -0.91158677] Distance 9.740359755643356 Each least square approximations [ 1.08385072e+01 8.27955987e-01 1.47581012e-03 -3.42070139e+00 7.62440892e-01 -3.38367672e-02 -2.60658810e+00 1.90659308e+00 -2.74101369e+00 1.68656661e+00 4.21140414e-01 1.53168820e+00 -1.99011010e+00 5.92087038e-01 2.26617392e+00 -6.01829780e-01 -1.11370431e+00 2.02764492e+00 -1.23321888e+00 9.81425152e-01] Distance 6.5567489036740225 Each least square approximations [-9.57905209 -4.51420553 -3.54456024 -0.21373045 -1.22504681 -0.74189224 0.99993684 0.38263508 0.20436759 -1.15267829 -1.80279937 -0.19721172 -0.93776179 -1.28451443 -0.38348377 2.54276122 1.72900765 -0.4729928 -3.28678417 0.30651298] Distance 7.6507211443603635 Each least square approximations [-8.90408414 0.53507076 2.16183551 -3.43615175 -0.35322275 -0.88160418 -0.45340941 -2.79335103 0.37119226 0.82884078 1.10912443 1.82159466 -0.22248329 1.62560713 -0.14997033 0.18447247 0.82723006 1.57858345 -1.17093886 0.51145319] Distance 9.8233232716348 Each least square approximations [-8.82008873 -2.12018908 3.90574202 -1.78853124 -2.58080675 0.52691507 -0.20823061 0.59165183 0.7183189 -2.04845021 -0.58943342 2.98507016 1.99230361 0.34960096 0.38712081 -0.88623825 -0.99627993 0.83576622 0.30051642 0.03935585] Distance 9.248461730621376 Each least square approximations [10.41794267 -1.68767308 3.87451022 -0.30494904 0.85349507 0.70310632 -0.19353891 -0.94568573 -1.98567165 -0.27032497 0.94645696 0.51234943 2.86558118 1.25833543 -0.09092543 0.19818795 -0.91211587 -0.35673317 -1.53813155 -0.29958843] Distance 8.204611515261718 Each least square approximations [ 8.71135803 1.65770725 0.80894665 -1.9250468 2.66904386 0.45218542 -1.22388389 -0.99284871 -0.36875114 -1.29048682 2.94051124 -2.59684683 -1.11445081 1.28568328 -0.43719379 1.11011984 -1.34477923 -0.23726411 -0.85220567 -1.19660128] Distance 9.800391644792956 Each least square approximations [ 9.73850839 -0.63095341 -0.74198265 -3.00038765 -0.10088531 0.68963152 -2.29425861 2.75065445 0.02658177 -1.85658851 1.41830739 1.45616978 -3.01689876 -0.51770615 -0.17528036 2.72580855 -0.04213786 -0.44772393 -1.47533692 -0.01072095] Distance 8.336326080542175 Each least square approximations [-8.00510040e+00 -1.09967041e+00 2.91515634e+00 1.92984644e+00 -1.08848113e+00 -1.76350023e+00 7.52031482e-01 1.02695016e+00 1.76103372e+00 3.57537943e+00 -1.29733128e+00 2.36938433e-01 3.62220792e-01 -5.73932431e-01 2.42514725e-03 1.69540042e+00 -1.70096564e+00 1.19382139e+00 -7.03953321e-01 1.48497538e+00] Distance 10.148013790931516 Each least square approximations [-7.51679487 -8.33396821 -4.66561979 2.56805328 -1.17828369 1.32335022 -2.20469078 -1.00730068 0.4709995 0.40961879 -2.13052273 0.20706479 -1.07228575 -0.63396476 -1.16495671 0.90066515 0.20521936 0.71466532 1.16315031 -0.10486877] Distance 5.0908355150954865 Each least square approximations [ 2.34856915 3.32475782 0.81081542 -1.42511734 -1.03935519 1.43208613 -1.07813577 -2.46307356 -4.71049629 -1.75339138 -2.26098688 -1.2631525 1.14524843 -0.62373332 0.33981292 0.3576058 1.18077894 1.01910257 -0.52603256 0.28780495] Distance 11.555716331104392 Each least square approximations [ 4.20262422 2.34759901 -1.87780461 -1.53241084 2.34080265 -2.62788825 1.18667366 -0.70332157 4.6074911 0.08370911 1.16272603 -1.23400795 -2.43178975 3.28723058 0.06501466 -1.70745408 -0.63219266 -1.71866253 2.61116453 0.1735412 ] Distance 10.127824317484244 Each least square approximations [-5.22832834 3.52692229 -2.49740705 1.10976971 -1.04816302 0.3409978 0.53147513 1.08225587 0.31767906 -0.43269276 2.91769681 -3.42318204 -1.04231155 -1.50005746 -3.08071309 -0.60949943 -0.63704367 -1.4750054 -0.05637449 1.8826853 ] Distance 10.492898516512144 Each least square approximations [-1.6366788 1.34850469 0.56727709 0.92855072 -2.02290195 1.33218407 -3.21328486 -2.20209131 -1.13242185 -0.16555804 -2.03154502 -0.1180463 2.58536158 1.3738909 2.92133844 0.59314967 1.10246509 1.17885567 -1.18188328 1.49670602] Distance 11.999455826455284 Each least square approximations [-4.99027801 1.19788668 -2.55921269 -0.45093496 -1.70804589 1.60732702 -5.44332819 0.09180663 2.09474869 -1.02550191 0.52136842 -1.92525198 1.61689695 0.08486066 0.07574533 -3.97724201 1.41818205 0.29389587 -1.29610718 1.17047702] Distance 9.930704687475924 Each least square approximations [ 3.78361727e+00 3.63655669e+00 -2.09594551e-01 -6.37957047e+00 6.02735431e-01 9.75850768e-01 2.58601725e+00 -1.74484337e+00 -2.18169001e+00 -3.72082266e-01 1.88800509e+00 -3.37958016e-03 -2.32835453e-01 6.16956542e-02 3.19064731e-01 1.93473602e+00 1.91878646e+00 1.28030800e+00 3.03924676e-01 6.94566651e-02] Distance 10.136344217370267 Each least square approximations [ 3.72385915 0.4823813 1.37574691 -1.7444061 0.2363565 -0.40051835 -0.99725652 4.19159925 2.01823955 0.1376255 0.95647524 -1.52186819 1.2857141 -2.87155123 0.95956239 1.74250624 0.96351091 0.37747054 -0.14418765 2.44517963] Distance 11.566966141602304 Each least square approximations [ 3.51032889 1.06038335 -0.64219158 -3.76833392 0.02950776 -2.73853963 1.01528093 -1.50186012 0.17114306 -1.76052092 -0.81550666 -2.13394099 -0.13903858 0.52380432 -0.02482503 0.19292479 1.76990527 -1.19852837 0.4350976 -1.17450229] Distance 12.091189597401437 Each least square approximations [-2.83663418 -0.81201576 4.42332264 -1.36281423 -0.84107717 0.72840465 -0.4956095 0.33883589 0.38919588 0.6001863 0.72335189 -0.10981611 2.45135675 -1.38110704 0.48410373 -0.51276391 3.0734797 -1.91918553 -0.80063762 2.19383922] Distance 11.835894068435353 Each least square approximations [-4.9720993 4.30575301 -5.64202431 4.73229633 1.61310422 -1.74672084 1.66314515 3.60965694 -2.87233806 1.88905213 0.35001649 -0.99029835 2.28367006 0.08031166 0.41607739 0.54112607 -0.77243299 1.9988264 2.19104675 0.13332016] Distance 9.157317892764741 Each least square approximations [ 1.46867948e+01 -2.66505385e+00 3.06776109e-01 2.07185009e+00 4.69545688e-01 3.13242355e-01 7.12888224e-02 -5.80768581e-01 -2.57828759e-01 -6.20626509e-01 -1.82141959e-01 7.75995324e-01 -7.15668925e-02 -1.04301328e-01 2.51445146e-01 4.06789441e-01 -1.76187225e-01 -7.04647854e-03 -2.92425554e-01 -3.22805816e-01] Distance 1.1870264276272193 Each least square approximations [10.58078644 -2.76324867 -4.79306999 -1.01177696 0.07736944 -0.58112525 -1.47907844 -0.17691836 0.20554377 1.75616311 1.76839214 1.84592044 1.85868794 -0.33838749 1.43682279 -0.15573685 -0.2254418 0.07801023 -0.06854975 0.2998225 ] Distance 8.31833750038175 Each least square approximations [-8.99741023 -4.93683567 -4.40906804 -1.01500955 0.84289682 2.71118888 1.02099135 0.30859571 -0.49588304 0.4306428 1.11358473 0.85092031 -1.04979618 -1.27340101 0.39137893 2.24615439 -2.72779525 1.39271512 1.51298875 -1.97359018] Distance 8.362827471275466 Each least square approximations [-10.432156 6.48154146 2.52354414 -2.18061284 -3.94719231 -1.87277895 2.07818912 -1.12540719 1.82872334 0.23307557 1.7004948 0.67210083 1.59492861 -2.25007235 -0.32651485 -0.06103688 -0.58664767 1.06620181 -0.59456999 1.10806878] Distance 5.162925736447821 Each least square approximations [-9.4466451 -1.6024248 6.60248369 -0.13585991 -1.19836095 0.55502737 -1.90351938 -0.24953488 -2.11364416 -1.73790147 -1.16040602 -0.4739064 1.78164953 1.18183887 0.80374199 1.23352266 -0.23321718 -0.06472482 -0.01468266 -0.26514274] Distance 8.604598971062195 Each least square approximations [ 9.90861565 -3.76265851 3.29113877 -3.35309009 0.32842352 0.62055435 -1.66759667 1.76897813 1.86327963 3.81168584 -2.97208209 1.61386798 0.55646722 -0.41595131 2.01016959 2.7371016 0.01518163 -2.70619872 0.30892016 0.68455272] Distance 6.376196849706664 Each least square approximations [ 9.78128505 4.06640873 1.79433617 -1.83865473 3.4849716 -0.77833501 0.20205811 -1.23057274 -1.45706327 -3.35449971 1.98981727 -1.80453893 -2.33691045 -0.61445343 -1.64761525 -2.94734648 -0.05278583 -0.79129049 -0.99797593 -1.14424659] Distance 7.54535260644587 Each least square approximations [11.12129549 -5.32100129 1.96616196 -2.17327649 0.56047146 0.88969362 -3.23382463 -0.1680733 1.78887291 0.13716775 2.3443236 -0.13883669 0.4509187 0.61708717 -0.19542956 -0.77426523 -1.33694233 0.26192916 -0.79445942 1.46802614] Distance 6.636172699087536 Each least square approximations [-1.09845636e+01 -3.90904693e+00 4.07158351e-01 2.52040606e+00 -2.74044753e+00 -1.09764033e+00 -2.67333548e+00 -1.57749807e+00 -9.17582835e-03 1.62329611e+00 6.99044383e-01 -3.48698191e-01 -8.89080268e-01 2.43392364e+00 5.35748066e-01 4.52831081e-01 -1.98404855e+00 -4.02529812e-02 -3.33318801e+00 1.35602604e+00] Distance 6.531849588128075 Each least square approximations [-6.52626137 2.11913877 -6.23873087 1.56452194 -4.44053182 -1.92281352 2.25956796 -0.20429173 -1.13930723 0.78634266 0.53372026 1.31049372 -0.48621822 -1.12328713 0.7823559 2.0840799 -1.94559947 -1.94027123 0.04687607 0.80944108] Distance 8.88808357977407 Each least square approximations [ 7.2264731 3.80083657 0.81363246 -0.8045641 -0.92670522 4.44742388 -1.61567358 -1.71796142 -0.45222258 -3.81103227 -1.11572943 -0.7391805 1.68500876 0.40228944 0.42936233 0.34506752 -0.50187892 0.83316175 0.83929403 -0.97315665] Distance 9.899165217944319 Each least square approximations [ 6.90397111 -0.1167324 -0.43602899 -4.90050447 5.36211708 -1.45632674 -1.680251 0.02105744 2.35029641 -1.61281126 -0.13078687 0.14358607 -1.71954806 1.54426589 1.94700523 -0.46673989 -4.12558033 1.74680709 0.3989114 -0.0884517 ] Distance 8.441611058861348 Each least square approximations [-7.80025617 -2.06462087 -5.13229102 -1.59953327 3.18761316 -2.19555954 4.65497467 -0.26285048 -1.97179227 1.72395644 -0.5092468 1.21168692 0.93057912 -0.85966619 -1.95016129 -0.73254155 1.26469743 1.17068288 -0.65476151 0.56688287] Distance 8.100360427726228 Each least square approximations [-8.98529206e+00 -2.44104660e+00 4.11676842e-01 -7.08891881e-01 -3.82633979e+00 1.30021381e+00 -9.76901254e-01 -2.31970738e+00 -1.22383606e+00 1.83934812e+00 2.62023230e-01 -2.66493276e+00 3.13021795e+00 1.94310896e-03 -8.46576573e-01 -1.71850393e-01 2.45892876e-01 3.03587942e-01 -3.08319185e+00 -2.36533154e-01] Distance 8.499958676897144 Each least square approximations [-9.03997838 -3.7385639 0.80567379 -0.82768389 -4.96771986 0.36553134 -2.12316612 -0.94701655 1.73259067 1.12053362 0.52747354 0.47503954 -0.94860245 1.20905496 0.68068096 -0.69167289 -0.17489081 0.68779528 0.17272109 1.52909746] Distance 8.741155038717114 Each least square approximations [ 7.09106465 -1.54696664 4.33788458 -2.82108304 4.35277757 0.15059931 -1.18254675 0.48355937 0.58770512 0.78446022 3.11212668 0.49092787 0.9580003 2.7746475 -0.03508034 -0.77935249 0.01263652 -0.55416021 1.13001082 0.38752381] Distance 9.627707753571853 Each least square approximations [10.48368164 -5.73249867 1.05894745 -5.39911627 0.93536799 -1.55635789 0.13836477 2.36793255 -0.86135223 -1.86478744 0.74573358 -0.20194505 -0.44943603 -0.9365224 0.83914416 0.74855823 -0.77907141 0.59910582 0.87633613 0.79526661] Distance 4.806501015512675 Each least square approximations [ 7.46189165 -1.47291817 -1.25168345 -3.97264127 -3.67331718 -3.05320682 -0.94066487 1.47314879 0.99994185 -0.24949261 2.11857447 1.17522353 0.97348669 1.10777138 1.40592776 -0.04676626 1.79437404 2.97643335 -0.18307121 -1.60868684] Distance 9.366913472309895 Each least square approximations [-8.83199946 4.53930515 6.06693132 0.4606663 -1.45970487 -3.89454195 -3.18056673 2.60809994 0.10776679 1.2043388 0.29378933 -0.62346461 0.57842325 1.14463346 0.43183583 -1.57584038 0.19317775 0.17178972 1.68228571 0.90498586] Distance 5.897430090408544 Each least square approximations [-5.23840168 2.53095254 -5.72232617 0.73204962 -2.50367794 -1.77403586 1.9991869 -0.98461038 -4.5604744 2.38862182 0.11719781 -0.0799454 -0.97754308 0.70103971 -1.12550694 1.61489166 -1.97421758 1.30980497 -0.94001314 -1.26008669] Distance 9.338888289562986 Each least square approximations [ 8.47725343e+00 1.11737689e+00 -2.05870185e+00 3.67248694e-01 3.49854605e-01 4.25083588e+00 -8.97377568e-01 3.25242664e-01 1.28678217e+00 -2.13585760e+00 9.09043506e-01 -1.34920409e+00 7.73928740e-01 6.43380014e-01 -6.98876797e-03 1.05511780e+00 1.17590220e+00 1.36147359e+00 -1.25685526e+00 1.43165745e+00] Distance 9.706136346625854 Each least square approximations [ 7.75862626 0.08701818 -2.06417893 -2.1166314 3.37156437 3.12790814 -2.38327005 -2.20940702 2.12130398 -0.49861749 1.14938108 -1.32379692 1.41669453 -0.24653445 0.27574432 0.14864432 -2.86009816 -0.8436653 -0.48010699 1.91682591] Distance 9.231022334845148 Each least square approximations [-8.74965709 -0.39581606 -2.83463913 -3.37123694 3.64066915 -1.76798127 0.8305227 0.01379099 -0.86805225 -0.44766301 2.75140656 4.3267431 -0.80727967 -0.08600233 -0.03811577 -0.55624653 -1.25436121 0.92672734 0.78239061 0.62681508] Distance 7.988622076821849 Each least square approximations [-1.12207921e+01 5.26609403e-01 -4.11977000e+00 2.54608722e+00 -2.21035656e+00 -1.62651566e+00 7.08848939e-03 -2.57003893e+00 5.43189446e-01 6.91610237e-01 1.44800522e-01 2.03369058e-01 -3.25797227e-01 -6.06609869e-01 -4.96948923e-01 2.18558177e-01 4.27056125e-01 -1.15924868e-02 1.40833730e+00 2.80725441e-01] Distance 6.405445740212472 Each least square approximations [-8.45268202 -4.491441 0.80378164 0.31587222 -3.29273702 2.60992683 -2.04513558 -1.27043313 -1.21703746 0.37932333 1.41048838 -1.72802897 1.0211516 -0.40176919 3.07941798 -0.86659676 -1.03299534 -1.47753413 0.30513 -0.35752113] Distance 8.445537929422114 Each least square approximations [ 6.34166038 -1.27172974 4.92513364 -2.72129571 3.75871589 0.90333242 -2.92769587 0.58179678 -1.03320048 1.18210013 0.68774682 0.36301644 0.49941778 2.96388345 0.91693699 -0.54226459 1.58962801 -2.56257313 1.59425906 -0.88810332] Distance 9.25425254960448 Each least square approximations [11.63822065 1.94111885 -0.72120837 -1.91630684 -2.28595024 1.72380128 -0.83254413 2.71562777 0.23694217 -1.20841552 -1.25314421 0.75679627 -2.09807539 -0.35015814 0.40329657 -0.43402863 1.44289707 0.49097178 -0.01713122 -0.52435752] Distance 6.152016474051082 Each least square approximations [10.27421633 1.13390962 0.73981512 -2.4473198 -3.85491819 -0.40138224 0.20512706 -1.71125248 -0.06296878 2.15639022 -0.4148542 -2.31759088 1.31486345 2.1860237 -0.20489365 1.43872917 1.03834997 1.96044643 -0.45747305 1.13045322] Distance 7.214879636585243 Each least square approximations [-12.71615147 3.68167863 1.32804007 -1.90543042 -0.58414015 3.29199536 -0.77589475 -1.47226305 -1.01761198 -0.59593016 1.50036119 0.40813257 -0.12661526 0.14084375 -0.96652798 0.87040798 1.04599567 0.32579867 -0.75112518 0.03393491] Distance 2.598988356738493 Each least square approximations [-5.74473916 4.33174601 -5.59214277 2.3546703 0.3035922 -1.52364009 2.76976302 -0.84715892 -3.11924893 1.01882959 0.50664555 -0.99672049 0.80164257 1.72132662 -0.95151081 1.31628016 -0.64479642 1.00486949 -0.37988763 -2.56566887] Distance 9.415907116573166 Each least square approximations [10.61467989 -0.59078796 -2.00361931 1.01933446 -0.22660351 3.79901381 -1.30190965 1.27540093 0.32465431 -0.226001 -0.12210863 -0.2759939 -0.10955409 1.77400464 -0.08314724 1.82503819 0.64385062 0.59441019 -0.30959955 1.44513858] Distance 8.29956570851654 Each least square approximations [ 9.14981547e+00 -1.47713496e+00 -3.27206759e+00 -1.93662242e-01 2.98666701e+00 2.15110321e+00 -2.79819968e+00 -2.06297845e+00 6.94058409e-01 1.39708021e+00 1.50151460e+00 4.72103647e-04 1.34917802e+00 -6.45996108e-01 -3.23658241e-01 -1.06736051e-01 -4.52407182e-01 -1.77775262e+00 1.54063666e-01 3.72062266e-01] Distance 9.033905286262211 Each least square approximations [-9.56358944e+00 -2.68680412e+00 -3.24001149e+00 -1.31179324e+00 9.12723973e-01 1.08823502e-01 7.89494338e-03 1.02682630e+00 4.80565321e-02 6.91747104e-01 3.52232309e+00 4.82133246e+00 -5.71664433e-01 8.28307707e-01 5.19347428e-01 -3.45656561e-01 -1.74501382e+00 1.76428681e+00 1.80693157e+00 -3.31275119e-01] Distance 7.38866051927125 Each least square approximations [-11.46855545 4.28449325 -4.11572504 -1.62393678 -1.11831582 -2.98237773 -0.29753976 0.30709616 0.53580729 -0.57967819 -0.58720286 1.06944821 1.05214447 -0.92193891 -0.12060336 -0.19670852 -0.63636075 0.18308053 0.84477285 -0.27948898] Distance 5.414571709157932 Each least square approximations [-9.94812287 -2.46325488 3.25356277 -0.68700688 -2.07818223 0.89528698 -0.83103308 0.09749476 -1.56795777 2.18970163 0.70194212 -0.81026614 0.18840916 -1.3568787 2.21077198 0.10026583 0.50387677 -0.81888842 1.06479432 -0.81340849] Distance 8.640092314213733 Each least square approximations [ 8.16109009 -1.17552844 4.51406486 -1.6045371 2.80046625 1.21228818 -2.49397767 0.60613798 1.00175761 1.33979774 0.3380567 -0.04325782 0.12920642 2.11043374 0.59474366 1.32315346 1.94194375 -3.28715394 2.58165069 0.88702519] Distance 8.723789348107216 Each least square approximations [ 1.11112913e+01 5.62614197e+00 -8.66961540e-01 -2.70382716e+00 7.07516509e-03 -1.68607385e+00 -8.53371991e-01 -1.16204524e+00 -5.49026921e-01 -2.18103167e+00 -1.38140812e+00 1.22904061e+00 -1.53736932e+00 -1.72045992e-01 -3.12260525e-02 -1.00136373e+00 1.14858683e+00 4.19592123e-01 1.63778823e+00 -1.30661619e-01] Distance 5.503814345410002 Each least square approximations [11.62329534 -2.21230898 -0.30654368 -1.63884107 -0.66128467 0.77924481 0.5428083 -2.5382299 0.08357194 3.39700708 -1.11528149 0.4553032 -0.21160597 0.57182894 0.7488722 -0.54877822 0.45620333 -0.01487887 -0.95297053 1.80571622] Distance 6.730026079729502 Each least square approximations [-13.48875815 -1.50323222 -2.12314339 1.92883512 0.65029052 1.56912887 -1.97115884 -0.10848004 0.47289754 -1.90176936 -0.4863418 -0.85266833 -0.7188675 1.13542503 0.27260901 -0.23633465 0.87648228 0.53960934 0.20418448 0.63242733] Distance 2.64591983685503 Each least square approximations [-4.45512703 3.41341007 -5.89957882 0.65459475 -3.58077102 -1.94368845 0.89400445 0.04049398 -2.30828423 0.1122392 -0.65818575 1.73011918 -3.29837434 -0.57087417 2.31512832 3.38776824 -1.31166713 0.2672518 -0.17362862 -1.39885061] Distance 9.77063741771005 Each least square approximations [ 7.42254374 2.95719998 -1.35562997 -2.08631412 -1.9495008 3.92869943 -0.78339726 -0.65481057 -0.44388749 -4.17317675 0.43853797 -1.23560327 1.11397048 -0.97969767 0.45170834 0.01652679 -0.05317261 1.13172145 -1.35436741 1.7976154 ] Distance 10.089300980214096 Each least square approximations [ 6.84445657 2.46897661 -0.67863072 -7.29900297 3.37370732 1.20243424 -1.46289215 -0.89087383 -0.2949906 -2.32111274 -0.61400589 2.636385 1.73244398 -0.03956026 0.99595334 -0.25944563 -3.38027253 0.26735316 -0.87129126 0.16009184] Distance 8.282546091185424 Each least square approximations [-8.23979847 -1.61437114 -2.87494032 -1.2160819 5.33815206 -2.27195473 3.09441397 -5.08766179 1.04558455 1.80405006 -0.94081644 1.4786431 -1.00229261 -1.76040151 0.00951055 -0.09661542 1.37640675 0.85948612 -0.33226068 0.01842586] Distance 7.5199015103086015 Each least square approximations [-8.6097162 -1.43132082 -0.9581335 -0.57116709 -4.04418917 -0.59358142 -1.23626377 -2.3590024 0.87589591 1.43196758 1.79860626 -3.18036745 1.36573166 2.84066176 -0.86009304 1.60290138 0.36057809 -0.82620592 -2.01877977 0.5591511 ] Distance 9.184453801056623 Each least square approximations [-7.28219118 -3.84926037 2.15736469 -2.09726137 -4.39900592 0.32811976 -2.76355426 -0.69912499 -0.62299585 0.76290816 0.64541587 0.10233572 2.01779115 0.68551944 0.97720356 0.47671672 -0.27592035 -0.78266276 0.85598087 -0.12580872] Distance 10.351059710737799 Each least square approximations [ 6.60278927 -1.87617141 3.50048475 -2.5637187 5.20181712 -0.93094989 -2.67177372 -0.71739511 1.05610975 1.52974639 1.36939584 -0.19177962 0.58456847 3.04703125 -0.01665114 -0.36856458 -0.31552349 -1.6203082 1.72143431 -1.24458453] Distance 9.813189674674671 Each least square approximations [12.21084054 -5.37900846 3.99362034 0.83120887 -1.20288329 0.83850487 -2.44388022 -1.27284145 -0.66697695 0.39199531 0.22170018 -0.05457953 0.61110706 -0.13728959 -1.05144107 0.07839311 -0.50233035 1.28784388 0.01979542 -0.76833347] Distance 3.3331702404222723 Each least square approximations [ 7.32895417 -1.14942652 1.30239044 -3.47415792 -3.09731655 -2.17030997 1.47460512 2.3374821 3.62042737 0.36055975 1.15180066 -0.19331341 1.9435846 0.26267561 3.98695862 1.15487319 1.00274858 1.25780676 -1.20657592 1.33057013] Distance 9.378333877760552 Each least square approximations [-9.55435671 2.60038073 4.45812406 -2.49858079 -0.54229105 -1.78605035 -0.12193444 2.89544049 -1.17961928 3.28127532 -0.41197796 2.0847183 -1.1290425 -0.30460414 0.68604784 -1.2459613 -1.19222924 0.60785719 0.38255292 -1.71528439] Distance 7.693837399423781 Each least square approximations [-5.79833118 1.42654767 -6.45076893 0.2895317 1.68809672 2.11181047 -2.54202885 0.68288787 -1.68228732 2.20576425 -1.60245081 0.34413102 -2.25557956 -0.43319805 0.78432787 0.14770652 -0.76314437 0.69613211 0.6122792 -0.48621947] Distance 9.694824626073904 Each least square approximations [ 6.28023793 0.94996971 0.1357071 -1.25345743 0.259579 2.47024675 -1.61906734 -0.62740445 -4.0080378 0.59912075 -1.75301845 -0.66773785 -0.38356294 -0.93748103 -0.18043466 -0.25802147 1.58128615 -1.80433937 -0.29367455 -0.0554121 ] Distance 11.203607708628747 Each least square approximations [ 6.50016761 2.61468998 -4.65141348 -1.66336367 2.03404674 -0.22172151 0.44398129 -0.43445945 0.95518516 2.08771359 -1.32831907 -0.24508844 -2.32740796 2.73837691 0.68780516 -1.9578214 1.13638558 0.07049588 -1.80200135 1.13084589] Distance 9.76465529220897 Each least square approximations [-10.47948221 4.79226692 -1.08389509 0.68725394 0.46468626 3.81497453 -0.15316255 0.3761768 -0.08666654 1.14845924 -1.51727676 3.18875896 -0.60838395 0.22680586 -3.40440767 -0.5493991 1.20629927 0.70851702 -1.0383927 0.42703873] Distance 4.985593275866158 Each least square approximations [-5.8269423 1.02878336 -2.10211593 -2.54657627 -3.12071809 -0.44011583 -2.6362798 -0.1941708 1.77782659 1.26250023 0.42420394 0.08238277 2.44372455 -0.0155893 -1.45945394 0.97857412 -0.3787544 -0.15818962 0.62542777 -0.99931914] Distance 11.187335021547915 Each least square approximations [-8.08811810e+00 3.47845411e+00 1.94015328e-01 -2.35013114e+00 -1.08681043e+00 3.60681309e-01 -2.08465894e+00 -2.78248106e+00 -1.86057759e+00 2.97525215e-01 -3.73789402e+00 -5.49631496e-02 3.30625198e-04 -5.87477788e-01 1.85703039e+00 -3.65990223e+00 1.64929854e+00 -7.34898656e-01 1.11466778e+00 -8.84849623e-01] Distance 8.18992169935267 Each least square approximations [ 5.38212237 -0.25262357 1.78038829 -2.81893889 3.08814083 3.38220268 3.15891492 -0.87271631 -0.55955821 2.75776951 0.73591509 -0.74232037 -0.08294206 1.53936887 2.13550975 0.30169957 -2.56476761 -0.62634939 0.90882568 2.16128092] Distance 10.157833887940233 Each least square approximations [ 7.21123468 2.0229121 0.02272891 -0.63867532 0.32062976 1.27088326 -0.05531015 -0.30916496 0.95575699 -1.69928128 3.00511746 -1.19936998 0.76674327 -2.74533467 0.22100673 2.47972282 0.76706988 -0.87505006 -0.25548202 -0.85116774] Distance 10.70026711932406 Each least square approximations [ 7.34708206 0.66216871 -2.16123803 -3.84424248 1.63011693 -0.13112536 0.8417989 -1.67515999 0.25583967 0.80370604 -0.01780386 -2.9484395 -1.05255789 0.91564229 0.04161279 -0.78764316 -1.59451597 -1.99502233 0.17419361 -1.64687996] Distance 10.112195657937288 Each least square approximations [-7.39753719 -0.79236105 0.98112263 -0.64731777 0.34581579 0.26264871 -1.02857711 1.1559113 3.03592486 1.23944818 -0.82272868 -0.05863692 1.19055251 -0.59244017 -2.41519163 -1.16534792 2.10265369 -2.39266457 -2.52598274 -0.22260654] Distance 10.356965856654945 Each least square approximations [-7.10105806 2.88306815 -5.03678142 2.0943123 -3.70050294 -0.75616022 0.48568921 -2.13844424 -3.27594778 2.53152611 -0.68079278 1.15598921 -0.05889149 2.20920602 2.41128633 3.35147115 -2.685114 0.59106046 0.07818584 -0.89051403] Distance 8.13077629581561 Each least square approximations [ 8.47624924 0.94674136 -2.0600802 -0.53699925 -2.18232449 4.81899038 -0.03747054 -0.61054492 -0.76637252 -3.74025216 -0.53423834 -0.71001455 1.09293908 0.58470354 -0.0125363 -0.79628249 0.98136716 1.72993628 0.06719094 -0.68767282] Distance 9.762204594551134 Each least square approximations [ 9.16854054 3.49443046 0.99971239 -2.8734068 5.05312003 2.17133277 -1.85371788 -1.47949653 1.6421936 0.0964057 0.61302913 0.57404871 -0.2866966 0.05110935 0.93020518 -1.43253069 -3.23063054 -1.16997825 -1.08507257 2.00495295] Distance 7.621410723658184 Each least square approximations [-9.82352015e+00 -1.21483124e+00 -3.22647075e+00 -3.92921561e+00 7.25302666e-01 -1.74270716e+00 4.06575509e+00 7.68420709e-03 1.60991537e+00 2.31812975e+00 6.08907876e-01 3.65092090e+00 -7.82446145e-01 -5.41907119e-01 -8.53158224e-01 -5.55481090e-01 5.70821514e-01 9.13663930e-02 -1.79429609e-01 1.35211935e+00] Distance 7.292692446279619 Each least square approximations [-10.54180857 0.28152819 -4.0565809 -0.33007999 -0.85345564 -1.93516164 -0.55615461 -2.42505661 1.59770763 -0.3557663 1.82857834 -0.83135593 2.12260381 1.05090996 -0.29076891 1.4572262 0.11648453 0.35989646 -1.18756587 1.64681709] Distance 8.103759394463083 Each least square approximations [-9.45532376e+00 -3.07461154e+00 1.91377964e+00 1.08505362e-01 -3.12148616e+00 9.52445074e-02 -2.59610025e+00 8.49361142e-01 -1.12435395e+00 7.84555407e-01 6.06851002e-01 1.19752306e+00 1.49534801e+00 1.50625605e+00 1.81179898e+00 -1.17951370e+00 -3.55661794e-03 -9.80215026e-01 8.51535608e-01 2.97214188e-01] Distance 9.408820607869858 Each least square approximations [ 7.64951119 -1.20612262 3.35201742 -2.61185845 3.48120076 -0.34563093 -3.4284435 -0.2076779 0.28924325 1.79492531 1.38116945 -0.47032268 1.02912268 3.79881958 0.3378616 0.38254804 1.44437751 -2.65534353 3.03691162 -0.92262099] Distance 8.96919213544142 Each least square approximations [ 1.38360323e+01 -6.03058440e-01 -3.57867670e+00 -4.50755512e-01 -1.78733748e+00 -2.14650386e-01 -2.03381360e-01 -1.91429751e-01 2.53556014e+00 2.71338530e-01 4.62988707e-01 -1.05204955e+00 2.21095005e-01 -9.50119572e-01 5.13944336e-01 -5.51517841e-03 -4.37816382e-01 7.01544236e-02 -4.37302169e-01 4.84723916e-01] Distance 2.261614130344663 Each least square approximations [10.13843754 -0.65265088 -0.93302097 -1.54407835 -3.59793098 0.84658532 0.9349028 -1.45336847 2.92182804 1.08333391 -0.12224579 0.28690085 2.14346387 -0.15903963 0.52142354 3.19672049 1.05906469 0.95291166 -1.38665127 0.5450109 ] Distance 8.403616689742654 Each least square approximations [-1.26140344e+01 2.71810288e+00 9.37612179e-01 -1.47233273e+00 4.30674401e-01 -2.19230843e+00 2.44871380e+00 1.27078401e+00 -1.79706808e+00 8.32237807e-01 -8.76217338e-02 -4.74778379e-01 5.26696127e-01 -3.64357614e-01 2.65224994e-01 -7.80065214e-02 8.58772099e-01 -4.10828314e-01 -1.12665322e+00 -1.14330480e-02] Distance 5.825499452226115 Each least square approximations [-6.46846344 4.4201816 -1.78342611 2.578329 -0.21014259 -0.53505793 0.1321456 -1.020005 -4.29942335 3.78569601 -0.5273745 -0.38966331 2.16072265 1.91926848 0.6619847 1.11620025 -1.44855035 2.5293068 -0.15336241 -2.5467357 ] Distance 9.503563353745239 Each least square approximations [ 9.02938271 -3.42403778 -3.02771157 0.87430936 -1.29580968 2.5698345 -0.23064803 0.5758975 -0.6122581 -1.27956615 -1.01488133 0.1375217 -0.15772195 0.84966735 -0.14724313 -0.05581346 1.07972662 -0.72535378 0.10751784 -0.1983973 ] Distance 10.18688714846392 Each least square approximations [ 7.99688981 2.08859841 -0.47629223 0.08232316 2.93105491 1.30953579 -3.62640558 -2.67609495 0.97921975 3.23147997 1.72775207 -0.85298539 1.32673772 -0.6534115 -0.30954425 -0.48455682 -0.20069955 -1.31155868 -0.41515993 0.98385183] Distance 10.074941418375152 Each least square approximations [-9.19365513 -3.24263344 -0.76425941 -1.91776948 -2.01813486 0.91495291 1.68724312 0.8747268 0.08632882 2.06605831 0.8918426 5.04825067 0.93263866 0.20762219 -0.27623452 1.61827027 -0.5424331 0.70538782 1.93614461 0.97767597] Distance 8.58597772204543 Each least square approximations [-9.664316 4.12446073 -4.71185684 -0.37917158 -1.10502723 -4.48280963 0.63991418 1.58129861 -0.0701012 0.59747517 2.59742164 1.93574316 1.53620929 -0.59934668 -1.64307945 0.94059129 -1.30436284 1.3042825 0.87802097 0.79406331] Distance 6.5004700242893305 Each least square approximations [-9.11373611 -1.01852285 2.07977599 0.74633795 -2.49113256 0.17867639 -0.34290817 2.8637015 -2.94507697 1.29217652 -0.44648214 -0.0928645 0.2210085 -1.08760542 1.58806512 0.81362084 -0.81761346 -2.25443058 1.13458671 -0.99888034] Distance 9.729467215519515 Each least square approximations [ 6.86657057 -1.45270672 2.19483453 -0.88908441 1.21903517 -0.17571297 -2.97922181 0.12861607 -0.70845549 2.36752087 -0.58215385 0.28055698 0.70209378 2.94187065 -0.11629389 1.11434201 0.11084363 -4.41620804 3.19598947 -0.60405523] Distance 10.435631510694622 Each least square approximations [10.81894657 3.30815162 -5.08961891 0.31348098 0.17980163 -0.59858434 -2.88364 -1.66380158 -0.19073198 -2.03055998 -1.16570848 -1.83169218 -0.64882397 0.33803851 -0.25313977 -1.13420481 0.39192169 -0.342111 0.85595877 0.47409462] Distance 6.613917847770094 Each least square approximations [10.83086277 -0.24356312 -0.54256037 0.79257393 -0.36563239 2.39628383 0.1658915 -4.41035264 3.18137974 1.27947801 0.41694575 1.49299856 0.57884518 0.54545108 -0.60651376 0.50073665 0.62282525 0.38017299 -0.77743783 0.30529788] Distance 7.804809246560034 Each least square approximations [-12.81539414 -0.97518567 -4.78441368 -2.15241162 0.64843385 -2.74058828 1.21199954 0.20587351 0.45553457 0.38675611 0.78011435 -0.71753126 0.83431888 0.77012968 -0.06445248 0.53911647 0.9781996 -1.40554071 -0.24671334 0.89253388] Distance 3.492223671298861 Each least square approximations [-6.09587279 4.42674371 -4.06459189 2.47583083 -1.64590787 -0.96252329 0.06233786 -0.99189717 -3.66691005 2.70299898 -0.50935889 -0.51198893 0.42619437 2.06546617 -0.13737492 2.34248949 -0.87475647 2.47303347 -0.03019202 -2.97231984] Distance 9.43065520145626 Each least square approximations [ 9.24594128 -1.93860632 -3.14549835 -0.38865438 -2.03674189 3.56941781 -0.67024575 0.25387617 -0.41081206 -1.45957371 -0.59947328 0.35758951 0.62941585 0.21916347 -0.11330762 0.73820073 0.49802806 0.37723843 -1.16169422 1.39304939] Distance 9.785146067918914 Each least square approximations [ 9.01644854 2.34842444 -1.37910273 -1.20619667 2.87357327 2.07152586 -3.00031746 -2.67074822 0.77602682 2.01699444 1.55373276 -0.49660914 1.49549786 -1.02856092 -1.21168935 -0.17171133 -1.43387251 -1.87803757 -0.41140868 0.55731981] Distance 9.103490839365067 Each least square approximations [-10.40155732 -3.25304253 -1.06633919 -0.89567249 -0.43808355 -0.0465113 1.51689665 0.0920603 0.62801398 2.4689594 2.04914044 4.17624115 -1.05482301 1.06560605 -0.33544941 0.529398 -0.42421437 0.6974909 1.54710912 1.7097493 ] Distance 7.742067893911443 Each least square approximations [-10.3086289 4.37434993 -4.99870804 -0.79891723 -0.57031191 -3.45307451 -0.77054682 0.96650125 0.30748685 0.3164109 1.93429955 2.02354991 1.53139179 0.70954985 0.01957067 1.09360388 -0.81736556 0.83524677 -0.29593928 -0.09615566] Distance 6.447328125207114 Each least square approximations [-9.56768517 -1.6288266 2.15350027 -0.3592048 -3.90579315 -0.28075511 -1.05616674 1.80262276 -3.42325089 1.76823837 0.09421418 0.31560165 1.23142114 -1.5459151 1.2723213 0.19101657 1.17082708 -2.33609554 0.94775046 -0.74732138] Distance 8.511872888913175 Each least square approximations [ 7.38580711 -1.15331903 3.70337467 -1.45377876 2.66032588 -0.40930531 -2.70235511 -0.20136528 -0.24299507 2.07874766 -0.29392942 -0.02880607 0.97896941 2.88971613 -0.15253496 0.79103719 0.62547284 -4.10071754 2.76599237 -0.06567662] Distance 9.712215988901262 Each least square approximations [11.98738468 3.88341654 -2.42429024 0.35988423 -0.66570926 -1.76542636 -2.73808829 -0.94245033 0.9942103 -0.90251984 -1.04961776 -1.08374626 -0.07535287 0.55839654 0.29742665 -0.35360724 0.04263737 -0.38729903 1.28804094 0.05635603] Distance 6.062753293407712 Each least square approximations [ 1.15355473e+01 -1.44672178e+00 -4.59743014e-01 -4.53255714e-01 8.17008474e-01 1.92929469e+00 2.80009936e+00 -3.09192003e+00 2.72943616e+00 1.69431593e+00 -3.48215118e-01 2.85496703e-01 1.11272660e+00 1.08178872e-01 -6.83077948e-03 1.34237138e+00 1.04851412e+00 7.15693147e-01 -7.13235024e-01 1.19135272e-01] Distance 6.843459448551694 Each least square approximations [-1.34605729e+01 -2.16995573e+00 -2.75024078e+00 -1.81933138e+00 1.10257201e+00 -1.81688307e+00 1.44618438e+00 1.08899658e+00 2.41847236e-01 -6.44119447e-01 1.54611935e-03 3.41167698e-01 8.55501224e-01 -4.57014421e-01 1.12154430e-01 -1.20823636e+00 1.02742184e+00 7.30456406e-01 -6.33972058e-01 -1.80487006e-01] Distance 3.2126706165326553 Each least square approximations [-8.34093772 3.88728255 3.14064225 -0.42713053 1.62110349 1.88755251 -2.69455435 2.20322337 -0.95077823 -2.82276643 2.64790679 -0.76554953 -0.76600212 0.06074676 -1.21961436 2.15142239 -0.70770367 2.18439561 2.19944663 2.39248615] Distance 7.82379234563342 Each least square approximations [ 4.60864597 -2.97456406 0.03212364 -0.12790452 -4.89781383 -0.79486044 -0.90703801 -0.93083348 -1.55775593 1.46594852 -2.67001007 -0.38696575 -1.71209345 -0.56253946 -0.79832006 -1.56708915 0.35626122 1.28408971 0.10668633 0.90530029] Distance 11.66358342566639 Each least square approximations [ 6.51994498 2.17084154 3.23055667 -1.99553277 0.08988109 -2.83960949 0.83957396 -1.82114404 0.08140138 4.80797963 0.77349779 0.50474088 2.80349811 -0.79958298 0.27153614 -1.67873316 5.09328782 0.29790984 0.86457498 -0.04036918] Distance 8.796318584918541 Each least square approximations [-6.08535376 -1.33978345 1.64848357 0.05115796 -4.5926904 2.08215625 -0.08780152 -0.05915498 -1.60410768 -0.2618013 -3.34498536 0.07848244 0.56120564 -2.92059661 2.14726564 1.39643244 -4.13892278 0.56787668 -0.51703361 0.51417405] Distance 9.952000682063137 Each least square approximations [-3.92410859 -0.85227585 3.44376525 -5.09188879 -0.41900408 -4.87928442 3.1202636 2.03783285 1.00990779 -2.31395878 0.99572807 0.44004511 -2.15426447 0.38167014 -1.59301556 1.29201631 1.84621699 2.22236273 0.49699986 -0.01992661] Distance 9.814489649726944 Each least square approximations [-7.84742344 2.29864425 -0.07738264 0.26834092 3.1106803 -0.23128862 2.46124608 1.43523288 -1.48368488 -2.38418837 0.71773829 0.76336153 4.88913084 -1.98546808 0.075146 1.77888503 0.28110329 0.69511595 -0.27508581 -1.30220195] Distance 9.280703194442662 Each least square approximations [10.35776199 3.91606034 -5.46092015 2.8892029 -2.67786809 -1.83877276 0.54447227 0.51199021 -0.83957194 0.51725927 -2.17511567 -0.63780407 1.78176564 0.11042355 1.05750542 -0.54848234 -1.67253937 -0.41557927 1.65634769 0.22117866] Distance 4.987803821728169 Each least square approximations [ 2.73336944 0.76104718 -0.85799779 -1.26253081 0.79946753 -0.71282819 -3.81497587 -4.33262633 1.44575392 -1.11702483 2.82377139 -1.44087905 -0.30185564 -0.37387927 -0.69799377 -0.05569037 1.59816584 -0.32423197 -0.73195537 0.76903841] Distance 12.268113903991319 Each least square approximations [ 4.7567148 2.39266541 -3.58436773 -2.60183954 3.39559206 1.21629958 -3.77850904 -1.51199001 5.19968668 -1.2744764 -0.03409158 3.13576738 0.42543683 2.42433652 0.53960896 0.47279073 -1.22946588 -1.56093493 -0.91730021 2.75715903] Distance 8.846168679192898 Each least square approximations [-3.64533307 -0.84087035 -2.6743484 2.14465906 -1.22863029 -3.20657335 1.57134638 1.44193613 0.27737393 2.39935592 -0.17405347 0.39523626 -1.83483233 0.3619633 0.27496574 2.63248697 -0.04322239 -0.2890646 -1.45176419 1.53024423] Distance 12.25194659032413 Each least square approximations [-9.8077059 2.2398669 2.21030633 -0.07984696 -0.09652863 -3.23215582 0.22483844 -0.1280531 -0.88088697 -4.01896541 3.89264931 -1.32974258 -0.72779648 0.62107637 -0.08251293 3.27861393 -0.10410815 0.9070096 1.47191229 1.33535609] Distance 6.694000516538836 Each least square approximations [ 5.56086422 -0.28635434 -0.87766976 -2.28918967 -4.46356491 0.72804309 -0.28493707 -0.91975099 -0.53953826 -0.45596879 -1.02393536 -0.5763368 -0.37324337 -0.24921332 -0.56401274 0.72218793 0.22309209 2.4857621 1.12495256 0.94498943] Distance 11.917713591840224 Each least square approximations [ 7.77137418 -0.11077177 5.24955607 -2.81434125 1.09936768 -1.66724019 -1.46367004 -1.38134891 1.50641555 3.06864025 0.56803086 2.17060768 1.1683767 -0.69586757 -0.13839954 0.2245903 3.99813758 0.49971573 2.81488862 -1.00775995] Distance 7.999987122078488 Each least square approximations [-5.15524549 -3.28300961 -1.27556131 -0.77413709 -3.3466139 0.36226683 1.99218064 0.13532661 -0.65325449 -1.69299172 -2.2358138 0.67656337 -0.99840925 -2.63295185 0.47158075 -0.46821553 -3.90095024 -0.1863793 -1.06365463 -0.97307105] Distance 11.06283744239764 Each least square approximations [-6.22528337 -1.44567432 3.21200895 -2.54728479 -1.00147074 -6.01525106 2.1054821 1.11370542 0.5490199 -3.09318626 -3.3545399 -0.08069172 -0.99430675 1.62879724 -0.40902106 2.04319056 1.33152279 1.92244102 -0.09917455 0.46342371] Distance 8.741937416832696 Each least square approximations [-7.78268774 -0.36186585 0.26661749 1.20503193 0.31638052 1.78626052 2.40198939 2.80336674 1.52751651 0.75217461 2.40201691 0.61754561 4.38968254 -0.07648641 0.32142384 0.65908496 0.44259581 1.33237967 0.12779784 -0.4427791 ] Distance 10.077017952892401 Each least square approximations [10.97787967 7.14550187 -0.63437241 1.72705698 -1.33167902 -3.53114123 -2.14427509 0.29252915 0.61299461 -0.55828717 -0.30277911 0.20894028 0.31674207 0.43833902 -0.56022073 0.10509069 -1.00634668 0.63656399 -0.61099706 -0.03834127] Distance 3.8236784048784216 Each least square approximations [ 4.95358951 0.46438475 -1.07627049 -2.59770064 2.19585408 -0.2055733 -4.10047914 -3.45443238 1.72994953 -1.27555886 0.97778027 0.09876384 0.81659214 -0.557189 0.02478616 -0.32403809 1.30627681 -0.14207362 0.01723421 0.30686101] Distance 11.703663264344737 Each least square approximations [ 5.2050204 0.24684526 -1.62734239 -4.48685021 0.9120595 2.44512679 -2.93012353 -1.9070799 3.54930098 -1.49393027 -0.14662716 4.31825304 -0.39671266 2.73574637 1.37441925 0.69579951 0.45656287 0.02107361 -1.91546434 2.46170579] Distance 9.450881582491277 Each least square approximations [-5.28624637 -0.31440362 -1.16966683 3.0033142 -2.63500031 -1.47855268 1.52530316 3.29608075 -0.27798173 2.20118167 -0.10103787 -0.12838117 -1.7148697 -0.12296615 0.62367523 3.39699981 -0.39569396 0.93139534 0.48473097 0.78111983] Distance 11.370235782978755 Each least square approximations [-4.68912469 2.87714411 -5.94274318 1.21013446 -3.88943482 -1.22306603 0.12394676 0.23732506 -2.10297069 0.5661001 -0.76934045 0.57473101 -2.62774699 0.81696569 2.86853118 2.98261568 -1.7013286 1.06706249 -0.36030986 -0.99399598] Distance 9.737203044297376 Each least square approximations [ 7.67057695 1.92029906 -2.10225661 -1.51329113 -1.89153276 3.89651694 -0.51567588 -0.67393677 -0.80980466 -4.05016374 -0.03521603 -0.99891942 1.31469369 -0.75714985 0.60672109 -1.18089812 0.76073111 1.08234009 -0.73939795 0.09962589] Distance 10.046017528959446 Each least square approximations [ 7.05526384 3.12313498 -0.55386149 -5.97580827 2.89356025 1.73554424 -1.49025174 -0.91073168 -0.02726377 -1.3581911 -0.57183461 2.64555085 1.06792949 -0.04737654 1.89241028 -1.32218595 -2.7865089 -0.0262669 -0.20159547 0.77108623] Distance 8.946569993419567 Each least square approximations [-8.18063539 -1.41882091 -2.90233757 -2.34374957 4.22822404 -0.72942687 3.54718269 -4.01875546 1.14272529 1.98055047 -1.33579716 0.52676766 -0.45936011 -1.56503329 -0.54577297 0.40547323 2.33519066 1.16535455 -0.21581431 0.67357409] Distance 8.145444011256705 Each least square approximations [-8.57789655 -0.29270226 -1.67619384 -0.17674443 -3.92512057 -0.92827519 -0.40012771 -2.23519203 0.18794593 0.96100177 1.985348 -2.94369579 1.08373126 3.02111397 0.16499947 1.14734827 0.41032471 -0.41889383 -2.04988684 0.34172891] Distance 9.28778698515121 Each least square approximations [-7.59644591 -3.50729292 1.69095125 -0.75420291 -3.48560205 -0.20951924 -3.38442878 -0.18141086 -1.11736735 0.84371809 -0.55313713 1.68708616 1.30874412 1.45436708 1.12910455 0.11510405 0.52654632 0.18886528 0.73883549 0.45019113] Distance 10.279201011007396 Each least square approximations [ 6.57987746 -1.90078495 3.23905998 -2.41243274 4.32365695 -0.81114686 -3.07662981 -1.07411843 0.29741105 2.4180474 0.85017406 -0.39398443 0.88112112 2.92197938 -0.37555334 0.16195641 0.22746043 -1.7041812 1.96357521 -1.41992351] Distance 9.785432912978019 Each least square approximations [12.50313482 -5.09428693 2.0804301 1.70974839 -0.24295723 -0.2160274 -0.67430909 -1.81122876 -1.58719659 0.3436844 0.26436687 -0.82470634 1.76514521 -0.84010979 0.9635609 -0.24121268 0.04378252 0.24438349 0.02324743 -1.0386048 ] Distance 3.370325036821501 Each least square approximations [ 7.59550771 -1.11644338 1.34499276 -2.82756087 -3.05672964 -0.97899317 0.42764639 1.69739619 4.27124137 -0.01504974 0.76927096 0.40050447 1.60070113 -0.55922644 3.02124574 1.33052476 0.89558478 0.90135146 -0.23733728 0.72487895] Distance 9.848564944377255 Each least square approximations [-9.71287029 2.07394581 3.02769495 -2.42569848 -1.27640639 -2.65321224 -0.40376369 2.50112753 -2.56371757 2.64778803 -1.08846143 1.55879518 0.20247411 -0.26883229 1.48162457 -0.76255756 -0.6686789 -0.02083058 -0.42907614 -1.79210343] Distance 7.833084632246442 Each least square approximations [-4.42562202 2.4700461 -3.92199844 0.56539691 -5.05776288 -1.14496507 -0.05153739 0.899221 -2.2091095 -0.17437652 1.06835771 1.43333206 -2.01840918 -0.64059771 -0.06734915 4.09758273 -1.48724544 0.68059162 -0.60496977 -1.98818571] Distance 9.881464303521762 Each least square approximations [ 6.00601225 1.53788493 -0.77923984 -1.37367735 -2.01926822 2.75097249 -0.75814959 -0.54914862 0.27448427 -2.94424428 0.04767921 -0.96341032 0.64615734 -0.94422096 0.30687406 0.86071217 -0.27800284 0.68639025 -1.27548573 1.38787977] Distance 11.564683574530623 Each least square approximations [ 5.02891869 2.29716727 -0.84660231 -6.27276809 2.05823681 -0.55835066 -2.68936758 -0.81371815 2.12842313 -1.29052085 0.49098523 -0.67917791 0.84309395 0.11628927 -0.10103829 0.59189344 -4.18454394 -0.31820397 0.46770547 0.66007346] Distance 9.684611219293123 Each least square approximations [-7.60306225 -2.08006449 -0.33958565 0.09557818 4.66155544 -1.80967709 3.7488318 -3.47388817 -3.11679101 2.20692697 -0.20616173 2.32095949 -0.08117606 0.41529598 -1.46246569 0.94722153 0.60258313 0.28108462 0.24048861 1.48006634] Distance 7.988159112202616 Each least square approximations [-7.49056722 -0.34003166 -1.78731203 1.5916434 -4.53787015 -0.80108574 -0.70215886 -1.13155197 -1.1331427 1.65561526 1.63557754 -1.22000435 0.61897413 1.66098971 -1.61802518 -0.30939791 -1.75946959 0.58613453 -2.7143525 -1.22045579] Distance 9.581994234789276 Each least square approximations [-7.81791269 -3.1908729 -1.8096666 -0.85987776 -6.331975 -0.26577683 -1.30115684 0.41891043 -2.07214998 1.30541212 -1.17675751 0.23154606 0.51477882 -0.52265908 1.45262923 2.4255115 -1.36929889 -1.62853539 -0.36905063 0.13212503] Distance 8.069556527537236 Each least square approximations [ 5.39654986 -1.0528801 3.36664375 -1.43348991 4.32115946 -1.06112735 -1.21240536 0.89026579 -0.141571 1.00965203 1.16764053 0.28980896 0.30701982 4.07443552 -0.48296321 -0.64210574 -0.86780093 -2.76309528 0.89736746 -1.28222716] Distance 10.332896019569512 Each least square approximations [ 9.54675353 -5.4485266 1.98012055 -1.14887887 0.0982078 -2.24579646 -3.01690952 2.07630372 -0.31490361 -0.6313436 0.47246202 0.11773758 -0.12188128 2.4207182 -0.59664681 0.42864834 2.16249129 1.03758939 1.76370548 -0.8166177 ] Distance 6.473128173253257 Each least square approximations [ 7.14255655 1.22223754 1.18428859 -2.56904921 -2.75341107 -2.46677578 0.74783019 0.655503 3.90469176 -0.30975557 2.09350829 -0.697332 0.87084164 0.94370166 2.24434658 -0.80201906 1.89110256 3.18729217 -0.50041672 -0.75449787] Distance 9.26561153332284 Each least square approximations [-8.81421744 3.17817326 2.25658979 -4.53895472 -0.64768991 -2.44405926 -3.3691111 2.74472295 -1.33556604 2.18387995 -0.97550985 0.33686837 -0.88011026 0.41668182 1.52384328 -2.01862069 -0.61591988 1.74848677 1.31854518 -0.66616691] Distance 6.615879538337533 Each least square approximations [-2.81851589 2.50508696 -4.74553178 0.60142208 -4.54930301 -1.63049132 0.03176963 0.84404284 -2.31931322 -0.69752522 1.57710354 1.65583021 -2.15322228 0.92840332 -0.07776653 3.31562145 -1.59652255 1.91732837 -0.39152589 -1.59752854] Distance 10.391366066392514 Each least square approximations [ 6.39492633 1.24015968 -1.36084533 -2.05223746 -1.34533286 2.77274059 -0.37392628 0.35835441 0.46339162 -2.62226631 0.99168616 -1.42619244 -0.15302907 -0.524355 -0.28668407 0.46609095 0.1117877 1.3930719 -2.09748528 2.14534972] Distance 11.213761274779579 Each least square approximations [ 5.40968954 1.64192675 -1.08119827 -6.02965969 0.48528447 1.64856472 -2.74219873 -1.59392115 2.69904407 -2.24817442 -0.27732692 -0.52505887 2.42505925 -0.82925782 0.12064806 0.39466626 -3.12586338 0.01614484 0.92992803 1.1416718 ] Distance 9.581372406658323 Each least square approximations [-6.61411501 -2.43294615 -0.82669958 -1.19879803 5.85080315 -0.48856391 1.6187384 -2.8974408 -3.08172137 1.62351244 0.91225681 0.52384343 -0.53061377 0.63452333 0.31172472 0.38149948 -0.70426855 0.05943727 0.38612998 0.98950819] Distance 9.623217597017486 Each least square approximations [-7.62973375e+00 1.02734452e+00 -9.30537426e-01 2.74131142e+00 -4.76297691e+00 3.72552123e-01 -3.28003754e-01 -7.95646589e-01 -4.56165651e-01 5.78557447e-01 2.74138193e-03 -7.37875682e-01 -2.61451647e+00 2.57472382e+00 -2.21905064e+00 -1.57015276e-01 -9.37004224e-01 1.37847034e-01 -1.08997743e+00 2.48920306e-01] Distance 9.63381433109336 Each least square approximations [-6.91620492 -5.22290168 -1.11008665 -0.18305312 -4.096616 -0.02273149 -1.74274259 -1.49743443 -1.93247742 0.6131546 -1.07708712 -1.78264834 1.29144438 -0.27714859 1.57372097 2.18067407 -1.95431573 -0.61184569 -1.31518842 0.20891846] Distance 9.15642259917603 Each least square approximations [ 5.58826575 -1.1131527 3.51742712 -1.25827229 3.38470962 -1.14478767 -2.77571217 -0.90261697 -0.2071998 1.38445808 0.32876612 -0.08072638 -1.06990886 2.99096066 0.52089172 -0.96469332 -1.16717507 -2.30231533 1.17191869 -1.66210105] Distance 10.667594860583096 Each least square approximations [ 9.25003490e+00 -4.04520633e+00 3.57243247e+00 9.24576783e-01 1.68154277e+00 -1.91191994e+00 -2.55796149e+00 1.82914025e+00 1.23453565e-01 2.13089238e-01 -1.58259684e-01 1.25468967e+00 -2.88297508e-01 2.96948925e+00 1.38986022e-01 -8.14819310e-01 1.76816079e+00 1.44362444e+00 4.09392243e-01 2.24119737e-04] Distance 7.558744688569911 Each least square approximations [ 6.77901966 0.21227545 1.9575302 -3.3741102 -3.66942555 -2.58212659 -0.3208991 0.75490595 3.51947692 -0.61397227 1.80936668 -0.39016549 0.40696349 0.15451734 2.3777939 -0.20254002 3.09660239 2.15134326 -0.34830673 0.86864325] Distance 9.299671172239389 Each least square approximations [-8.45481212 2.02863029 1.61562113 -4.12448743 -2.35019643 0.19903399 -3.48099055 2.01723259 -2.59155093 3.01886169 -1.68446991 2.20973869 0.05210729 1.16506332 1.88767478 -1.35432346 -1.08618595 2.77342322 1.29864367 -1.00250082] Distance 6.843358775301101 Each least square approximations [-7.80337171 2.52315034 -2.14522245 2.40699742 -0.53994089 -4.43699837 0.75302212 -2.29725698 -3.33413863 1.72323329 0.42436403 -0.21993586 -0.17388606 1.37103645 2.66708912 -1.2625582 -2.45308777 1.65663738 -0.94889667 -1.81544111] Distance 8.588349006469796 Each least square approximations [ 7.76577348 0.89919417 -2.38968442 -2.50162685 -1.75385583 4.25394566 -1.02901926 0.42001912 0.19547385 -1.23975996 0.06197607 -0.64224637 1.29436456 -0.0716477 0.64177528 -1.25183209 -0.93039985 -0.55789424 1.42360754 -0.73201862] Distance 10.499765382439927 Each least square approximations [ 8.09266431 0.74513524 1.96628742 -2.72466648 4.17860492 0.16114992 -4.32063529 -2.42426334 -0.13487462 1.76402788 -0.24189592 0.93159667 0.13525598 0.21101158 2.06977234 -0.145977 -1.53514875 -0.72239096 -0.79070643 0.88981327] Distance 9.112584627072001 Each least square approximations [-7.09112749 -3.07176426 -4.13407291 -1.84250977 0.43885751 0.07164465 3.49666095 0.46791526 2.30385594 0.78069413 -1.54859297 3.66050136 0.31052914 -2.22903672 -0.50907322 -0.25388622 0.23399375 0.34630416 0.68438178 0.21831995] Distance 9.720329545492469 Each least square approximations [-10.1258764 -0.74206859 -2.79976415 1.01387786 -2.3571617 -3.56245594 -0.56874447 -0.17732715 0.30690236 0.94312475 0.25124041 -0.87896967 1.72273071 2.04185125 0.3717689 1.45872332 0.07115469 0.88014445 0.48995698 -0.45375865] Distance 8.49272480705919 Each least square approximations [-7.69488289 -3.12438018 3.46677707 2.16076955 -1.8158282 4.46640426 -1.52108384 1.98734221 0.91759867 2.51598089 -0.27689189 0.70853745 0.15463545 0.26687307 1.21229128 -0.97825608 -0.32069441 -2.2739707 1.17276919 -0.19486132] Distance 9.110320254928515 Each least square approximations [ 6.92668339 0.54683255 3.72811189 -2.58192348 3.56276389 -0.93391571 -3.28394562 0.29975757 -0.69723345 0.94962252 0.86803662 -0.58852929 1.44000413 1.41259584 -1.20914061 -0.24347302 -0.26730678 -1.39162891 1.66538642 -2.14318618] Distance 10.21722321295094 Each least square approximations [11.17390198 -0.49614945 -3.8726011 -1.67554383 3.05404966 3.10815899 -2.51994843 -0.94863142 -0.42746106 -0.369311 -2.53654155 -2.68244595 0.68145449 0.05437219 -2.08078494 1.07523408 0.36985625 -0.04136 -0.72820607 -0.49505381] Distance 5.01667600933067 Each least square approximations [ 8.27026393 -1.22483896 1.08072518 -1.88395239 -1.93650751 1.09581781 -1.82060652 -2.16996218 1.43326912 0.17660103 2.00751138 1.62190659 0.69606494 0.61269855 -0.31040479 3.97043778 -0.40514792 0.88341685 -0.646336 0.54521662] Distance 10.020581342882185 Each least square approximations [-10.80784134 1.15450526 0.82342676 -1.09579704 -0.79356157 -2.26367471 2.7923789 0.67073621 -0.47748696 3.17595082 1.50040787 -0.63065402 1.57462053 -0.63376214 -0.29213485 2.47636865 -1.40208272 0.5604634 1.32317198 -1.12809934] Distance 7.330704363275184 Each least square approximations [-6.11819035 5.72212839 -4.64854595 3.6980163 0.11893855 -0.47223224 1.52921613 -0.60337889 -3.49811325 -0.43903371 0.24169247 -0.81062338 1.49563856 2.8475783 1.23493458 2.66266293 -0.03569427 1.66572808 0.15604503 -1.80719902] Distance 8.501117028341012 Each least square approximations [ 9.56919823 -2.10760255 -1.23565111 1.34906195 -1.88049296 5.12634721 -2.11287768 -0.40225421 1.00880168 -0.70742037 -0.44930828 0.92268481 0.50442522 1.76956251 -0.1625638 0.5956939 0.6344761 1.77325919 0.62674292 0.40080573] Distance 8.637177124378734 Each least square approximations [ 9.26732981e+00 -7.72959299e-01 -1.88636950e+00 -4.30655810e-01 3.45671604e+00 3.62093312e+00 -1.32244388e+00 -2.65756924e+00 -7.11269444e-01 2.72310258e+00 2.41617442e+00 1.62071196e-01 -2.09105963e-01 -2.01412748e+00 8.00928125e-01 5.73981679e-03 -7.84624707e-01 -2.52516649e+00 3.80268910e-01 1.79826850e-02] Distance 8.311387987760073 Each least square approximations [-9.16535842 -3.73656464 -3.13719389 -3.63073839 0.34334872 1.63839342 0.62746357 1.91326438 0.78603595 0.56253277 1.99493451 3.97090124 -0.25684357 0.22428549 2.07688204 0.39563094 -0.52252842 1.32171359 1.12859163 -1.12604824] Distance 7.820698209275585 Each least square approximations [-11.97047986 3.1165735 -3.74989793 -2.7195192 1.02112911 -0.21798282 2.85644569 1.08873739 0.8151017 -1.643858 0.71186 -0.22277424 1.33076999 0.64835991 -0.07006743 -0.51820029 0.05091351 0.8318428 1.3480346 0.41240446] Distance 4.987223229877275 Each least square approximations [-10.13286547 -3.2699602 4.27845148 -0.48013873 0.79187063 1.00332434 -0.1215461 0.38585557 -1.58084669 1.82621539 0.48403813 0.98552141 1.67089723 0.23726888 1.98466706 1.37147694 0.3272602 -1.54073592 0.11616055 -0.11444908] Distance 8.180700431500997 Each least square approximations [ 9.08033196 -2.07258855 3.46741895 -0.22833629 1.43889488 0.83446613 -1.60550173 2.19078364 1.90300676 2.4227438 1.55188242 -1.1568438 0.74823852 2.43129098 0.53768083 1.16553016 2.83979486 -3.43385739 2.25023567 -0.82807543] Distance 7.9316628711052335 Each least square approximations [10.91485975 4.66270135 -2.17775363 -3.66072375 -0.42761003 -1.94944161 -0.43344857 -3.38699476 -0.27553511 -1.34088606 0.29275259 -0.84973682 -1.471038 0.95951205 1.15354262 -1.22606803 0.83303327 0.58660698 1.0443875 -0.90902981] Distance 5.711677822657501 Each least square approximations [11.61179434 -2.1409843 -0.99748635 -1.26883856 -0.92544206 1.64507742 -1.00837717 -1.38274664 0.42115774 1.49983773 -2.50010887 2.07110657 0.58359446 -1.01937244 1.23048766 0.32538053 -0.39001457 0.94954262 -1.02008316 1.93522925] Distance 6.9656117629180585 Each least square approximations [-12.82282409 0.44560682 -2.51916255 4.67707307 0.31117236 -0.75430293 -0.15202354 -1.38915791 -1.81022734 -0.81231831 -2.1110218 0.3806017 -0.31227406 -0.55773273 0.40475377 0.23113929 -1.10594559 -0.77981603 0.10699619 1.13933669] Distance 3.327447788510831 Each least square approximations [-6.65568061 5.54607505 -4.15037638 2.68399225 -0.33610392 -1.61789002 1.17386968 -1.71278018 -3.14358648 1.2776139 -0.56857824 -0.55794018 1.05918905 2.51275973 0.42473313 2.77811731 0.70308829 2.41582027 -0.6291943 -2.21406794] Distance 8.51725584461335 Each least square approximations [ 8.98531111 -1.09129947 -2.72202399 0.78001497 -1.74324611 5.21434099 -1.56681165 -0.33816655 0.81741054 -2.04897237 -1.25499412 1.41906083 0.91960761 1.18115686 0.55724286 0.95102751 0.85769478 1.12552694 0.22232548 1.03267612] Distance 8.96730468731663 Each least square approximations [ 9.05375718 0.75850889 -1.49808201 -1.03460302 3.84308097 2.83300999 -1.77400044 -3.92763341 -0.60383298 1.9519041 2.03583279 -0.0858842 -0.17094107 -1.973599 -0.31780427 0.91481149 -1.29955226 -1.33028855 0.31272224 0.23626943] Distance 8.611270096162036 Each least square approximations [-9.87098642 -3.61845774 -2.09953895 -3.15400934 0.5703164 1.41519161 0.89810741 1.00624702 0.42271511 0.16755157 1.98272822 4.22914203 -1.03238498 1.11328827 1.22845757 0.11737944 -0.79800444 1.05074793 1.55037409 -0.06139579] Distance 7.690987050289864 Each least square approximations [-1.18074125e+01 2.90480031e+00 -4.72716700e+00 -1.43616308e+00 -6.32279925e-02 -1.26427589e+00 1.35406159e+00 1.50436665e+00 -9.08591446e-01 -1.05630565e+00 4.57296108e-01 -1.07472245e-01 9.35927269e-04 7.71866034e-01 -1.04515424e+00 8.95242566e-01 -5.67545261e-01 -2.32087232e-01 1.29359116e+00 8.71316102e-01] Distance 5.7239229115771435 Each least square approximations [-9.77728824 -3.30472957 3.23915352 0.28558856 -1.3126585 1.62647171 0.10561379 0.55863978 -2.49189072 2.15274788 0.45002467 -0.84631985 1.77469184 -0.50653499 2.26033793 0.16194163 -0.30754214 -1.57899943 0.84695179 0.03588985] Distance 8.531788499296066 Each least square approximations [ 8.09756581 -1.03393449 3.91070533 -0.69063355 3.03372424 0.15416022 -1.92888229 2.01826943 0.47726302 1.8620853 1.65889526 -0.37954312 1.17314215 2.61360044 -0.10904775 1.0308323 1.40563554 -3.88684127 2.60281068 -0.85866413] Distance 8.847848416613587 Each least square approximations [11.45494916 3.95184143 -2.01098862 -2.61060946 -1.09664653 -1.21320667 -1.71769645 -2.49058755 0.36315776 -0.93493086 -0.82721534 -1.85691731 -0.71628727 0.35223348 0.25100213 -0.85688781 0.60834766 -0.26577026 1.30213376 -0.88569285] Distance 6.258604045227661 Each least square approximations [11.44654599 -0.90035821 -0.83930098 -1.54343902 -0.58878676 1.47433797 0.12830718 -2.95445951 0.24320733 0.9931265 -2.01289574 1.86513022 0.12577199 -0.20996711 0.96844096 0.58682368 1.14467337 1.72222529 -0.53093293 1.54723231] Distance 7.424782444422163 Each least square approximations [-1.35486543e+01 7.44453379e-01 -2.93065059e+00 2.42043249e+00 6.58622143e-01 2.55206668e-01 2.54577097e-01 -3.77627624e-01 -7.82913580e-01 6.61497761e-01 2.43779737e-01 7.17751600e-01 1.38462030e+00 -8.80444968e-01 8.89372501e-03 2.19886752e-02 -4.28968297e-01 -1.19559709e+00 1.10885716e+00 -2.27609378e-01] Distance 3.4201271874725125 Each least square approximations [-7.63702849 2.61936508 -3.85233586 1.2239409 -3.37397289 -1.69046831 1.54240223 -3.221023 -3.92145873 1.39292261 0.0570284 -0.10150503 0.66940915 0.90985306 2.20271696 2.27012374 -2.04175979 0.4334991 -1.34664424 -0.37622323] Distance 8.597517022168534 Each least square approximations [ 6.70580134 1.48533854 -1.26376805 0.11124051 -1.62242952 4.83734764 -0.83045077 -1.11115544 -0.24176552 -3.55132374 -0.77859561 -0.73700285 1.18868601 0.41361899 0.09946132 -1.16073662 0.14963904 1.42474758 1.35291421 -1.49129607] Distance 10.851429366880852 Each least square approximations [ 7.35765076 2.33057564 1.4178969 -2.67504926 6.13253042 1.01393611 -2.93533683 -1.57321807 0.80358058 0.59144333 0.42521046 0.0965327 -0.49991182 0.06519133 1.81424366 -0.28808149 -2.73504635 -1.06860181 -0.62228637 0.26545236] Distance 9.219903704611895 Each least square approximations [-8.21354178 -1.79290806 -3.31273218 -3.76150689 0.67612068 -1.83934011 3.73596858 0.023052 1.91528389 2.05910627 -0.58233858 4.42752248 1.09524987 -0.54387532 -1.44447627 -0.64011942 0.93476535 0.82926203 0.23965346 1.06888244] Distance 8.316224733955991 Each least square approximations [-10.40261132 -2.90892758 -4.18574034 -0.10801522 -0.71393317 -2.52418621 0.2984917 -2.1369041 0.13698391 1.03404011 0.28142966 -0.45774691 3.5506587 -0.11208388 -0.76249289 1.06257712 -0.53876722 0.0991078 -0.29279378 0.91975773] Distance 7.39442341188851 Each least square approximations [-9.6352808 -3.44696573 0.25375016 1.30232915 -2.74555242 1.36209364 -1.39514815 1.69860345 -0.02929113 2.15175087 1.62939369 1.66726652 -1.01697933 1.81748548 0.63447844 -0.51677681 -0.37302265 -1.44610004 2.19797957 0.58781715] Distance 8.612534197153794 Each least square approximations [ 6.84322719 0.24926279 3.6781669 -2.28411463 2.81587321 -0.11768228 -3.19318051 0.95921418 0.31583173 0.54190455 2.93381769 0.01577626 2.25808135 3.79368792 -0.30754021 -0.08081127 1.27014814 -1.86810072 2.89645267 -0.91228387] Distance 9.473429260304243 Each least square approximations [12.19075601 -2.40750618 -4.84301231 -4.03884088 -2.41639364 1.37382852 -0.93006682 -0.22460897 -0.87776849 -0.93983542 0.43034212 0.24688167 1.11317282 -0.63669873 0.54263965 0.08106807 -0.38944963 -0.90773361 0.02655105 -0.46388064] Distance 3.082965963411951 Each least square approximations [ 8.96030804 0.07966397 -1.94048299 -1.0423096 -4.19427098 -0.20506895 -0.14768394 -1.46123716 1.77674275 0.06859323 -0.04838227 1.68072931 1.58435428 0.3983373 0.52839959 2.96588369 0.22164966 2.03890776 -1.18312994 0.16333962] Distance 9.437099093069465 Each least square approximations [-1.13570766e+01 5.60928315e+00 1.10370378e+00 -2.13107664e-01 5.15838467e-01 -3.13586072e+00 1.61959635e+00 6.97744764e-01 -2.23455872e-01 9.21188761e-01 -3.91988431e-02 -1.81643070e+00 2.59626776e-01 8.95683168e-01 1.07139118e-02 1.12404952e+00 4.16678396e-01 2.65270945e-02 1.37238726e+00 -1.19782709e+00] Distance 5.710988571291901 Each least square approximations [-7.87939227 5.88364664 -5.26728267 4.6317427 0.5497232 1.12005737 -0.09941728 3.45542929 -1.82452209 -0.18400953 1.09840687 -0.24622785 1.40824311 -2.27005023 0.82145336 1.18635523 -0.2052559 0.04485197 1.11220521 0.729836 ] Distance 6.176472467328416 Each least square approximations [ 9.36082243e+00 -2.76152088e-01 3.15579002e+00 -1.04184698e+00 -2.52129029e+00 3.07265670e+00 -3.15050628e+00 -1.65165368e+00 -8.90574305e-01 1.81360741e+00 -8.88453359e-01 1.36277887e-01 -1.77367648e-01 7.10875222e-03 -1.78160808e-01 -2.18782218e+00 1.19641104e+00 -1.95666309e+00 3.12818808e-01 -1.11018879e+00] Distance 8.34800490716191 Each least square approximations [ 8.63743264 -1.63423958 -3.57368956 -3.3029764 2.98957333 -1.59435103 -1.8954112 -2.07376281 0.42543972 2.98681182 1.06873243 0.44763864 -1.79401167 -1.99669578 2.44085509 -0.67059175 0.89320129 0.19692151 -2.09446648 1.33164344] Distance 7.863430216675219 Each least square approximations [-10.88467421 -3.54772942 -3.25545294 -0.7316391 -0.81675914 1.07393401 -0.56837885 0.68223649 -2.16758777 -1.44626105 -1.09346916 0.67373962 3.43783602 -0.77319871 -1.45486144 1.50333098 -0.2802778 0.17704514 -0.96453004 -1.29219289] Distance 6.361558320467511 Each least square approximations [-9.14499399 1.31502204 1.05684344 -4.69762205 -3.30290328 1.78665733 -0.41410471 1.8072281 1.0520888 0.49627615 1.24084653 1.6984678 1.1801094 -0.57907364 -1.75353103 0.07139094 -0.05836818 1.84133149 -0.48757383 -0.11538419] Distance 8.53831324676364 Each least square approximations [-11.90895825 0.11514673 3.67306255 -1.5060645 -0.82161688 -1.50311723 2.70485438 -0.07857437 1.19859294 -1.55248473 -2.30999127 1.06569132 0.32738041 0.63431166 0.59177472 -0.42638892 -0.6649272 -0.26588724 -0.73358811 -0.57085151] Distance 5.7120088663459 Each least square approximations [11.33969517 -3.74248667 0.54621668 -0.98730542 0.02368231 1.60256111 1.66791845 1.03238134 -1.61645598 1.86003095 2.96744276 1.35247184 0.34522885 0.86221159 0.59169305 -0.06315387 -1.49559061 -0.18471717 -1.21980578 1.72008645] Distance 6.187948552060982 Each least square approximations [ 7.75480216 1.66189247 1.06815031 -4.65360982 2.79994952 1.19569908 -0.65603013 -2.80243439 0.34250812 -1.34194554 3.26040449 -1.36507822 -0.16056815 0.40265518 -0.54244629 1.81798342 0.83631964 -1.05887756 0.24486721 0.24508105] Distance 9.477763508550913 Each least square approximations [ 9.99527714 -0.8454544 -3.94990611 -3.89459912 2.02838909 -0.36310034 -2.402242 1.56896076 -0.09159272 -0.19595893 2.86089874 2.04702678 -1.78798756 1.07623177 2.44455562 1.19264721 -1.97308938 -0.36441033 -1.66383339 -0.80410344] Distance 6.142662116703824 Each least square approximations [-8.59391256 -0.536112 1.03981291 3.85946191 -0.42741389 -2.25917957 -1.45147053 1.82240654 1.78972785 4.83627279 -1.54897565 -1.0419634 -1.75772706 -0.53271273 -2.84986286 -0.56722393 -0.03397855 0.27887045 -2.05176685 1.13216504] Distance 8.057177241957666 Each least square approximations [-9.27473822 5.92381149 -2.22103907 3.90081122 -1.27883095 -0.51316163 0.55805671 3.16980076 -0.10823421 -2.99242965 1.00778731 -0.85960376 -0.15629219 -1.20903739 -0.26872668 1.66557073 -1.47500759 -0.37172067 2.34095564 1.26420024] Distance 6.613928295637984 Each least square approximations [ 9.30409213e+00 3.49508332e-01 2.11442890e+00 -1.11993014e+00 -5.57055051e+00 2.23054112e+00 -2.51430619e+00 -2.49903154e+00 9.31610568e-01 1.96013515e-01 -1.22767419e+00 1.43754527e-01 2.21504247e-01 -1.11858953e-01 -2.64827809e-03 -7.06519254e-01 8.97338809e-01 7.46664359e-01 4.35286133e-01 7.79185767e-01] Distance 8.692998303825629 Each least square approximations [ 9.40166445 -1.17984165 -0.64990711 -4.47436147 2.18103379 -3.83039911 -0.31404149 -2.37833392 -0.46418688 1.63823861 1.92270644 1.27534363 0.10834357 -2.21939959 0.23862893 -2.14896983 0.96035074 -0.26931957 -0.39951136 0.53024801] Distance 8.187112864410336 Each least square approximations [-8.65096466 -5.42772931 -2.5909223 -0.35866798 -1.09892923 0.08565392 0.83086737 -0.97435066 -2.32526821 -2.36304328 -0.44619039 1.05603151 0.88420526 -2.84389406 0.17974417 0.07922919 -2.75055038 0.06396048 -2.18863973 -0.78064591] Distance 8.575020175826072 Each least square approximations [-8.5275389 0.86606376 2.06075024 -5.62790488 -3.38828055 -1.06211425 1.18122211 -0.93430682 1.51326781 -0.72692341 1.22310804 -0.18473658 -2.03499722 0.39443485 0.16137188 0.70043315 1.67767925 1.85658523 -1.49094639 -0.23378555] Distance 8.929852297291827 Each least square approximations [-10.65744773 -2.05664635 4.02754283 -0.51999211 -0.40383899 0.19597176 1.41139997 1.62208615 0.78203895 -1.4262757 -0.30958154 -0.14223722 3.62241006 0.16203699 1.56579291 1.79605723 -0.14036482 1.60123159 -0.15607465 -0.3613345 ] Distance 7.632544885590029 Each least square approximations [13.33976127 -2.90686366 -1.52121975 0.80066672 2.12884001 -3.10558422 1.16721621 1.7790372 -0.55817078 -0.66465585 -0.02862097 0.90014608 0.17404298 1.28091926 0.58126708 0.45205476 1.21837696 0.68454195 -0.09985507 0.10993661] Distance 2.8103444260552664 Each least square approximations [ 7.64783124 1.10292629 2.06048691 -4.38442335 1.82937135 -0.05869171 -1.42163717 -2.73922988 1.87443058 -0.57989132 2.24691774 -2.21320075 0.08820699 0.50676457 -1.55710367 1.39920063 1.62647614 0.16094351 0.56151573 -0.06832451] Distance 10.209071909409431 Each least square approximations [ 9.14891393 0.01029213 -0.85121906 -3.60872505 2.5273705 -0.50260262 -3.6796327 1.61379399 1.81819542 0.92353501 1.77366291 3.22414724 0.01149709 2.24531841 2.86888522 2.547699 0.23013753 1.67574873 -1.00998913 1.75597231] Distance 7.552971540674675 Each least square approximations [-8.11451227 -0.6100885 1.65623241 3.55313067 -0.0124788 -1.56215151 -0.73335416 1.3019989 -0.11185338 4.54033419 -0.08373624 -0.42445574 -2.19471002 -0.62933612 -0.15949822 1.54370218 -1.05496824 0.75529672 -1.08116291 2.25336859] Distance 9.954124831026158 Each least square approximations [-5.47062334 4.53910841 -3.07044457 2.51746126 -1.99371253 -2.41262739 0.09644962 0.14834788 -3.75781345 2.46100235 -3.09087981 -1.4526551 -0.5416651 3.39393158 -1.01715872 -0.02076469 -0.56408387 2.2135276 -0.3944558 -2.32843129] Distance 9.028917278766182 Each least square approximations [ 9.20276219 -2.84574864 -0.03295069 -2.31604992 0.66015868 -0.44225738 -2.86465027 0.12813072 1.59365492 -0.62269224 -1.76951336 0.6522412 1.39340199 2.34273187 0.33775574 0.93510144 1.11447855 1.47993356 -1.21605808 1.40268071] Distance 9.183631183922078 Each least square approximations [ 9.59587471 1.21079167 -3.02803073 0.32338163 0.44695949 1.38752041 -1.89087821 -0.01917983 2.10065206 0.95706939 3.02088608 -0.90209215 1.14184694 -0.87429929 -0.38252685 2.93529292 -0.01670901 -1.4045236 -0.05778759 -0.5619068 ] Distance 8.73021191127114 Each least square approximations [-8.52676194 -3.28192207 -0.42324344 -2.42543164 -0.23447352 0.64741607 -0.09406369 0.50266566 0.04469982 -1.90856791 3.29095437 3.31297189 -2.39280991 -0.29835078 0.76453162 1.86461419 -1.55484325 1.14100971 -1.80214381 0.89489711] Distance 8.930828384328782 Each least square approximations [-9.07609104e+00 4.73117542e+00 -2.63834449e+00 1.59884340e+00 -4.55670791e-01 -3.25476373e+00 -1.39405641e-01 1.01750474e+00 2.10091068e+00 2.74908208e+00 7.41608404e-01 2.96191047e+00 -1.25167505e+00 3.51692790e-01 -4.47228986e-03 2.18215033e-01 1.13464019e+00 1.46456929e+00 -4.78284275e-01 4.68744522e-01] Distance 7.751322317570298 Each least square approximations [-7.56861842 -3.04219249 1.97210178 0.6678675 -2.10796897 2.22361647 -1.73029211 0.85964354 -1.67122936 0.69786705 1.18562238 0.83183616 1.67906751 -2.10897327 1.84928719 2.10375416 0.5437551 0.04240727 -0.00860738 -2.05770552] Distance 10.203500130535696 Each least square approximations [ 7.10821135 -2.38323352 5.99374962 -1.24659146 -0.45634883 1.07713287 -1.70203265 1.447709 -0.1379854 -0.70744506 -2.5310038 -0.18536909 -0.27013512 0.64527051 -0.71489762 -0.06690034 -0.65516161 -4.26735061 0.20172905 -0.72973739] Distance 9.2684566500576 Each least square approximations [ 8.88913519 5.76428874 -1.05108196 1.7482854 1.84526878 -0.5151267 -3.05663909 2.15349285 -0.17901474 -3.96155531 0.33303739 -0.46404945 -0.98912741 1.69169029 0.34366515 -0.87936415 0.49422878 -1.09477286 0.60810536 -3.07410065] Distance 6.857556065594729 Each least square approximations [ 1.24670388e+01 8.76603004e-02 4.26724713e+00 9.03344502e-01 -2.82647394e-01 2.90842051e+00 1.50734376e+00 -2.72736182e+00 -1.79463808e+00 4.01678750e-01 7.82057439e-01 -3.89333899e-01 -1.23642952e-02 -4.60785012e-01 -1.28347730e-01 -5.04460560e-01 1.14959049e-01 -5.30308677e-01 6.20777935e-01 1.51702097e+00] Distance 3.5789813893182316 Each least square approximations [-10.77669622 -3.09300248 -2.69575695 -1.76547011 -2.81081884 2.64050921 0.38244999 -1.72531399 2.34796318 0.28143206 -0.75874438 -0.06031384 0.90412801 -0.13291443 0.16230725 -0.63792428 -1.82741265 -0.41210728 0.7576987 1.8733208 ] Distance 6.634164537468568 Each least square approximations [-1.27983898e+00 3.57537410e+00 -2.32054626e+00 3.26593530e+00 9.64647845e-01 -3.69453167e+00 -1.71605970e+00 1.68820552e+00 -8.45351138e-01 3.15602664e+00 2.78051399e-01 -6.64770578e-01 -5.63621292e-01 1.42092060e+00 -9.82694219e-02 2.81069301e-01 -2.17343991e+00 1.71383940e+00 -1.06731865e+00 -2.12800860e-03] Distance 11.745384278306634 Each least square approximations [ 6.61309431 -1.80166765 -2.78852581 -1.30831311 1.18161236 0.20992102 -1.79851913 0.29374548 1.449778 3.23727372 -1.92944007 -0.39823744 -1.10015402 1.28755879 -0.49968908 1.01232453 -2.11376378 -0.24170579 -0.71267709 -1.32943217] Distance 11.07186864282563 Each least square approximations [10.39325871 -0.43631655 -0.0275483 4.29834908 -5.65733564 0.84709121 0.84655771 1.53661107 -2.27132921 -2.52616809 -1.10328949 0.01337028 0.80966856 -1.58278748 2.02309096 -1.05933398 0.4592822 1.29548621 -1.40875059 0.35157988] Distance 4.858271569932912 Each least square approximations [-4.79549252 -2.35379268 -1.42709645 -1.76601275 -1.39176466 1.53632231 -0.14272778 0.98482912 2.17230473 -0.73555726 1.61608488 -2.10737903 -4.21958075 -2.05732259 -0.73826466 2.55614996 -2.1725686 0.63193118 -2.57313554 -0.20192402] Distance 10.910143404233741 Each least square approximations [-4.87725846 3.85382501 2.69009017 -2.93821538 0.65379145 -0.98771913 0.10802583 -3.14730344 1.0179089 1.70732903 1.39846694 3.60667623 -2.75531269 0.64390801 1.37384629 0.80497017 2.07019691 1.04480692 1.52219548 0.18342186] Distance 10.402271408336194 Each least square approximations [-3.73222337 -0.9491429 4.21471754 1.04460759 -0.38316553 -0.0655959 -2.92182572 -0.67588387 -0.63412288 -1.86645978 -0.55062168 1.97297061 3.05590729 -0.29738998 -0.46619373 0.41212436 0.12521 0.55877809 0.7631565 -2.41710296] Distance 11.989273444740217 Each least square approximations [ 5.36714542 -1.20752265 3.07165046 -0.91276394 -0.90812209 0.73259621 -1.2949856 0.9020168 0.41389643 -2.05820632 -3.7923993 -1.04065594 0.64239001 -2.37990423 2.30582577 -0.59266412 0.84346515 0.57489328 -1.4879231 -0.099313 ] Distance 11.487116505766416 Each least square approximations [ 4.4122462 4.99002192 1.4339532 2.01952027 2.34602996 0.38643955 2.62381328 -0.77222182 -0.19552899 -3.45303002 2.70565561 -0.77963088 -1.31528961 1.20467606 0.06003011 -1.43530594 -1.00806537 1.3886337 -0.63813388 -1.76025279] Distance 10.770308842804617 Each least square approximations [ 6.34740505 -1.31224227 0.93652973 -0.58105459 0.96683934 2.47784792 -0.95339514 2.85081776 0.65614205 0.57725387 1.54621622 -1.12506629 -2.29555782 -2.3874866 -3.07107614 -1.20292547 0.30620491 -1.26633278 -1.24668674 1.82953575] Distance 10.909509094854233 Each least square approximations [-4.47861446 -4.07245778 0.37468475 1.56164764 -1.30297995 1.53719359 -0.04184635 -1.22878864 0.97188858 0.08108044 -1.25291057 1.3989833 0.79283147 1.31430729 -0.32416929 1.46441047 -1.7682244 1.40206349 -2.92451191 -0.18222752] Distance 11.986038611846244 Each least square approximations [-4.79838573 2.23839716 -4.5467776 1.40411384 -3.17972446 -0.589695 0.95756823 -1.38689417 -2.11298064 2.21233053 -0.72976368 0.31215185 -0.07149359 2.93613479 2.63652062 2.34742482 -2.90554349 0.77570847 -1.43039034 -2.50446624] Distance 10.125253548151298 Each least square approximations [ 7.83465476 0.03294655 -2.82918889 -1.10067695 -0.39513043 3.21060572 0.70176525 0.63034611 -1.19899374 -2.201769 -0.18198112 -1.15834332 1.03845092 1.17382077 0.12245688 -0.45348958 1.19286575 2.38919224 0.04751877 -0.81253581] Distance 10.717033736181937 Each least square approximations [ 7.80608476e+00 3.36547130e+00 9.03927205e-02 -1.36300581e+00 2.63954280e+00 3.36656527e+00 -2.61020442e+00 -2.33272259e-01 1.71218373e+00 -4.96753589e-01 2.75057342e-01 2.09276329e+00 1.02007087e+00 -5.89656396e-03 1.36887124e+00 -1.53108051e+00 -1.76057796e+00 -2.53163273e+00 -7.60598063e-01 2.37233412e+00] Distance 9.329246808520484 Each least square approximations [-7.88746052 -0.01832431 -2.2850782 -4.28094377 1.74696021 -2.55215294 4.35372504 -0.77551895 2.1308654 2.00568847 -0.07381991 2.4988408 -0.8866782 -0.75156095 -1.40480883 0.37776269 0.40585369 1.49343764 -0.67932167 0.16794047] Distance 8.882063888743154 Each least square approximations [-8.73202842 1.43137996 -4.12085438 1.31683424 -1.67696222 -3.42487159 -0.93361795 -1.30065401 1.89094221 1.1802969 2.0053595 -0.57565929 1.91423123 1.93021875 0.64494476 2.09204487 0.45698566 -0.34529187 -0.23634232 0.76999477] Distance 8.850943683570627 Each least square approximations [-7.54904722 -2.45561984 1.0332951 0.54414303 -2.74730176 0.36550023 -3.208637 1.16623127 -0.87802221 1.31030649 0.59966502 2.97682414 0.67353296 1.56281974 1.4463707 0.06495194 0.67005447 -0.42329755 0.9937783 0.27258551] Distance 10.622067564777984 Each least square approximations [ 5.68335956 -1.21804855 4.01178048 -1.5069872 2.43888513 0.66928832 -4.71550202 -1.07752967 0.48415765 2.13258005 -0.508166 -0.42778318 -0.48307345 3.10131202 -1.07316331 0.13642137 1.29059648 -3.16825131 2.61670311 -0.11766678] Distance 9.908870048488716 Each least square approximations [12.84636589 -1.02501248 -3.12933536 3.69021789 -0.621892 0.19865846 1.18012358 -0.79396595 -1.04372829 -1.85791795 -0.86674868 1.46643094 -0.18779085 -1.28586047 0.44077868 0.22411191 0.67772989 0.29811645 1.04332044 -0.79102609] Distance 3.370484264822123 Each least square approximations [ 8.93824704 -0.54624816 1.13659274 -0.61553222 -4.64548702 2.36192459 1.01769104 -1.47577335 3.74427337 3.02396491 1.10038876 -0.30698873 1.23214042 -1.19990007 1.44864009 1.46477632 0.72059834 -0.54912633 0.07903992 0.07779735] Distance 8.37853213085462 Each least square approximations [-1.10820226e+01 5.58737288e-01 -2.10354150e-01 -3.14141384e+00 -1.39528027e+00 -1.63765718e+00 1.11124539e+00 5.40027390e-01 -1.94390603e+00 -1.73510502e-01 -1.82911917e+00 8.45094640e-01 -5.75226925e-01 8.11818629e-01 8.73564265e-03 -5.28993529e-01 1.37141650e+00 -4.94470195e-02 4.93022986e-01 -1.10947458e+00] Distance 7.953051632046481 Each least square approximations [-7.40690338 0.18792122 -2.55905509 -0.1145788 2.63684746 3.26049519 -1.68196256 1.00327491 1.18027463 3.37568862 -0.77195658 -0.0922069 -1.50143756 -1.31007875 -0.83781272 1.92353078 -1.92701457 -1.68586463 -0.15356474 -1.62601668] Distance 9.48189367993148 Each least square approximations [ 4.00527782 0.5010673 0.27144687 -0.56965646 -0.38218294 1.5071121 -1.64742763 -1.2174192 -4.46612465 0.20015261 -2.80367567 -1.02260521 0.09520277 -1.3899888 0.68760616 -0.0250893 0.31645682 -0.72899466 0.39188072 0.1923088 ] Distance 12.179447840932479 Each least square approximations [ 4.97466086 3.28211056 -2.05025773 -1.29901737 3.02812551 -3.16007243 -0.12258183 0.31985372 1.25468488 2.12432416 1.49896011 2.44044861 -2.00221082 2.25843929 0.11539826 -2.41077834 0.40343473 -0.26123154 -1.85983901 0.5339878 ] Distance 10.482870615039802 Each least square approximations [-8.71236433 4.5925687 -0.72512849 2.90706623 -2.89149727 -1.05728857 3.87160814 -0.41877355 0.24551663 2.26157398 0.28760604 -1.43856521 0.50314131 -0.57517546 0.28646502 0.67117786 0.2414332 -0.22576424 0.07396694 -1.430883 ] Distance 7.908878712873644 Each least square approximations [-3.38486096 -0.30941441 -1.01140159 -3.15929697 -0.54886953 -0.76716426 -2.82836624 -0.10480091 1.27896986 0.38240161 0.87148482 -0.85525221 2.94143171 -2.06861753 -0.59415189 1.4696877 1.87460013 -0.1672431 0.08672095 -0.94732632] Distance 12.212766101659446 Each least square approximations [-7.67236797 7.06126932 -1.64007367 -2.79884265 -0.74350572 2.07273179 -3.12105297 0.85825794 0.49575293 -0.70545844 1.10968295 0.64205356 1.98512887 -0.62806257 -0.83598313 -1.06740129 0.82561846 -0.22137915 0.40833378 2.05005265] Distance 7.452253300036734 Each least square approximations [ 4.78250616 1.73618306 -1.01014304 -2.4042786 1.28534389 2.98372453 1.14928731 0.4064704 -1.85874199 2.4518161 1.56400597 0.74167193 0.1787241 0.44295114 0.02112167 1.17158316 -0.82480609 -0.41169352 0.02187927 2.28259796] Distance 11.786462373576482 Each least square approximations [ 5.76767120e+00 -4.28089837e-01 -1.81749417e-02 -1.41011208e+00 -5.51583454e-01 -1.12686686e+00 -9.51959647e-01 -4.17258995e-01 -9.68595641e-01 -6.21180487e-01 9.37645712e-01 3.73167210e-03 -9.59512425e-02 -5.27394790e-01 -2.16352489e+00 3.46353143e+00 -1.07650474e-01 -1.68925230e+00 -1.01316761e+00 1.81580700e-01] Distance 11.941056026246635 Each least square approximations [ 4.9567808 0.01643099 -3.5121277 -2.06921689 1.41871097 -1.89935786 -0.54221373 -1.64083733 0.89991927 -0.11718636 -0.09169274 -3.05067656 0.33950213 0.47611541 -0.06124068 1.47689389 -3.10907137 -3.11435375 0.31992558 0.19328777] Distance 11.036726016184476 Each least square approximations [-4.8168817 -0.70965236 2.71803624 0.30526993 0.68088561 -3.05840952 0.41714687 -0.86524819 0.71421791 1.60108015 -0.39857366 -0.17405537 -0.02881725 0.10827931 -2.47410926 -1.76356897 1.98287828 -1.89096839 1.08756072 -1.53988567] Distance 11.75917108134855 Each least square approximations [-8.1733102 2.38683916 -5.19159823 -0.32617805 3.48819978 -1.6615417 -0.29405829 0.67822778 -0.61019408 -2.96626773 2.53123088 0.60735269 -1.94182265 2.00197708 -1.26985988 0.39083732 -0.56813324 1.02182709 -0.08415296 0.47797644] Distance 7.9006926620410685 Each least square approximations [ 7.2075427 1.99840355 0.89353103 -4.01809332 -1.10958345 2.44681818 -2.38338161 -1.18693231 -3.31123962 1.49218596 -0.77122835 -0.67425981 -0.22623836 0.61979296 -1.04239377 0.87633467 0.91582635 0.55126207 0.90469727 0.72043136] Distance 9.916887429467826 Each least square approximations [ 8.69043679 -1.43771983 -1.41686404 -3.52796352 1.79275344 0.02223293 -1.4285236 -1.00046324 0.96799002 2.22689878 -2.52501414 -0.05921235 0.19322511 1.87210558 1.20414121 -0.68207321 4.0326503 -0.02930718 1.64192497 0.57609664] Distance 8.320086257668345 Each least square approximations [-7.63865157 0.62634665 -4.36453021 2.0984809 0.41285698 1.87465485 -0.72136644 2.94979282 1.01443367 -1.57615182 -1.24063483 0.46844635 -0.12110716 -2.17841541 1.29616153 -0.07537147 -3.51925277 0.49109871 -1.22788483 -0.89575991] Distance 9.099091328907392 Each least square approximations [-7.59940222 0.21995587 2.44757936 -3.94158455 -1.40503433 -1.73855045 -1.0090453 0.4625143 2.83228185 -0.50889588 -3.93462969 -0.96144105 -0.03651728 1.94568729 -0.06342 1.45712111 1.19571039 0.42357722 0.41948157 -0.04426027] Distance 9.30621181588911 Each least square approximations [-8.81050148 0.06737665 1.88712738 -3.20618893 1.11366949 2.63654931 -0.74210648 -2.24592772 1.60511566 0.99928913 -0.18420923 0.56151524 1.64168932 -0.89072459 0.09716529 -1.30806766 0.69579537 1.6868575 -1.28686526 -0.94002673] Distance 9.18088884130688 Each least square approximations [10.55580915 4.57415592 1.35628324 -0.89287563 0.69817895 3.68104339 1.47039227 -2.68447701 1.84502212 1.07414298 -0.63049039 -1.81724769 -0.68829374 -1.6594192 -0.39095048 -0.54585405 -2.07581436 1.44617952 0.71360033 0.02147136] Distance 5.226020090292768 Each least square approximations [ 6.18709592 2.82437546 2.67037391 -3.06604604 3.4919375 2.31216023 -1.11953003 -1.87460658 1.49225732 -2.0221981 0.88131343 0.32380415 -0.28381081 -0.16710683 0.84913171 0.3200296 0.79962027 0.24676963 0.04421706 0.15743538] Distance 10.516441941637405 Each least square approximations [ 6.88871456 -1.83202859 -1.62001458 -7.33991426 0.3934048 -0.864901 -1.61392193 -1.58487075 1.30844199 -0.55441968 -0.10317229 0.70910132 -1.36241506 2.32008692 0.56462132 -1.06557463 -1.45261972 -3.08878854 0.23196476 1.14991862] Distance 8.183297219761876 Each least square approximations [-6.36648736 -2.24171981 2.77408729 3.90423757 -1.38052888 1.32074506 0.14995272 2.59075443 1.24186939 2.28181352 -1.96592681 1.4235679 -0.98880534 1.26049826 -0.6171409 1.9011764 -0.2060434 -0.99233818 -0.78845369 1.9640764 ] Distance 10.047818408091262 Each least square approximations [-7.10400185 4.35729551 -4.2868572 0.92117371 -1.08306046 -3.01693651 -0.18300792 2.17918244 -1.5338965 1.43298794 -1.75922495 -1.95594097 -2.24906387 0.37204532 -1.08108407 -1.10166767 -1.85559942 2.16921639 -0.03253952 -1.50719069] Distance 8.614711988030596 Each least square approximations [ 9.0678231 0.16909012 0.60770593 -1.23161044 -0.35487627 1.11684158 -2.43863936 -1.5551279 1.71744329 -0.61590424 -1.13929377 0.84092831 2.80918761 0.18413081 0.67558084 0.42242288 -0.33812361 -1.56111224 -0.29505227 1.17865161] Distance 9.771162239539079 Each least square approximations [ 8.94437638 -1.12180725 -2.97461811 -2.89004739 1.17724532 -0.62089808 0.53532355 -1.50153792 0.9006736 1.81297294 1.95431353 -2.03887358 0.40551218 -0.63628566 0.30586487 0.40030006 -0.13162391 -0.27703072 0.9522335 0.88706859] Distance 9.477215919097702 Each least square approximations [-8.70591024e+00 -2.82128468e+00 -1.11462670e+00 8.41036873e-03 6.44628502e-01 3.06628256e-01 -7.14397609e-01 4.59900217e-01 -1.02362183e+00 -3.20491640e+00 2.79428807e+00 3.08049408e+00 -5.66097906e-01 -2.00483651e+00 -1.42715610e-01 -2.33455716e-01 -2.21953268e-01 1.56378056e+00 -1.51422750e+00 9.92216949e-01] Distance 9.068988367038507 Each least square approximations [-9.678465 2.04180582 -1.33044915 -0.25176843 -1.57731808 -2.02439518 0.70071596 -0.63870681 1.69370393 2.52297259 -0.05120501 1.44417476 -1.46434466 -0.2560772 1.17317721 -0.41417352 0.99749593 0.69020732 -1.00479856 -0.11406685] Distance 9.085276456146119 Each least square approximations [-8.1374229 -3.24229852 2.20131382 -1.39564011 -2.49535033 3.39043814 -1.66984632 0.06259823 -0.86916765 0.18946094 0.24465113 0.68251189 1.01183221 -2.04800738 3.17867324 1.62735417 -0.55563588 0.31419474 0.43115018 -1.01205405] Distance 9.073787246836243 Each least square approximations [ 8.51184376 -2.18874901 3.21176861 -0.65524742 3.55767281 0.97559362 -0.09663849 1.04262984 -1.2211068 0.20356524 -1.50563456 0.93205859 1.83902678 0.53677446 0.10566788 0.72088648 -0.83474674 -0.49050516 -0.78322205 -1.89815068] Distance 9.516372961118982 Each least square approximations [ 8.39692048 3.82008929 0.863333 -1.98439695 0.74789761 1.49143538 -1.45899245 2.10294788 0.29469541 -3.16684787 1.13411318 -1.20630205 0.13601223 1.70377559 -0.04139205 0.38521343 -0.35259554 -0.93697137 0.03882294 -2.26016109] Distance 9.279898990914704 Each least square approximations [11.17502519 2.01520727 4.77508905 -2.400338 2.19130507 -0.25192812 -0.0173213 -1.5507286 -0.443906 2.23303162 0.33378559 0.80370212 -1.40376215 2.26400706 -0.24284351 0.73498499 0.17008048 0.45950806 1.15906427 -0.01613425] Distance 5.223099634383612 Each least square approximations [-10.02868428 -0.63730286 0.16402181 -0.67042511 -0.09365486 2.46114756 -1.08631196 -0.57640717 3.30473543 0.64762929 -0.12974348 -1.22149698 0.62765091 -0.64008495 -0.50417923 0.21601808 -2.85130919 -0.04269957 -0.94924222 1.80678473] Distance 8.484675292225896 Each least square approximations [-5.26271436 3.90725828 -6.74253241 4.4072639 1.54742665 -2.99841161 2.04396683 3.21377928 -2.1054585 1.49388743 0.32965687 -0.65017788 1.20670704 -0.39795393 0.36812464 0.14430302 -1.22647676 1.50760819 1.51201202 0.45916261] Distance 9.291052265586467 Each least square approximations [15.2308628 0.70299403 -0.51211807 0.34187616 0.79983967 -0.73826434 0.17222194 0.2845809 0.24012645 -0.06086785 -0.33906394 0.28703482 0.18224104 -0.18021339 0.31053683 0.42179726 -0.04940431 0.03612966 0.12817844 -0.02360162] Distance 0.7327950964726369 Each least square approximations [11.03512107 -3.32897043 -4.78662842 -1.89182431 0.21951709 -0.52491236 -1.82631633 -0.07658107 0.39868298 0.81851317 0.88174849 1.97304839 1.8441002 0.2196848 1.71278113 -0.18039372 -0.5293176 0.28935003 0.06094065 0.3040922 ] Distance 7.740680228502827 Each least square approximations [-9.19415341 -4.6360264 -5.37164741 -0.21820107 1.7234501 2.26839754 1.18379099 0.16978903 -0.0166768 -0.09987305 1.03014657 0.75828881 -1.08698287 -1.76202701 -0.14826373 0.88087745 -2.61085316 0.92180266 1.07581191 -1.68628299] Distance 8.5107621790344 Each least square approximations [-10.85048865 6.21117199 2.90625264 -1.58092036 -4.34314049 -2.17314998 0.26921483 -1.32592447 2.64522299 0.50284383 0.69284052 -0.16446799 0.81848423 -1.93671145 0.38690001 0.53909635 -0.97719433 1.10762596 -1.77756984 0.60432853] Distance 4.930123584665754 Each least square approximations [-9.52006202 -1.92138299 6.69616443 -0.62784756 -2.15950533 1.10218122 -2.33291112 -0.94429736 -1.01822352 -1.31647737 -1.2394331 -0.57152959 1.36863262 1.28565309 0.68608121 0.58942733 -0.19912725 0.0596112 0.17908825 -0.42017461] Distance 8.620158681724039 Each least square approximations [10.14569689 -3.17475694 4.14144875 -3.75268496 1.72402285 0.80290354 -1.83945069 0.8744146 1.53725558 3.29861289 -2.63354825 0.90705187 0.10669986 -0.90549136 1.75897177 2.23493139 -0.0998567 -2.08066741 -0.27807481 0.94252985] Distance 6.932783798818848 Each least square approximations [10.43252473 4.07597757 2.94295986 -1.79291612 4.06362555 -0.22793577 0.4235473 -0.53266379 -1.14547486 -3.14566256 1.36000938 -1.70096533 -1.35057413 -0.93228733 -1.93582038 -2.72308674 0.05157204 -0.99662407 -0.73719527 -1.17518329] Distance 6.944286218234103 Each least square approximations [ 1.08256344e+01 -5.23638026e+00 2.44180582e+00 -3.68624171e+00 2.73503247e-01 3.93427884e-01 -2.63768971e+00 -3.99413509e-03 1.20872550e+00 1.05837451e+00 3.11991311e+00 -3.87959034e-01 -1.99781308e-01 6.75030154e-01 -1.44558489e-01 -4.31196255e-02 -8.13543142e-01 4.46010243e-02 -1.03151900e+00 1.63461517e+00] Distance 6.824138337257525 Each least square approximations [-1.11639590e+01 -4.50010093e+00 1.92230123e+00 2.16632088e+00 -2.99460237e+00 1.71091900e-03 -2.71619804e+00 -3.24075317e-02 2.08432029e-01 1.78428339e+00 8.41242879e-01 -6.61828133e-01 -1.12637331e+00 2.04209636e+00 4.02474821e-01 1.71641819e-01 -2.00412164e+00 -1.19231026e-01 -2.62443516e+00 9.66724934e-01] Distance 6.620335710102591 Each least square approximations [-7.39994042 -9.08610232 -4.91863999 0.72166065 -1.95950598 1.41247391 -2.1495141 0.73185063 -1.07018825 -0.3577827 0.74345525 1.2588351 -1.85831148 -0.45549676 -2.00570539 1.10801381 -0.19466468 -0.3979981 -0.95954787 -0.57031328] Distance 3.386363225147132 Each least square approximations [ 1.9175393 3.91431874 0.79554702 -1.2164077 -1.01635865 1.54819331 -0.75755048 -2.29922486 -4.38810744 -2.15271226 -1.59963048 -1.28022535 1.15084593 -1.15876204 0.31332071 1.02084304 0.90636778 0.44982163 -1.16160374 0.55953145] Distance 11.544262096226 Each least square approximations [ 3.26845853 2.1928674 -2.30661293 -3.11160306 1.75164649 -2.61980026 0.50210954 -0.1214466 4.16573128 -0.12618307 1.37785268 -1.7395211 -1.01347427 3.60787847 0.21875685 -1.18132112 -0.67868146 -1.62588446 2.87051531 1.38238168] Distance 10.321063227138572 Each least square approximations [-5.27039131 4.19424514 -1.3398708 2.04098675 1.94100919 -1.76202603 1.03374204 0.59597092 0.14854318 0.73231485 2.74037246 -3.14939172 0.09858918 -1.93466125 -2.18370341 0.34629746 -0.57025137 -0.33359351 0.2588628 1.25093077] Distance 10.484798667096795 Each least square approximations [-1.9767388 0.11480955 1.02416974 2.31087956 -2.04231716 0.33133793 -3.33361161 -2.31166485 -1.24592238 0.30109333 -2.720825 0.24636962 2.80735216 0.72860545 2.52177177 0.0934487 1.2426818 0.34004743 -1.0473339 1.10868642] Distance 11.803925762987468 Each least square approximations [-5.39643234 0.48339221 -4.24057493 -0.93774926 -2.33907034 3.229943 -4.99179676 0.17834162 0.88091656 -1.34115744 1.2851991 -1.22125485 0.72434373 -0.39472253 -0.51301836 -3.70359879 0.86532593 -0.17483648 -0.97749294 1.73448698] Distance 9.168456627542938 Each least square approximations [ 3.42586368e+00 4.69717497e+00 5.52279121e-03 -6.76850196e+00 7.81204914e-01 1.52329386e+00 2.56659784e+00 -1.71703695e+00 -2.11293162e+00 -2.72618274e-01 1.64187077e+00 1.11243312e+00 -7.20986762e-02 1.09520034e+00 -1.75265885e-01 -4.21414767e-01 2.14644864e+00 1.29391094e+00 6.25577284e-01 1.85721880e-01] Distance 9.464747604685304 Each least square approximations [ 4.17126885 -1.00375213 1.81058011 -1.67633033 -0.624136 0.06530964 -1.88042958 5.04159122 0.85746057 0.62202018 0.91221013 0.80433159 1.33489522 -2.69282723 -0.05369044 2.1193323 1.43652293 0.84704536 0.18720048 2.3033538 ] Distance 10.96172799866806 Each least square approximations [ 3.23728703 2.07852369 -0.30497856 -4.04362313 -1.16397728 -4.79427275 1.68489798 -1.40817096 1.45164122 -1.90656281 -0.37001719 -2.84058559 -0.27850526 0.93289128 -0.02282734 -0.71974931 0.4566921 -1.60051264 -0.068054 -0.77929038] Distance 10.911013017611822 Each least square approximations [-3.01239355 0.79177473 5.56629639 -2.47606686 -1.15852963 0.82587164 -0.8972896 0.04413127 -0.41403544 -0.3214099 0.44959393 -0.68771853 0.83607494 -0.27331649 0.63263988 -1.07294625 3.17788803 -0.60249169 -1.05120602 0.26665131] Distance 11.562539921610705 Each least square approximations [-5.36254647 3.80043695 -6.90271603 4.44949051 1.6889473 -2.84706478 2.55871034 3.26315509 -2.0054429 1.1735875 0.05510998 -0.2500784 1.28976363 -0.43032414 0.37495213 0.26127717 -1.3739935 1.47692704 1.31800872 0.84388507] Distance 9.075296719458825 Each least square approximations [15.14087445 1.14053144 0.5646995 0.6827905 1.13973043 -0.64242897 -0.09950471 -0.45461665 0.12974546 0.08308303 -0.0511237 -0.38974894 -0.54044929 -0.22221531 0.34722253 0.24239486 -0.21929867 0.25142132 0.06558373 -0.29588387] Distance 1.0190250612102307 Each least square approximations [ 1.09606172e+01 -3.62541995e+00 -5.06959581e+00 -1.98112344e+00 6.85047828e-01 -7.28542692e-01 -1.74406033e+00 9.95372401e-02 7.57984329e-01 4.51300074e-01 5.68100305e-01 2.09969537e+00 1.64338419e+00 7.97565105e-02 1.69657389e+00 1.28282438e-03 -2.97857993e-01 8.60979493e-02 -1.32487261e-01 9.41136859e-02] Distance 7.551624976232567 Each least square approximations [-9.16576927 -4.43673573 -5.82110659 -0.11202671 1.81201191 2.21998427 1.28851155 0.01608138 0.07984117 -0.37693674 0.91066675 0.64546026 -0.75229319 -1.69153714 -0.33887273 0.70441352 -2.89037841 1.0345009 0.84089944 -1.74444578] Distance 8.31429453675782 Each least square approximations [-10.90947792 5.72623931 3.08119466 -1.96853649 -4.52048866 -1.69514255 0.10659043 -1.47560097 2.67505756 0.78921416 0.27440478 0.11317291 0.91866852 -2.18170378 0.36596955 0.59521548 -1.13757942 1.22424165 -2.01168823 0.88656018] Distance 4.789960773852537 Each least square approximations [-9.65471221 -1.63177844 6.85978427 -0.55960456 -2.25950356 1.00490067 -2.3244914 -1.18577987 -0.59584913 -1.28228889 -1.17898804 -0.61310129 1.03064465 1.4472716 0.44222507 0.56447496 -0.31574134 0.47726138 -0.0835549 -0.39952683] Distance 8.432086290943646 Each least square approximations [10.31052537 -3.28479366 4.04494359 -3.95641606 1.63904215 1.15545335 -1.93647887 1.11423078 1.64437543 3.35631072 -2.50941656 0.8842419 -0.30468148 -1.11263974 1.65617163 1.95187573 -0.21383897 -1.81261648 -0.44302227 1.08916705] Distance 6.590223166634368 Each least square approximations [10.24829869 3.84744634 3.10326249 -2.35377528 4.33052913 0.32704257 0.57473105 -0.5872101 -1.1778169 -2.98722189 1.81361429 -1.13790302 -1.67322145 -0.79486444 -1.46366308 -2.51884439 -0.15442879 -1.01689277 -0.52652957 -0.90998488] Distance 7.189434322704356 Each least square approximations [ 1.06859050e+01 -5.43834314e+00 2.11761158e+00 -4.06259097e+00 -1.87981689e-02 1.12028246e-01 -2.62274895e+00 -9.22515231e-03 1.08236894e+00 1.21437452e+00 3.31164244e+00 -4.63388903e-01 9.20029768e-02 3.79662553e-01 -6.37453437e-03 1.22578828e-01 -1.14195480e+00 2.42006821e-01 -9.59924192e-01 1.33762055e+00] Distance 6.744410654367202 Each least square approximations [-1.08836171e+01 -4.08882211e+00 2.50165038e+00 2.50377844e+00 -2.77306199e+00 4.52770535e-02 -2.62401152e+00 -6.57702716e-02 5.88512664e-01 2.05299959e+00 2.79097725e-01 -6.98836305e-01 -1.01296115e+00 2.53026360e+00 2.71651550e-01 2.51427916e-03 -1.58110933e+00 2.11560582e-01 -2.81019960e+00 1.41261955e+00] Distance 6.917622390172304 Each least square approximations [-5.4920469 3.6822219 -7.31948511 4.24438056 1.43160147 -3.55448194 2.39613425 2.8309217 -1.72364988 1.01536319 0.30308431 -0.27741402 0.57431268 -0.53369552 0.48708017 0.3795464 -1.52587582 1.30052839 1.06256675 0.68934581] Distance 8.95632224126721 Each least square approximations [15.05078959 2.14721483 -1.42163978 -0.49659933 0.36893138 -0.30410263 -0.29805014 0.18784068 -0.0210234 0.11552975 0.30912468 0.12317321 -0.13071007 0.15082958 -0.29637701 -0.13713234 0.07796684 0.30087827 0.14190193 0.03536077] Distance 0.7813728644175397 Each least square approximations [11.18572374 -3.51217555 -4.48739377 -2.54786169 0.48220833 -0.11607741 -2.2049727 -0.52295547 0.69853077 0.29555227 0.09746455 2.17192231 1.84859579 0.4083293 1.68623182 -0.64528838 -0.58759285 0.08894652 0.34089607 0.47164278] Distance 7.242481636303584 Each least square approximations [-9.33285122 -4.44587316 -5.98558147 -0.02672054 2.17839963 2.09528218 1.22847416 0.03420588 0.33980865 -0.24596425 1.07183421 0.64754636 -0.91269692 -2.05563419 -0.31069806 0.1380494 -2.64918016 0.67272072 0.82878135 -1.5837669 ] Distance 7.989411977196378 Each least square approximations [-11.30840925 5.85399007 2.70266454 -1.46787801 -4.54098186 -1.99158535 -0.55120623 -1.48635173 2.46527947 0.56766963 0.19356351 -0.56217523 0.51529031 -1.36470904 0.61975116 0.91922903 -0.62405495 0.74122078 -2.08001744 0.56509084] Distance 4.511462172611684 Each least square approximations [-9.7870888 -2.17730483 6.75690441 -0.7562591 -2.56115339 1.14886897 -2.62157341 -1.1363342 -0.53463344 -0.9768482 -1.19902813 -0.79582271 0.97334373 1.47994423 0.5377505 0.28050212 -0.08631957 0.23357334 0.06979906 -0.5065666 ] Distance 8.050956875902111 Each least square approximations [ 1.04647775e+01 -2.77693514e+00 4.19785397e+00 -3.97044655e+00 2.60485439e+00 6.18566834e-01 -2.31334683e+00 1.03322203e-01 1.12103645e+00 3.10305358e+00 -2.03424242e+00 3.45451374e-01 -1.55750544e-01 -8.43548063e-01 1.54154269e+00 1.78073884e+00 -1.03526895e-02 -1.65387824e+00 -1.79214849e-01 1.03635081e+00] Distance 6.808031218522547 Each least square approximations [11.00390554 3.91123801 3.32990264 -1.76017865 4.23183013 0.23503679 0.68911127 -0.4907808 -0.92953083 -2.49220505 0.83429152 -1.35232897 -0.80485458 -1.09340801 -1.76457109 -2.29903379 -0.03984873 -0.84410764 -0.38642747 -0.63028847] Distance 6.663624955911885 Each least square approximations [ 1.06541453e+01 -5.26720933e+00 2.18753180e+00 -4.47526848e+00 -3.56179574e-02 -3.71777771e-02 -2.21816425e+00 2.74492897e-01 1.28541168e+00 1.74564788e+00 3.00090169e+00 -1.64552710e-01 -5.31384466e-01 1.02602346e+00 2.22415611e-03 6.93327558e-01 -3.35595137e-01 2.85335186e-01 -1.36965597e+00 1.71833425e+00] Distance 6.566605073773181 Each least square approximations [-11.41502778 -4.59688841 2.64856547 1.98680073 -2.83316559 0.37860737 -2.57717643 0.84164594 -0.03286893 1.98451733 0.56492207 -0.58008632 -1.22713446 1.86696951 0.18957208 0.25641035 -1.54611774 0.0723037 -2.35734394 0.71769824] Distance 6.219630375743009 Each least square approximations [-5.83638422 3.84411749 -7.47278397 4.47747585 1.72010041 -2.61429515 2.80458485 3.37632976 -2.24649783 0.68501639 -0.07700713 0.06065066 0.82179487 -0.18510699 0.08246108 0.15978214 -1.75515901 1.05462206 1.44634818 0.78881836] Distance 8.001727375349814 Each least square approximations [ 1.45295367e+01 1.47117004e+00 3.04779731e+00 -1.36932461e+00 1.56323899e+00 8.61777308e-01 3.55960976e-01 -1.08744764e+00 9.80085349e-02 -5.83170521e-03 1.04289858e-01 -3.24726866e-01 -7.70388798e-01 -9.78812250e-02 -2.84765456e-01 1.45872574e-01 -3.01251045e-01 -1.24904263e-01 -2.06729275e-01 -1.15088642e-01] Distance 1.0326577915322455 Each least square approximations [10.81499344 -3.98600694 -5.12884222 -2.98682645 1.60251596 -1.02393213 -1.45290111 -0.04421235 1.0818689 0.04016526 0.03283396 1.59384474 0.7793022 -0.35785156 1.98601779 -0.22205045 -0.05238906 0.36137928 -0.85015876 -0.09540208] Distance 6.919260543754331 Each least square approximations [-9.22931338 -4.02919365 -6.38334659 0.2940465 2.02898717 2.02296173 1.21729784 0.06658334 -0.30498846 -0.90594392 1.18287819 1.06795911 -0.53019233 -2.05824402 -0.31897781 0.36692276 -2.63845975 0.89953446 0.2339246 -1.7879535 ] Distance 7.734246351597759 Each least square approximations [-10.80983018 4.60436379 3.09330256 -2.31317416 -4.68610094 -0.3382047 -0.94735296 -1.18883295 3.45676088 1.37942651 -0.5860311 0.16335756 0.97148633 -1.25582225 0.3683449 0.6702127 -1.43550981 1.6872569 -2.01136256 0.93922755] Distance 5.145086546568001 Each least square approximations [-9.90633292 -1.70903521 6.69761608 -1.20547854 -2.14257758 1.29490715 -2.30981502 -1.52479489 0.4773918 -0.80736904 -1.22070321 -0.68424252 0.64124888 1.37527947 0.59523863 0.41261155 -0.24169644 0.81427917 -0.4980794 -0.12396619] Distance 7.940175728815327 Each least square approximations [10.66702113 -3.52708674 4.42689188 -4.41649927 1.55719314 1.725275 -1.07665115 0.79984977 1.8935821 2.78532862 -2.14775946 1.27390184 -0.9588089 -1.63650217 1.47393817 1.68989245 -1.19610586 -1.18288364 -0.33114536 0.71130536] Distance 5.367698593660513 Each least square approximations [10.07950569 3.24655672 3.76212843 -3.04584479 4.63044536 1.38207648 0.50209393 -0.40800803 -0.14619942 -2.76447564 1.86114292 -0.8027437 -1.29664649 -0.36491386 -0.74270743 -1.50685357 0.2406869 -0.95176298 -0.30557076 -0.88312118] Distance 7.308138771836699 Each least square approximations [10.64616699 -5.56168475 1.4739952 -4.60166763 -0.48780568 -0.84511734 -2.44697681 0.28155899 0.63395096 1.50151533 3.667214 -0.2943314 0.47538556 0.37663274 0.28272406 -0.14109942 -1.11167788 0.13970834 -1.17285476 0.90302809] Distance 6.020438301437879 Each least square approximations [-10.4547943 -3.4201849 3.57274955 2.84185809 -2.29577954 0.57311893 -1.90098412 1.02445285 1.04052268 2.85289044 -0.3582841 -0.36536455 -0.80331585 2.32405692 -0.19952861 -0.38691852 -1.58624534 0.38998163 -2.28796243 2.04028343] Distance 7.148626532747607 Each least square approximations [-8.7055064 4.04099909 -3.74104926 2.00428309 1.88244178 0.39980265 -0.73334652 3.11651811 -0.34224248 -2.25894875 1.85320102 1.03043898 -1.14845358 0.10999243 -0.88850354 0.37831509 -1.74476504 1.47649147 2.64791902 2.6410629 ] Distance 7.496916353629249 Each least square approximations [ 8.94517376 1.23477224 2.00780219 -1.53553698 -3.425718 1.9046897 -1.81083646 -2.26056754 -1.80449762 1.60412382 -0.43436761 -1.14517027 -0.87122968 -0.73244051 -0.68709543 -0.61385067 1.86211053 -0.25320061 0.2222245 1.95365743] Distance 9.106160507888577 Each least square approximations [ 9.14679066 -0.8759636 -1.8178791 -4.46772327 1.48957401 -2.93746805 -0.59207838 -2.39133872 -0.49951713 2.01105345 0.43196356 -0.09189737 0.63896358 -0.13259342 -0.0266596 -2.99693515 2.62571076 0.32458697 -0.35848754 0.37607245] Distance 8.10535476050043 Each least square approximations [-8.7234648 -1.86647779 -3.60301064 1.44418655 -0.94972432 1.11025087 -1.44521663 0.49554799 -1.20955759 -2.0801774 -1.3919658 0.47374139 0.62246134 -4.02845145 0.76647202 0.11126339 -2.69652994 0.85614901 -1.85240328 -0.35127433] Distance 8.696590891646348 Each least square approximations [-7.41455014 1.40264594 2.78449789 -5.16725322 -3.44511004 -1.08437881 -0.70160063 -1.0842833 2.47531889 0.03973564 0.44562966 -0.67484581 -2.19069732 0.49925624 0.36307336 1.59568748 1.34606837 1.36921779 -0.51135196 -0.04722812] Distance 9.322411742209816 Each least square approximations [-10.08538401 -0.27756609 2.89995555 -2.50059595 1.15537273 0.81618073 -0.359518 -0.29899087 1.74762924 -2.61498845 -1.43348444 -1.02011125 2.25811976 -0.94622133 1.45860938 1.01660378 0.20731724 1.35901557 0.04413142 -1.37396084] Distance 8.17796198226081 Each least square approximations [12.55364766 -1.29418718 -3.06089412 -0.84887094 2.89694187 0.4606329 2.15298855 -0.71450612 -1.11531202 -0.4471669 -2.65307471 -0.07046725 -1.64575046 0.36745416 2.23383257 -0.29699508 0.2893834 0.83599482 0.03118111 -0.63463085] Distance 3.282030874917961 Each least square approximations [ 6.77103227 1.9648862 3.13760483 -2.91801598 2.86657419 1.21248776 -1.03401977 -2.17865279 1.79630366 -0.55197896 2.04699377 -1.22843822 0.92109531 -0.20232258 -1.18837887 1.24375373 1.34821424 0.38472658 0.04963817 0.59406045] Distance 10.606888833870933 Each least square approximations [ 7.8892304 0.02342344 -1.19957417 -5.97187443 2.31605368 -1.4541186 -3.28451702 0.45903789 2.00847232 1.73932487 1.81513497 1.14674219 -0.53943262 1.64475001 1.70028569 1.54676858 -1.10394103 -1.01999216 -0.52615017 1.67964245] Distance 8.267444730126755 Each least square approximations [-6.94855262 -2.32292467 2.3894547 2.74740806 -0.61021656 -0.18080287 -0.18951539 1.48562464 0.29945961 4.3753881 -0.35122352 0.20565966 -1.80585179 0.19716463 -1.27495794 1.4275465 -0.19172159 0.17699272 -1.26276135 2.20151415] Distance 10.441275802771306 Each least square approximations [-5.23743454 3.66244361 -7.68237322 1.87879119 -1.81263192 -2.29635608 1.32256963 0.15110555 -2.41923963 0.90802118 -0.50938239 1.93315528 -2.49002681 0.56320745 1.56173627 3.024757 -0.86352652 1.0369593 -0.80888218 -2.05077308] Distance 8.460231525589823 Each least square approximations [ 9.54860965 3.18996173 -1.73286648 -1.11085782 -0.91031797 5.02958836 -1.13068557 -0.59708126 -0.09303788 -2.87033972 0.79227475 -0.65914988 2.37649303 -0.6195651 -0.19121561 -0.24553791 1.08507733 1.89476975 -1.14649313 1.83079461] Distance 7.908143137799281 Each least square approximations [ 9.00549211 1.22825455 -2.3226276 -5.71412648 3.86070054 2.92334115 -1.59052242 -1.57225256 -0.61584571 -2.16895052 -0.51764748 1.66960896 0.75294466 -0.49249042 0.17425303 -1.08154071 -2.39867741 -1.45005323 -0.77393747 1.46023735] Distance 7.135639433824762 Each least square approximations [-9.82137811 -1.41186592 -4.1546482 -0.57702756 4.74916549 -2.26500273 1.6882556 -3.37178604 2.47880671 0.50978004 0.82526491 1.85467843 -1.19284943 -1.25600694 0.34260283 -0.05082709 -0.4376745 0.18527604 -0.10303318 -0.37615289] Distance 6.984638066766517 Each least square approximations [-10.9792198 0.67772141 -2.36103462 -1.20772002 -2.33663739 -0.62661405 -1.78434095 -3.61058025 2.38798826 0.16199006 1.129014 -2.16789926 1.11721993 1.7374526 0.15675739 1.34445231 0.08981266 -1.11704001 -0.8166148 0.73261938] Distance 7.098568407171043 Each least square approximations [-8.61303193 -3.54651317 3.7550553 -2.4393659 -4.0996767 1.28153251 -3.43540369 -1.34352584 -0.63665849 0.49437552 0.35598739 -0.13004543 1.94483076 0.45135732 1.05201161 0.15044159 -0.43806712 -0.851286 0.34027972 -0.20525408] Distance 8.654858455134406 Each least square approximations [ 8.01530352 -2.21296873 4.16289921 -3.4171095 5.26752086 0.61768261 -2.98164898 -0.64495811 0.76231909 2.35138641 1.17326888 -0.30090963 0.79375948 1.97041146 0.23379624 0.12628295 0.84842068 -0.99006544 1.87353012 -0.7020242 ] Distance 8.204452182121395 Each least square approximations [13.56780514 0.02254149 3.0900282 -0.62282754 -2.47959577 2.23161966 -0.32845004 -0.54123325 0.40229578 1.70757182 -0.38727224 -0.18269014 -0.7797077 0.18937904 -1.31532585 -0.72684528 0.27764994 -0.07956382 -1.24921712 -0.95066066] Distance 2.548998264070162 Each least square approximations [ 9.60431745 -1.78920123 1.35798513 -3.98739721 -2.8685935 -1.7448431 1.82267423 1.31842705 2.08900162 1.33713655 -0.12321784 -1.55623804 1.48668248 0.28620409 3.41023694 2.8305566 -0.3994094 1.27492742 -0.7966556 1.8771187 ] Distance 7.4008331685609745 Each least square approximations [-12.06347745 0.961275 4.37737668 -1.17659976 1.72340742 0.85748428 0.55461386 1.35913223 -1.93288178 2.17458536 -1.01586202 1.00668419 -1.2299087 -0.48646971 -0.0754034 -0.07112189 -1.70763023 -0.19816726 -0.91450694 -1.43860796] Distance 5.45624136712596 Each least square approximations [-7.01139382 5.21468495 -6.23101783 4.89468965 0.41426429 -0.47373515 1.91945931 2.82788131 -2.83865083 -0.45715738 -0.15769497 0.99039447 -0.32542254 -0.09532249 -0.08520994 0.63349939 -1.44910973 -0.17531372 1.61928477 1.23246023] Distance 6.688370798689297 Each least square approximations [10.91567124 1.12204947 2.99771268 -2.40708277 -1.8507361 2.66886763 -3.23425814 -2.10850559 0.90947793 0.87658472 -0.44853992 -0.90407803 -0.47370443 1.57363412 -0.59285161 -1.80933549 2.45738338 -0.07504184 -0.83311018 1.2111138 ] Distance 5.85020996552408 Each least square approximations [10.24172938 -2.52280754 -3.40620573 -3.67799402 3.02108931 -0.74812522 -1.55994945 -0.47942314 0.74162259 -0.30834887 -0.17755778 0.92177498 0.18107154 -0.87687554 1.42468558 -2.07122346 1.21089995 -0.2434586 -0.57955677 0.59066188] Distance 7.240184364410349 Each least square approximations [-8.68714586 -4.11312459 -5.95348884 0.13818765 0.66258255 0.98683747 0.19189526 -0.1307535 -0.97513263 -1.95885076 1.36445987 0.97114593 1.15967672 -2.13919058 0.17438364 1.68139182 -1.95193827 0.63956042 -2.6927816 -1.0612136 ] Distance 7.330333785422729 Each least square approximations [-9.76609975 2.24355088 3.15275156 -3.97868355 -3.0894308 0.67321926 -1.29124442 -1.64677232 2.29284245 1.48161109 0.26384532 0.86166131 -0.72866712 0.64110268 -0.49228353 0.31013672 0.70255809 2.27876635 -0.95111725 0.91578449] Distance 7.381340731658776 Each least square approximations [-10.07029434 -2.15646766 6.03301974 -1.64317829 -0.92294926 0.36243411 -1.44703788 -0.21358761 1.31488041 -2.18972836 -0.25194 0.13356279 0.43074999 1.23909001 0.80790236 0.46242907 -0.50203396 1.67190638 -1.20045875 -0.88258722] Distance 7.019577013928176 Each least square approximations [12.18358544 -5.19497502 1.56967399 -3.82318204 -0.80349804 0.61736012 -0.91460161 -1.0022524 -0.02024337 0.1103241 0.07508557 0.5401222 -0.29822203 0.55832244 -0.46789861 -0.49534933 -0.64219335 0.86878737 -0.10580563 0.16826304] Distance 3.776001704346707 Each least square approximations [ 8.89955159 2.41803601 3.42911598 -3.1210379 3.9940383 1.68737952 -0.04825142 -1.25578057 0.7810733 -1.09990339 2.14097988 -0.47082674 -1.33175811 -0.18017961 0.09431832 0.03712248 0.38217368 -0.39816635 0.1634768 0.12192268] Distance 8.735004558743993 Each least square approximations [10.36367451 -3.3642394 -0.55733316 -3.1044326 -0.61995658 -1.79949848 -2.78773501 2.49843902 -0.65101618 0.60169411 1.92609444 1.53364643 -0.72531111 1.12638583 1.5942276 1.59117477 -0.23206554 -0.42882681 -1.22521005 1.20333115] Distance 6.986029814979114 Each least square approximations [-8.8520302 -2.2963162 3.83726048 2.84602479 -1.21674816 0.14633747 -0.63534385 1.52557219 1.27680528 4.13205714 -1.52683225 0.06699982 -1.60206045 0.91243195 -0.47380448 1.06948703 -0.1961437 0.62522034 -1.5193489 2.6637897 ] Distance 8.104689750831067 Each least square approximations [-6.03626037 4.33789479 -5.89096434 4.05501393 -0.39313484 -0.27000647 2.23356555 1.73012138 -3.36134493 0.79502269 -0.79675293 -0.36228759 0.63782679 1.97862509 -0.99342717 0.37760226 -2.24322393 -0.72889789 -0.27531744 -1.15120749] Distance 8.329022602854138 Each least square approximations [10.22929358 -1.07706557 2.50562628 -0.61830302 -1.18162003 2.85427568 -3.29635443 -1.14116982 0.94514453 -0.53580297 -0.29720494 0.05016435 -0.45906366 2.38099735 0.37897676 0.2328939 0.31588482 -0.47186634 0.8725814 1.83761529] Distance 7.944499223292734 Each least square approximations [ 9.50323438e+00 -2.26694776e+00 -4.24248278e+00 -1.41077562e+00 2.53818333e+00 -1.11255538e+00 -4.76779713e-01 -2.31094232e-01 1.69997218e+00 1.13596779e+00 1.38385719e+00 -3.27989163e-02 3.12201220e-01 -1.22251112e+00 8.18633151e-01 -3.22098846e-01 -1.00128373e+00 -4.40482028e-01 -1.35612051e+00 7.71035316e-03] Distance 8.613744897875707 Each least square approximations [-8.98446075e+00 -3.32785221e+00 -4.02325161e+00 -3.84024802e-01 2.17731833e-01 2.98362050e-03 1.10099347e+00 1.39936030e+00 -1.05616880e+00 1.23562126e+00 4.03128909e+00 2.44200737e+00 -4.61962081e-01 -1.14562721e+00 1.39519891e+00 2.85400404e-01 -1.27659090e+00 2.29041621e+00 -3.81958282e-01 -7.54930730e-01] Distance 7.857843633413003 Each least square approximations [-9.98562817e+00 3.21712745e+00 -6.55612224e-01 -3.21070324e+00 -9.00249595e-01 6.15509693e-03 -4.79426115e-01 -9.18595634e-02 1.88036576e+00 1.45138092e+00 2.49792163e-01 1.98548590e+00 1.54782925e+00 -8.53251820e-01 6.21601434e-01 -1.33412435e+00 1.20086776e+00 1.09345381e+00 -1.63414835e+00 -3.53201886e-01] Distance 8.177731840996472 Each least square approximations [-9.8287512 -1.92277121 4.39778149 -1.28807226 -1.36936032 0.90387452 -1.95897324 -0.33474259 -0.48178458 0.21283368 0.89544678 1.336052 0.61223579 -0.30059214 1.2076947 1.09916979 1.48456757 0.33457314 0.27440814 0.01709317] Distance 8.53021813996413 Each least square approximations [ 8.93648555 -3.84735428 4.01976194 -3.22039929 0.84522495 1.46938654 -0.69130881 1.01120151 1.77690193 0.04090559 0.44927096 1.13512371 -0.31173571 -0.24556662 0.8508336 1.04338052 0.23688806 -1.29540696 2.44483686 0.5443809 ] Distance 8.300693301909673 Each least square approximations [ 9.40596845 3.38894165 1.10173836 -3.71251295 2.12921217 -0.83674822 0.11452667 -0.66386304 1.29341394 -2.94618672 1.13802417 0.09286274 -1.21195131 0.58725753 -0.2865438 0.01071638 -0.24495696 0.46329062 0.6829121 0.13560301] Distance 8.610562500610339 Each least square approximations [11.56207961 -4.06791399 0.32468977 -0.25799256 1.30895475 -2.10377041 -1.0981367 0.61951377 -0.85946292 2.36724763 0.16843272 0.87128796 2.62466391 0.68717061 -0.85561109 -0.5814963 -0.56333454 -1.12373454 -1.56426803 -0.64237514] Distance 5.564485550008615 Each least square approximations [-10.52036964 -1.71742782 1.44149887 3.13674734 0.18355048 -0.96757674 -1.06756159 -0.46068669 2.07146637 0.1305654 -0.66840364 -0.19260486 -1.0631442 1.27459007 0.09567541 -1.39565166 -0.3396232 0.46498778 -2.57087368 1.30774445] Distance 7.9418827959908045 Each least square approximations [-5.09162922 1.78239422 -7.3590465 0.34221076 -1.92456178 -0.34776148 -1.13444039 1.59603453 -0.33611115 -0.55917717 0.96369427 1.7320076 0.06735731 -0.37453707 -0.6383137 1.72226635 0.03457853 0.0420056 -0.63789723 -0.45928184] Distance 9.816720305088369 Each least square approximations [ 6.20457274 2.60059462 0.99495954 -2.01431378 -0.54039973 2.56297283 -2.23139567 -1.89301984 -2.04127992 -1.14553346 -1.10807407 -1.42662206 0.50253298 0.38370155 -0.4105669 -0.55805153 1.71569267 -0.32909977 -1.22672568 1.27434968] Distance 10.69399648165726 Each least square approximations [ 6.33676319 1.2633449 -5.2388549 -4.31882813 1.05360965 0.40657399 -1.72881725 -0.58646795 1.90086559 -1.59966631 0.11504808 -1.35455502 -1.24093858 -0.86992761 0.4760151 -0.622173 -0.03023182 0.62505121 0.38679448 1.14528342] Distance 9.521277990359527 Each least square approximations [-7.89343396 -1.51517812 -2.22958104 0.15000813 3.56176522 -1.58798921 -2.37017721 -0.02310953 -0.811873 -0.62145564 1.92029761 -1.09282407 0.80908514 -2.05265985 -0.44036413 2.22635938 -1.12719123 -0.3957593 -2.24589863 0.31742966] Distance 9.107984653548431 Each least square approximations [-6.49263051 0.86199057 0.21281911 -1.24681044 -3.24066396 2.66401113 -1.64522043 -2.14376524 0.66494303 2.06248806 -0.49912162 0.66298087 -0.32890336 0.9281801 -2.15639031 0.77345383 -0.06087327 -1.92483854 -1.57509663 -0.61446164] Distance 10.408009499677316 Each least square approximations [-9.10279533 -4.2448383 -1.55716245 -1.99875379 -1.49864714 -0.55656357 -3.0787072 -0.95461635 1.11631324 -2.67997426 -0.74972213 -1.84251178 -0.54331822 -0.49725631 -0.67817995 0.11013038 -0.20123298 1.74803394 -0.80353326 0.70985636] Distance 7.61607761122942 Each least square approximations [ 7.54825805 -1.47163973 1.78097012 -2.33320891 2.19409873 2.71378577 0.96819847 -1.71321233 -0.88532784 -0.55358434 0.76662096 1.11908573 0.02562184 1.01580399 -0.30103373 -1.67579248 -0.54767031 0.59414819 1.14983086 1.08702584] Distance 10.10285350133942 Each least square approximations [ 7.22371692 -0.69481286 4.81172484 -2.17518934 -0.54283278 0.55360608 0.11864543 1.75777242 -2.04250706 -1.27630516 1.13863808 -0.21418532 -0.25188539 1.32525292 0.66330341 1.16271182 0.22337212 -0.00926942 1.3110774 0.35804833] Distance 9.94932486460165 Each least square approximations [ 7.53799166 0.2758111 -1.49507515 -3.79776862 -1.89062378 -4.80466136 -0.16863134 2.27897661 0.93485366 -0.86342537 1.83415724 -1.21682172 -2.18239226 -0.94493509 2.76691846 -0.31651904 1.9842219 0.33676146 0.91829276 1.04304566] Distance 8.037417879086712 Each least square approximations [-6.54109418 0.65288398 4.04523714 -0.30367693 -0.18208023 1.18151301 -3.86151251 -0.09132919 0.77812245 3.25510498 -2.45284152 1.78950156 -1.25722874 1.77931573 0.34476251 -0.95759047 -0.0779237 0.35112273 1.60666686 0.48528731] Distance 9.52519002254875 Each least square approximations [-11.553631 -4.6992719 -2.68009184 -3.05514126 -0.42680137 0.86826106 0.82102246 1.8379871 -2.16205132 1.58461361 0.70026503 -0.04016307 -0.39645999 -0.11587277 1.15559441 -0.54965235 -0.44301752 0.01720244 0.88330629 0.17216677] Distance 3.767966590036847 Each least square approximations [ 3.94570978 2.59496528 1.34928175 -1.62597259 -0.75910104 2.43067152 -0.98521195 -0.89448665 -4.65865123 -2.28372978 -2.0056121 -1.55627341 -0.03519066 -0.2303952 0.6688295 -0.88627468 1.66416246 0.09525518 0.19090208 0.00659019] Distance 11.370013012187064 Each least square approximations [ 5.55653652 1.82180795 -1.1269628 -2.74405844 4.46047238 -2.9471444 0.54591454 0.61229524 3.50339944 1.55653127 2.74706773 -1.21670195 -0.65847431 2.51923887 0.99697955 -1.92254619 2.22957698 -0.20482692 1.8794781 0.75632354] Distance 9.230641957208018 Each least square approximations [-7.4689386 3.25155587 -3.35472108 1.12095901 -2.47508747 -1.99229526 0.7739302 1.43989686 -0.42295521 -1.30396769 0.14012938 -1.00463356 0.39821923 -1.80841813 0.30376829 -0.3341373 -0.03291163 -1.23874566 0.77676373 0.79730349] Distance 10.040549273865809 Each least square approximations [-4.53609691 -1.44210939 2.24952092 0.16954365 -1.36573647 -2.07882884 -2.90959483 -0.97064456 -0.63883319 0.14157567 -2.61911361 -0.10742528 2.63303069 -1.30068833 1.03578181 1.00981485 0.98631142 1.08277298 0.25415612 -0.47186526] Distance 11.746297046986529 Each least square approximations [-7.78844184 1.72124567 -2.37405854 -0.69345192 -1.17075955 3.28732062 -2.49708186 1.16264518 2.99790097 -2.42306242 2.1826066 -0.14213056 0.44436523 -0.85837863 1.1193427 -3.94576505 0.25995157 0.80647953 -0.75606625 1.16012901] Distance 8.498585646743125 Each least square approximations [ 6.75364506e+00 4.86337222e+00 -3.46483983e-01 -3.43325201e+00 8.44858678e-01 3.48784975e+00 -2.98328943e-02 -6.32792823e-02 -3.17782196e+00 -7.20892655e-01 8.20016530e-01 3.05444338e+00 -2.16947319e-01 1.04187701e+00 -1.72455801e-01 -6.18402115e-01 9.99957373e-01 1.87477482e+00 3.64709440e-01 -3.13987594e-04] Distance 8.994238302093427 Each least square approximations [ 5.50618645 0.2719397 -0.55507678 -3.23187874 1.42621977 0.5544263 -3.03934636 2.45733734 0.51398298 -0.6187367 1.20769951 0.34066583 1.46649568 -3.48605659 0.6003494 2.82201525 1.86562072 -1.4441908 -1.14262447 1.2901421 ] Distance 10.469771734324148 Each least square approximations [ 5.81343393 2.78554706 -2.37875739 -4.61093962 0.27297981 -2.7745437 -1.43519851 -2.65079519 0.89096512 -1.11900078 -0.64180463 -1.2885397 1.04175952 0.45939128 -0.0890289 0.83464995 0.41854466 -2.83576529 0.23708256 -1.23207317] Distance 10.025991270478071 Each least square approximations [-5.04084162 0.65834353 4.02049349 -0.32561595 -2.60942384 -0.25242539 0.88322416 -0.06926353 1.28014337 0.88834124 0.42524878 -2.32751751 1.35218695 -1.31684377 -0.28680242 -0.11190431 3.76355597 -2.37456152 -0.36864992 0.92280647] Distance 10.932469981845392 Each least square approximations [-6.65346965 3.48737046 -7.85687516 3.89615641 1.05552264 -2.92810197 2.6170895 1.44964776 -1.48492445 1.10936353 0.44472732 0.28651645 1.28116359 0.23390112 0.99200546 0.19283836 -1.23852332 1.28100731 0.21080784 -1.21517244] Distance 7.833579088370191 Each least square approximations [12.86869387 1.40891986 -1.75818954 0.63885651 -0.57852168 4.0140253 -3.14834589 1.37072174 -2.00040036 -0.97132177 -0.6730738 0.02829853 0.87491539 1.74256499 0.65245755 0.93629434 -0.04688652 0.63716973 0.91337122 0.1730718 ] Distance 3.6567699558587665 Each least square approximations [11.22217307 -2.87899987 -4.64690869 -2.32518045 2.092209 0.45548158 -2.08852704 -1.08189462 0.21996596 -0.05663416 0.64146285 1.13889907 0.81446773 0.62711534 0.26871938 -0.79794962 -0.9875534 -0.1998037 0.22823644 0.40819643] Distance 6.95488735649174 Each least square approximations [-9.89063976e+00 -4.15880097e+00 -6.71879387e+00 7.37640058e-01 1.92374929e+00 1.33890479e+00 1.51848422e+00 1.12848289e+00 1.05145333e-02 6.80806171e-01 1.02622706e+00 2.64680273e-01 -1.48769859e+00 -1.00263612e+00 1.19301327e-01 -3.15836052e-03 -2.01586290e+00 1.68042847e-01 7.74629174e-01 -6.73599701e-01] Distance 6.680465896239806 Each least square approximations [-11.41126425 5.94124938 1.7950488 -2.75646176 -2.70510915 -0.77785851 -1.23389095 -0.57572284 0.54707035 0.61742586 0.36911284 -1.39528024 1.68340784 -0.33088455 0.71140812 0.43237288 0.96030649 -0.51405232 -0.2604752 -0.2269875 ] Distance 5.5367229607927335 Each least square approximations [-10.10177505 -2.06929201 6.31819531 -1.55906645 -2.782396 1.91360538 -2.65622797 -1.53818649 0.21867558 0.30498098 -0.76146331 -0.05096046 1.31212393 1.02056197 0.5726893 -0.69844884 0.72765039 -0.18497282 0.49182233 0.21177798] Distance 7.058141817496138 Each least square approximations [ 9.90529215 -2.21951505 4.38176288 -3.66866358 3.99516154 1.57552558 -1.90717344 0.44141839 0.89985713 2.00914753 0.25861961 -0.29812605 0.28970157 -0.29545276 0.45774134 0.59061766 1.10959455 -1.1888929 1.56961016 0.89245295] Distance 7.40682330292924 Each least square approximations [11.49611156 4.09994619 3.00465448 -2.89208638 4.06769812 -0.94061581 0.37347265 -0.33515369 -0.95367944 -2.13797827 0.0297079 -1.79402354 -0.98181393 -2.05830276 -2.30193448 -1.60278476 0.29890065 -0.15676746 0.27678943 -0.14077693] Distance 4.295319809900202 Each least square approximations [10.68198305 -5.40602861 0.76116573 -4.83937965 0.7273122 -0.98747081 -1.94059652 -0.2900778 0.37487328 0.51224016 1.51496751 -0.46699402 0.40574477 0.04356023 0.67652301 0.41115399 0.56051833 -0.33370825 0.08339277 1.69185332] Distance 6.692240904095579 Each least square approximations [-12.02924284 -4.57326702 3.9183291 3.12902022 -2.01921971 -0.83252079 -2.19873558 -0.46037165 -0.12519378 2.08175678 0.86370744 -0.1758325 0.26580498 1.41148355 0.71957132 0.98873623 -0.29840868 -1.37964447 -1.36963902 -0.28792059] Distance 3.3554767481187535 Each least square approximations [-5.73076808 2.57903798 -5.94748372 2.86019479 0.28642678 -4.36050469 2.43832161 1.11807672 -1.9388542 2.02429258 -0.56541052 1.34579139 -0.57984324 0.11302294 -0.06984871 0.97784785 -2.21097809 1.98034648 -2.0394504 -0.72538929] Distance 8.963868367368784 Each least square approximations [10.17282308 2.20904481 -2.26329369 -1.14474217 0.25777245 4.03596053 -2.58817392 -0.05110194 -0.68574957 1.30451381 1.32698418 1.17780881 0.80457732 1.65517551 0.58837908 0.46886519 -0.10507226 -0.44468915 0.26031157 0.64226544] Distance 8.164832018859196 Each least square approximations [ 9.50548914e+00 -1.94533139e+00 -3.29964772e+00 -2.24144993e+00 2.00453316e+00 1.79036084e+00 -2.96055893e+00 -1.34870865e+00 6.36585029e-01 -1.15865035e+00 3.17866902e-01 -4.51692932e-01 6.30552104e-03 8.72285296e-01 -5.42942255e-01 4.06143124e-01 -1.70338575e+00 -1.62127237e+00 1.39362254e+00 3.39438527e-01] Distance 8.704234399343688 Each least square approximations [-8.62897897e+00 -3.62215327e+00 -4.86870330e+00 1.35152241e+00 2.28339778e+00 3.31676268e-01 1.79708341e+00 8.46604349e-01 4.45619497e-01 -1.13999464e-01 1.92481419e+00 1.68655617e+00 -4.10261809e-01 -1.90261972e+00 -2.10755387e-01 -4.00505084e-01 -7.72397716e-01 4.68188576e-01 -1.82479006e-03 1.01252283e+00] Distance 8.91667462216835 Each least square approximations [-11.30755509 4.80283945 -0.26232915 0.93960165 -0.85440699 -0.64094723 -3.81144336 0.32335291 -0.77693615 3.16821568 1.5472309 -0.67466549 0.85587477 0.91074607 0.44135257 0.77226471 0.57665398 1.60589086 -1.31495965 -0.38868567] Distance 5.118119883621721 Each least square approximations [-8.80271777 -2.26725976 3.96888064 -1.3346693 -4.61538104 2.95269967 -2.98389752 0.15550545 0.23949971 0.4594113 -1.02583101 -0.42476284 -1.00497407 0.49540682 -0.70198333 1.16146735 -1.3093903 -0.9193256 0.33873934 -0.56825319] Distance 8.23268599422095 Each least square approximations [ 7.75360194 -1.9609264 4.48796429 -3.68735614 4.5346817 1.93817984 -3.62208064 0.02388182 -0.80204467 1.72423115 -0.22391958 -1.09291958 0.07903561 0.54549889 -0.96915659 -1.16481615 1.13867823 -1.36899137 0.05565226 0.26658551] Distance 8.284619600688142 Each least square approximations [10.75968526 3.98284442 1.56250061 -1.32523893 3.55152386 0.06961131 -0.80756297 1.91388207 -1.98035836 -1.36204865 -0.63554215 -0.75265633 0.16670678 -0.22720125 -1.26233337 -0.02444222 0.6335916 0.3415959 1.91209389 0.89499819] Distance 6.951367020673215 Each least square approximations [10.04535234 -2.85760899 2.07530408 -4.05920769 -1.25275501 -0.94743788 0.04886054 -1.23730976 0.56598999 2.77561749 1.85682342 -1.38917228 -1.16170908 -0.5281888 -1.03488924 1.66456951 1.7671835 0.76363946 -0.99849028 -0.18371563] Distance 7.5507532013357785 Each least square approximations [-11.51056965 -3.61538698 3.44721197 -1.37330868 -1.86312865 -0.6009717 -1.39968935 0.12351964 0.32705979 1.27212151 -0.40357719 -1.03945616 -0.86893777 0.21203404 -0.88773063 0.96593135 0.58185207 -0.44558413 0.81292562 0.95608628] Distance 6.460683020408934 Each least square approximations [-5.43918974 4.39562994 -3.27676735 4.22324719 -1.33386527 1.03711809 0.871687 2.5056684 -4.51017673 0.86744227 -1.18048713 -0.97805624 2.13051426 2.40768787 -0.98066762 -0.29904788 -3.42998541 0.80227601 0.6991868 -2.18864615] Distance 8.521336871294388 Each least square approximations [ 9.89877182 -4.60966665 1.55414843 0.42733211 -2.05236542 1.58457004 -2.87000855 -0.28950373 1.50114623 -1.46056134 -0.25648312 -0.86139399 -0.54244819 2.09891639 0.67436243 -0.33755141 0.11870379 0.16737089 1.16473432 1.39596778] Distance 7.86242375329899 Each least square approximations [ 8.68562395 -0.74816161 -3.38924343 -0.59763947 1.62225829 -1.26959747 -0.39965856 -0.31828961 2.35704476 2.08532271 2.75338797 -0.55918289 2.33964748 -1.94439973 0.52798168 -0.25969795 -0.14087316 -0.9133108 -2.12479919 0.93440943] Distance 9.301352942001184 Each least square approximations [-8.28296576 -4.30298895 -1.65121027 -1.56889631 -0.29361706 0.39780229 1.36997587 1.05746855 -1.97578641 2.7212723 3.62055596 2.1877074 -0.43148928 -1.4552133 2.29213187 1.93826221 -2.60291203 1.73861517 0.3789292 -0.61821547] Distance 8.130930322595038 Each least square approximations [-8.87477617 4.2856948 -1.71797723 -2.79293948 -0.64715157 -1.06795636 1.41393065 0.8302114 1.97882949 0.89163667 1.85391041 2.8695716 0.88105476 -1.81930728 -0.02513857 -2.46937735 2.24790917 1.19816733 -1.15338381 -0.47980013] Distance 8.109251546423494 Each least square approximations [-9.4084354 -2.1131216 3.86069396 0.49441568 0.38004213 0.57952628 -2.08057255 1.25167403 -3.19812537 -0.35207382 0.76731502 1.25028616 1.61473222 -1.13490888 0.70577386 2.38992422 1.91178027 -0.52024485 -0.48866538 0.26059141] Distance 8.435282992309173 Each least square approximations [ 8.04749413 -4.6452125 2.46523929 -2.3540748 -0.81768219 0.22769942 -0.74871819 1.93200427 1.51555897 0.65821299 -1.18540364 0.95754111 0.94696268 -0.24818385 0.72177476 0.96870224 -0.02196601 -2.72752609 3.13952966 -0.65446164] Distance 9.183511340791213 Each least square approximations [ 9.0113334 3.22114321 -0.94255348 -1.97931683 1.5518377 -2.11740908 -0.79803237 -0.46429749 0.75658689 -2.97539337 1.12854545 -0.85698501 -1.98647407 1.18808718 -1.10778424 -0.51920571 0.98565752 -0.09310148 -0.21823329 -0.9581554 ] Distance 9.38833316969817 Each least square approximations [ 1.16505673e+01 -3.60200358e+00 2.17800216e-01 2.69471541e+00 1.61739295e+00 -1.71351860e+00 -1.02602929e+00 -4.67020473e-01 2.03148059e+00 5.77673595e-01 5.15185428e-01 1.13795448e+00 3.71052327e+00 9.53872106e-01 -1.73678124e+00 5.45258500e-03 -1.17358042e+00 -1.13811343e+00 -3.58472568e-01 5.35723914e-01] Distance 4.781123979784247 Each least square approximations [-10.54971936 -2.00703092 -0.70744279 1.75689687 -0.24019825 -2.52110979 0.20024663 -3.14291248 -0.1974753 0.4937453 0.65015829 -0.12527138 -0.23961495 1.5466639 1.6498866 -1.58841402 -0.07687368 0.20241827 -2.07468348 1.18708841] Distance 7.94258244118846 Each least square approximations [-5.70111304 3.75210388 -7.52736842 4.20921939 1.62645916 -2.74970214 2.76803667 3.25270221 -1.96995846 0.74782455 0.07178364 0.18586508 1.13774264 -0.56027523 0.33677679 0.34979117 -1.59248273 1.18720496 1.55625888 0.81264444] Distance 8.42909522293641 Each least square approximations [ 1.49072872e+01 2.28370703e+00 1.59045235e+00 1.11286933e+00 2.31566052e-01 5.03369907e-01 1.96804783e-01 -4.06214922e-01 5.61889342e-01 6.98121336e-02 -5.06529711e-01 -7.52321659e-01 -8.01605686e-02 -2.99931158e-01 4.00113824e-02 1.61230442e-01 -1.25607040e-02 -2.34457895e-01 -4.28604418e-01 9.11486490e-03] Distance 0.7629007934283322 Each least square approximations [ 1.08403571e+01 -3.81288872e+00 -5.03054843e+00 -2.91554169e+00 1.42964870e+00 -8.49420243e-01 -1.24663841e+00 -3.64793047e-01 7.62380830e-01 1.04825353e-01 3.29682900e-01 1.55312296e+00 1.31370196e+00 -3.56080725e-01 1.86402834e+00 -3.71002046e-01 -3.82143959e-01 1.35684242e-01 -4.09095361e-01 -1.88387192e-03] Distance 7.388420049687181 Each least square approximations [-9.30647808 -4.17429435 -6.15917878 0.24856999 2.29587057 1.94473285 1.3163608 0.10055918 -0.29084308 -0.61325969 1.00884597 0.82102555 -0.60623625 -2.14716175 -0.26833822 0.18511546 -2.64909167 0.72502868 0.87356624 -1.30565441] Distance 7.9832988547918635 Each least square approximations [-11.12337339 5.14433636 2.88907456 -2.13580248 -4.65413395 -1.03333792 -0.30799495 -1.49925569 3.00103537 0.86675657 -0.22535541 -0.55917262 0.85190388 -1.96213961 0.6258033 0.24919492 -1.23362839 1.22591611 -2.05274114 0.95362136] Distance 4.726277052007653 Each least square approximations [-9.88565183 -1.9455829 6.70264471 -1.10968757 -2.19917868 1.40205549 -2.51717 -1.51030794 -0.18205994 -0.95948281 -1.27283516 -0.86220638 0.95673364 1.29701886 0.59270183 0.49136421 -0.56732375 0.57020218 -0.25899247 -0.2260646 ] Distance 7.9654890808577505 Each least square approximations [10.55824646 -3.46661904 3.77370645 -4.34922523 2.24443095 0.98021648 -1.68788941 1.03630895 1.5022084 3.26140172 -1.81721671 1.44178194 0.01980537 -0.70161452 1.81997235 1.80451413 -0.06067473 -1.04616378 -0.13529296 0.8999623 ] Distance 6.3226208811309315 Each least square approximations [10.52046775 3.40062099 3.69989194 -3.08670632 3.97752214 0.67999986 0.63829874 -0.53710414 -0.59179246 -2.39610468 1.49195326 -1.07493451 -1.39522913 -1.04619864 -1.32981571 -2.15791519 0.05369338 -0.8558988 -0.26708911 -0.7030785 ] Distance 7.1504334426814555 Each least square approximations [10.61788538 -5.12602211 2.05979606 -4.74468709 0.02498483 -0.76351478 -2.39313165 0.46985127 0.75859164 1.3709264 3.05652733 -0.04293529 0.5178058 0.65943419 0.57955394 0.49047926 -0.7510326 -0.04159616 -1.19001471 1.09045994] Distance 6.727405243821908 Each least square approximations [-11.03833467 -3.57015707 3.31153873 2.77146892 -2.18933413 0.34585081 -2.43520754 0.38250369 0.28534204 2.29139415 0.38994872 -0.63157584 -0.94835902 2.31403414 0.18669284 -0.10240896 -1.54953137 0.10453044 -2.37731835 1.60013619] Distance 6.839257672826017 Each least square approximations [-5.86770955 5.02082701 -4.33271586 3.17746203 -1.52641074 0.24008885 1.76235956 1.39008037 -3.76201464 1.09605191 -2.18542159 -0.62806332 -0.20567439 1.79551074 -2.25326118 -0.56417986 -1.80162322 -0.07511958 0.12751254 -1.93759152] Distance 8.86605554816432 Each least square approximations [ 9.58715124e+00 -1.98042895e+00 2.16696616e+00 -8.14336157e-02 -1.13330032e+00 1.97604667e+00 -3.23162520e+00 -1.02013173e-01 1.42449406e+00 -8.56661257e-01 -9.99939745e-01 2.59629165e-01 3.21148989e-03 1.76818535e+00 6.77066577e-01 1.20360605e+00 5.46137520e-01 2.52962704e-01 -1.50690584e-01 3.09595922e+00] Distance 8.702511524228001 Each least square approximations [ 9.10560277 -1.36127518 -4.125033 -1.0363113 2.46830415 -0.70667404 0.3290179 -0.33536728 1.87205811 1.6136245 2.66105956 -0.95152988 1.65388312 -1.96422966 -0.81600675 0.37637513 -0.76142211 -1.18676627 -1.73304854 0.1047931 ] Distance 8.636097442341045 Each least square approximations [-8.92494348 -3.22035232 -2.50309196 -0.3925631 -0.22276104 -0.49435526 0.32201531 0.44825639 -0.78598591 0.47307212 4.36182872 2.91218936 -1.2618347 0.09164514 2.26132901 -0.20192548 -1.60974914 2.33359094 -0.57114984 0.53107295] Distance 8.364016127976623 Each least square approximations [-9.52234855 3.36031306 -1.52580308 -2.42991084 -0.06590138 -0.94183697 0.37495992 0.42612079 2.27953595 1.2348196 1.15046311 2.94726841 0.59656249 -1.10787343 1.33660138 -0.98931235 2.1038502 1.55575243 -1.6157049 -1.06056191] Distance 8.226427535799008 Each least square approximations [-8.69747683 -1.90621374 4.03547716 -0.81499734 -1.62973101 1.17614687 -1.84089863 -0.38507127 -1.47847162 -0.0109699 1.77496682 1.47268332 2.20665987 -2.13760375 1.62684576 1.43377898 2.51211496 -0.20926829 0.16145612 -0.43191557] Distance 8.872956848450187 Each least square approximations [ 8.1477222 -4.16590981 4.00050494 -1.72978377 0.96830316 0.32817129 -0.51418002 1.15539764 0.25232111 -0.39561414 -0.5679899 0.32217283 0.14930179 -0.8783198 0.53890886 0.22309401 0.31383858 -2.66988493 2.60417219 0.17031586] Distance 9.463054915936791 Each least square approximations [ 8.80628395 4.68046948 0.84640881 -2.65369198 1.12432822 -1.55539541 -1.56358357 0.54985825 1.10948233 -2.4548249 0.72430285 -0.195664 -2.05781568 0.48598054 -0.29202741 0.21851962 -0.03648702 -0.26516643 0.43538271 -1.41442134] Distance 9.078346932505983 Each least square approximations [11.92335065 -2.36710874 1.20197519 0.6462996 3.10562677 -1.03536293 -0.39714858 -0.90483251 -0.98017147 2.72422832 -0.87793142 -0.40201819 3.55653722 0.46709807 0.04345881 0.35666111 -0.26145368 -0.1176349 -0.81445128 0.19918809] Distance 5.131000832350855 Each least square approximations [-1.07866475e+01 -2.18872928e+00 3.69145796e-01 1.90200088e+00 -4.57232110e-02 4.26554043e-02 -2.63397526e-01 -1.89582382e+00 3.03549458e+00 -9.55215149e-01 -2.37997134e-01 5.26970749e-03 -4.63373764e-01 -2.59190732e-01 1.09409206e+00 -1.77431651e+00 -4.56134685e-01 1.37156264e+00 -1.70859903e+00 1.25818827e+00] Distance 7.796329889549885 Each least square approximations [-8.35274816 6.40295719 -3.32092707 1.64728567 0.2079444 1.38120608 0.52097239 2.78025089 -0.46014823 -2.691592 1.82218717 -0.48016009 0.47203919 -0.07921347 -1.51626286 0.14723548 -0.05181689 0.01100038 1.27591048 1.21049104] Distance 7.680639584716001 Each least square approximations [ 7.72547118 -0.62311029 2.98343527 -1.92614585 -3.13396524 1.45391016 -2.63521826 -2.31838636 -0.31483937 1.78523352 -0.90207778 -0.29555667 -0.40832383 1.58399444 -0.32843676 -0.02468059 2.02769424 0.61481671 -0.56766299 -0.47263149] Distance 10.057946802415973 Each least square approximations [ 8.74968918 -1.62792511 -1.84396123 -2.56138673 2.15329639 -0.4029444 -0.25107764 1.05591188 -0.49129104 3.45425632 2.08875242 -0.38423414 -0.28798323 -1.73143563 2.86744163 -0.23074882 2.30606124 -0.33337702 -0.32301636 0.01493465] Distance 9.021483362026917 Each least square approximations [-8.26804422 -2.71376908 -3.50169077 -2.58117918 -0.82862182 -0.50088785 -2.27040447 1.83569925 -1.59636093 -2.22532403 -1.45640505 -0.75423728 2.220383 -2.57193136 1.71948802 1.23510896 -3.14390908 0.45835681 -1.9259248 -0.59536544] Distance 8.100562992818851 Each least square approximations [-8.04340941 -0.33593489 3.78221735 -4.88680476 -0.84025759 -0.24018482 1.91879721 1.00314739 3.47531191 0.47392987 -0.28744944 0.53374856 -1.48203637 0.05498382 -0.26792072 -0.1387709 1.38773782 1.68342567 0.18676447 -0.20669053] Distance 9.047711803181636 Each least square approximations [-10.16778284 -1.87163729 2.805739 -1.7536246 2.77110937 -0.53296623 2.5902596 -1.80461397 1.98439485 -1.69933256 1.25656824 1.47375064 3.10249259 -1.45516913 -0.81040402 0.91242551 -1.72739694 1.61819122 -1.73104496 -0.09246858] Distance 6.47505694992228 Each least square approximations [12.50510024 -0.9856666 0.94920693 3.81472171 -1.70040133 2.3279207 2.38650336 0.05561909 0.03525285 0.85271704 0.53213738 0.74458791 -0.14228019 -0.28362604 1.54301614 -1.09214343 1.5837343 0.23908079 -0.52646031 -0.43483271] Distance 3.8759256694771835 Each least square approximations [ 5.52690908 2.83740409 1.86871786 -3.64357292 2.13436624 1.26812152 -1.61078232 -2.62190457 1.26943887 -2.48927325 2.63086363 -0.49124309 -1.79016103 0.61507721 0.32511238 0.66971167 1.6871851 -0.56944345 1.06229924 -0.84234805] Distance 10.72339392278294 Each least square approximations [ 9.10013755 1.56854535 -3.34639624 -4.55575369 0.9077857 0.51854096 -3.29031916 2.04510306 0.1876329 -0.80268973 1.93790146 2.11975821 0.52778322 0.50769536 1.65081197 0.03381526 -1.3265035 -0.48578162 -0.6608751 0.95472659] Distance 7.825817533040035 Each least square approximations [-6.42044462 -0.49274064 1.43712741 4.89555767 -2.4976036 -0.20336193 0.70619033 0.71080426 0.4377288 1.95231447 -2.90428135 0.5445876 -2.93033399 0.19359769 -0.70627007 1.3206206 -1.47211784 -1.28367152 -1.35144743 3.17499807] Distance 9.798070781923698 Each least square approximations [-5.87050519 4.71077246 -4.6544976 2.57795011 -2.32985389 -2.36304076 -0.01825161 1.42619465 -3.42548835 2.12034192 -2.62603011 -1.23175314 -1.40947457 1.36075486 -1.61588333 0.06142694 -0.73324821 0.72690041 0.03998617 -2.35873097] Distance 8.65747297324385 Each least square approximations [ 9.01406989 -1.16990641 -0.23301375 -1.65900863 -1.50404986 0.64140838 -3.73325705 -1.66001415 2.42286033 -1.16106196 -1.28198122 1.18680243 1.84681493 1.64304994 0.48854492 0.71126098 0.47354055 -0.24710535 -1.16862401 1.87216544] Distance 9.144061145579622 Each least square approximations [ 9.54353431 0.13498182 -3.6190392 -1.78145924 0.86549192 0.15007799 -1.06682258 0.60802308 1.16840219 1.03951162 3.1407911 -1.59030209 0.23453815 -1.04260384 0.56867098 2.17218589 -1.72153901 -1.37893082 -0.17833264 0.08049503] Distance 8.666941932286901 Each least square approximations [-9.08964007 -3.17903573 -0.98107274 -1.47701842 1.11383336 -0.3134171 -0.51551602 0.33385831 -0.34274308 -2.32660587 3.85923481 3.05742335 -2.01576451 -0.45528162 0.04011487 1.84643495 -1.46766121 1.10636582 -1.87654236 1.05570447] Distance 8.224026287176468 Each least square approximations [-9.61355359 3.10963778 -2.04739206 0.2727272 -0.90793295 -1.47379231 0.51153074 -1.43005153 1.44066211 2.99119469 0.4976115 2.3310922 -1.02563584 0.13592169 -0.13090839 -1.72504618 1.52095018 0.96018233 -0.54430421 0.45724722] Distance 8.632634019946732 Each least square approximations [-8.08425071 -3.74968577 2.62958319 -0.63107508 -2.59954325 2.4421217 -2.29764798 0.40151409 -2.05118155 0.16317733 0.84018715 0.33620022 1.72932379 -2.03025672 1.98968237 2.01674988 -0.48893858 0.36664008 -0.56693245 -1.67481752] Distance 9.061377401605613 Each least square approximations [ 7.93964779 -3.60527431 5.41692123 -1.84028081 0.79261556 0.66486262 0.00921201 1.66029632 -0.6242734 -0.84698608 -0.3338374 0.79816662 1.98397984 1.04921461 -0.33899742 -0.01220426 -0.32789211 -2.09549795 -0.64633998 -1.31868368] Distance 9.18882783860336 Each least square approximations [ 8.74950617 4.51548448 0.82203493 -1.04913908 0.494613 0.42705676 -2.20969259 2.49225016 0.93577309 -2.86977857 1.01645362 -0.95783347 -1.28138591 2.20196757 -0.30462144 -0.33263449 -0.21393403 -0.70643307 0.70082222 -3.65715997] Distance 8.263321626669832 Each least square approximations [12.72409128 1.31485 4.47885753 0.36063485 0.67970299 0.45230592 1.74150895 0.01952942 -2.92981509 -0.17511129 -0.04557725 -0.04861836 -0.88103813 1.85486908 0.01586757 0.30086384 -0.27573447 0.61271831 -0.88645103 0.07237947] Distance 2.9999830746705545 Each least square approximations [-10.51426022 -1.31547073 -0.37361672 -1.03122533 -0.71941375 3.23844626 -0.45943353 -1.55494973 2.29636147 0.59514285 -0.70221556 -0.85533662 0.56140929 -0.71619838 0.20111608 -0.36451325 -2.84943531 0.33832748 -0.641932 1.82889107] Distance 7.983028358122322 Each least square approximations [-8.85065224 3.91248213 -6.20323176 2.43056467 1.18501299 1.36073761 0.42719083 3.81182193 0.07660215 1.34742934 1.58979975 0.28545939 1.69506634 -3.07436283 0.4635862 1.55782988 0.25572384 1.02206091 1.47185102 1.60739285] Distance 6.219446620565199 Each least square approximations [10.28383798 1.79542132 1.20995576 -0.14137279 -1.63131508 1.79117784 -1.26440798 -2.92874974 -2.7318244 0.88132849 -0.93904557 -0.98787742 -1.02980048 -0.99042653 0.02846998 -1.11096996 1.56007881 -0.75298064 -0.82483269 -0.79404598] Distance 8.70288170223669 Each least square approximations [ 9.21617631 -0.38887826 -4.34865291 -3.39133865 2.5116128 -2.35405369 -1.58296876 -0.70463558 0.20354272 1.83991266 1.16483801 1.04711961 -1.16211821 -0.55204055 1.97555144 -1.79404631 1.06534201 0.59619853 -1.14417025 0.99740503] Distance 8.433984635727567 Each least square approximations [-11.89260486 -1.49725509 -4.1991993 0.8276487 -1.35475538 -0.3056546 -1.24113868 0.02364562 -1.85398097 -1.15913051 -2.30728428 -1.68215864 1.73092052 -0.16589461 -1.92139873 0.83627836 -2.00175826 -1.03820485 0.36298146 -1.32463289] Distance 5.2107889361710304 Each least square approximations [-8.38451073 1.80049225 2.69078858 -4.75369161 -4.05613171 0.25607252 -1.24769431 -1.01519781 0.92307516 0.44014261 -0.09060683 0.65056485 0.9041975 -1.96977208 -1.18000071 1.49311855 -1.0364256 1.35280215 -0.27329835 -0.45582741] Distance 9.19065234902525 Each least square approximations [-11.85282169 1.76227641 2.53822223 -1.79846202 -2.21212781 -1.68455995 1.09127308 -1.50410334 1.87025927 -3.1220537 -2.1832412 -0.20843315 1.94346894 0.55697431 0.17317051 -1.66885763 -1.58163833 -0.26028461 -0.91555567 -0.34336745] Distance 5.195853062548503 Each least square approximations [11.41027991 -1.48121699 0.18802655 -1.17484084 1.33755504 2.74463081 1.38408699 0.40323576 -1.76729154 2.7618032 1.50361407 3.0970028 -0.3912704 0.67733981 2.68128566 1.02695444 -0.08174685 0.63125532 -1.32213184 1.89284161] Distance 6.126731198052767 Each least square approximations [ 8.02637288 1.97848276 2.68133622 -4.1344309 2.10610226 0.670471 -0.81634552 -1.79084084 0.0866405 -0.86602632 3.13543585 -1.10661458 -0.93294916 -0.77759709 -0.69987332 1.57917946 0.56919853 -1.33417053 0.27456401 0.69053655] Distance 9.981455789925942 Each least square approximations [ 9.25664637 -0.22825956 -4.22066619 -5.99371231 1.83325642 -1.10032091 -2.46521375 0.78855507 1.01621418 -0.69721551 2.89428437 -0.12963696 -0.96476842 0.89706281 1.92170779 1.67721943 -2.3512934 -0.58679682 -1.00010344 -1.71021102] Distance 6.421642567625001 Each least square approximations [-8.32686235 -1.65370988 3.26455006 2.94084852 -0.61474021 -1.22574328 -1.19983499 0.94012059 1.30620561 3.97143525 -0.81183316 -0.61699225 -1.1808649 0.23699052 -2.31754511 -0.50959093 1.9051166 -0.87496072 -2.50053811 0.77620541] Distance 9.354437586318612 Each least square approximations [-1.19567612e+01 3.63590793e+00 3.01865921e+00 5.16026051e-02 3.00579981e+00 1.17769454e+00 -7.84765893e-01 1.21200456e+00 1.80899619e+00 -8.40730988e-01 2.69488239e+00 -3.19434926e-01 1.26200097e-03 -5.56175702e-01 -6.71965037e-01 2.22704504e+00 -1.17693843e-01 4.41587488e-02 -3.49364187e-01 1.07326768e+00] Distance 3.640899393691549 Each least square approximations [ 4.24379171 -0.70133195 1.80003457 -0.31499637 -3.50458746 1.33823985 -2.23380287 -2.03197446 -1.91549879 0.57313916 -3.17797361 0.20332486 -0.34194545 -0.32476659 0.44926744 -0.71907891 0.69841209 -0.25341735 2.1927583 -0.01018399] Distance 11.997620181105846 Each least square approximations [ 6.12991799 0.74551176 1.98949963 -1.95651859 2.97983758 -4.19233127 0.63711972 -2.82785229 -0.53567573 4.8660186 2.4214422 1.83171791 -2.18007923 -0.3254716 0.08936141 -0.51249417 3.51944539 0.10840151 0.17786267 -0.39109678] Distance 8.817282259496798 Each least square approximations [-7.27566828e+00 -8.44438017e-01 -2.10993614e-01 1.49336062e+00 -5.91840999e+00 4.70620330e-02 2.67359706e+00 9.60701029e-01 -1.44207418e+00 -2.32485854e+00 -2.84617578e+00 8.14750634e-01 1.81379193e+00 -1.83707901e+00 2.23597245e+00 2.58288330e-01 -1.96336685e+00 4.08110807e-03 -9.32787689e-01 -2.13170796e+00] Distance 8.552349606669544 Each least square approximations [-5.17596548 -1.72439277 2.24277397 -4.6192256 -0.21615741 -3.57669719 0.81526746 3.13980417 -0.07872861 -2.07566343 -0.30123003 -0.89420068 -0.45620715 -1.0007993 -0.64668009 2.06666008 0.25029806 1.55286336 0.81563003 0.02356925] Distance 10.755374122916818 Each least square approximations [-8.82363728 4.13086072 0.08389527 -0.498341 0.82149838 3.31295171 3.6299251 3.21072026 1.27466362 -1.08895419 1.59755871 0.91943637 3.30122766 -0.80635867 0.53772142 0.52196325 -1.0824498 1.92241218 -0.73380148 1.19867725] Distance 7.3446243822703625 Each least square approximations [10.09212439 4.19538428 -3.70081473 2.260231 -0.75048382 0.3787997 1.29439692 3.63374157 -2.00701076 0.29006403 1.071708 1.51429742 0.03310503 0.98148455 -1.20992583 -0.48199183 -0.82598289 0.36199292 -0.14813317 0.93634039] Distance 6.606521779637323 Each least square approximations [ 3.46007669 1.1501448 -1.84580959 -4.179016 1.51193817 0.2440625 -3.69936315 -3.83467832 0.39476907 -1.5811938 2.42739307 -1.30366219 0.53389007 -0.31384978 -1.4600743 3.11975244 2.12198883 -1.1269066 0.77939195 1.01244037] Distance 10.70573733484346 Each least square approximations [ 5.47700785 2.75686486 -3.72199588 -3.68861777 3.49458058 0.91804958 -4.64289456 -2.76174219 2.06779941 -0.23732487 0.03471814 2.41524713 -0.47485231 1.46505461 0.99289736 0.62696397 -1.25838812 -0.97146014 -0.19806425 0.71782841] Distance 9.226092435013676 Each least square approximations [-4.59481997 0.36211579 -0.88283713 3.88250925 -0.8824878 -3.46861807 1.46385407 0.64091673 1.40259357 3.82161835 0.10734043 -1.12390548 -1.32783718 -1.28987872 -2.15205579 2.04760677 0.73074071 -1.96181384 1.11506735 1.26777218] Distance 10.937286899554245 Each least square approximations [-3.32597356 4.6142181 -3.53136595 2.09614049 -3.04291031 -1.40021659 -0.51247328 2.58835582 -1.7508221 1.95556736 -2.15858242 -0.89716368 -2.15455291 0.8934018 -0.12301999 0.45204984 0.23223396 -0.31657765 -0.73719778 -2.24859085] Distance 10.491741113871072 Each least square approximations [ 6.20309142 -1.83503893 -0.66670966 -1.97892594 -0.13417416 0.26281693 -2.81757118 -2.54310015 3.00149561 -0.33209119 -0.49497893 0.96270488 1.31743017 2.3405663 -0.54294525 0.28925869 0.51331815 -0.68136637 -1.11741621 0.82767678] Distance 10.954424555397214 Each least square approximations [ 6.9917992 1.14520462 -2.88885862 -1.59407147 -0.39342443 1.38024501 -1.02404976 2.33995015 -0.4632109 0.03723709 2.71167009 -0.13958483 -0.57587993 -2.05793889 1.68053351 1.42412795 -1.27982133 -2.70469342 0.17552752 1.61712261] Distance 10.14739582434453 Each least square approximations [-6.95701236 -2.14450169 0.58550208 -2.99886597 1.83833181 -1.66318244 -0.75302987 -1.53257053 1.16430682 -2.17421726 2.41838361 2.08844506 -1.4025643 -1.11920767 -0.43866338 3.7472275 0.20345456 1.40018306 -2.52643948 -1.49499642] Distance 9.245570532822482 Each least square approximations [-7.50998375 0.10825232 -2.49780242 0.55557199 -0.85184997 -0.37796527 1.30158477 -2.79030872 0.97847202 3.1202271 2.6537798 3.08176308 -0.1827807 1.27614041 -1.26588482 -0.99973699 1.17887014 0.36080331 -0.76172981 -0.22523911] Distance 9.710213261215419 Each least square approximations [-5.81671011 -3.799912 1.75165401 1.07302498 -1.9185195 1.31499947 -2.7372896 1.23753889 -1.96828132 -1.14446208 -0.23122046 2.31746038 0.41443739 -1.79699088 1.8314166 1.85657789 -0.95297559 -0.1945151 -1.39086048 -0.73721186] Distance 10.492022465445103 Each least square approximations [ 5.51542851 -4.27999368 5.34474135 -0.06480467 -0.14278416 1.00979122 0.34860243 1.31472518 -0.72563716 -0.42552354 -0.76414245 1.06120696 2.24697497 1.59121615 -0.70237374 0.17862414 0.32941223 -1.62893467 -1.13549349 -0.94480125] Distance 10.275074807725245 Each least square approximations [ 6.95075974 1.53908465 0.10036367 1.09091742 -0.48964959 1.55404916 0.12438355 1.52038399 -2.51604209 -1.73157723 1.20084267 -0.41166663 -3.1565269 2.34206021 0.33153838 0.11764109 0.01507269 0.05477386 1.57869068 -4.56650471] Distance 9.722058343062745 Each least square approximations [10.46928668 2.78929195 3.69088461 2.74597629 -1.66226753 -0.16051618 0.31822924 2.89300609 -0.35394737 0.95071859 -0.23011172 -0.50176836 -3.50174613 -0.05969932 1.97532317 -1.12533925 -1.21137745 1.69174757 -0.56007583 -1.31052309] Distance 5.128977639805393 Each least square approximations [-7.55639669 0.79239642 -0.27857166 -1.73854357 0.17701823 2.25192334 -1.54143691 -2.42190261 2.16911166 0.27040128 -3.18892049 0.29481106 -1.17073809 -0.81163154 0.09350044 -0.37287883 -2.67522105 0.122865 -0.10117269 1.12869533] Distance 10.070000563410076 Each least square approximations [-6.74153295 4.23713447 -4.39803229 -0.13922254 -2.97817504 -1.91748986 2.45913615 -2.26981702 -5.22264701 1.00506016 -1.14308445 0.66071721 -0.36910646 1.1144763 -0.28154977 1.4456823 -0.59710961 2.73509958 -0.09052156 -0.46606595] Distance 7.816018513880399 Each least square approximations [ 7.54668608 0.85545281 -0.47630133 0.38933286 -0.2979048 3.84951976 -1.47695413 -1.83760431 1.10415372 -3.69064565 -0.44021989 -1.01601065 0.79518596 1.08825015 -0.11571108 0.53843145 0.28165288 2.26050196 -1.03273433 0.73947115] Distance 10.282128575374033 Each least square approximations [ 8.70457347 0.76438622 0.69467923 -3.15005031 5.2510043 3.45214716 -0.90788057 0.76066394 0.28681421 0.13918701 1.10487528 -1.10573867 1.58054127 0.44484691 1.25545954 -0.07943845 -1.52215186 -1.38210697 -0.11514793 -1.04275932] Distance 8.33278824739283 Each least square approximations [-7.39050669 -2.13569795 -4.66043747 -3.15938969 1.85838423 -1.06714099 1.36804548 -0.08966959 1.11689591 -0.20100897 -0.11283476 4.09787149 -0.97446106 -0.86067642 0.88665559 0.13804295 -0.53240377 0.15587905 -0.27029243 1.85708452] Distance 9.352364022606134 Each least square approximations [-11.19722813 -2.49982913 -0.5976532 -0.40911425 0.97701615 -2.39648555 2.17067146 -2.95840074 0.40485733 2.02510095 0.37288187 -0.11331339 1.16135629 1.13286954 0.35496939 -0.14308429 -1.46948355 1.31463464 0.46084282 0.5885951 ] Distance 6.729337178691395 Each least square approximations [-7.55645882e+00 -4.88788282e+00 2.65262818e+00 -5.77550957e-03 -2.14689551e+00 2.25847789e+00 -1.89931014e+00 -7.65424409e-01 -4.24793164e-01 3.88229592e-01 3.21306345e+00 2.07154286e+00 9.17838099e-01 3.43525722e-01 1.12448178e+00 -5.32104773e-01 -1.12717359e+00 -1.32179616e+00 1.40001026e-01 -8.63408590e-01] Distance 9.27745030837456 Each least square approximations [ 7.82640124 -0.31978819 5.35335475 -1.47908677 0.97472945 1.27315869 -3.13052762 0.6130608 0.238565 0.36434316 0.59414608 -0.84007316 3.12280689 2.30904251 -0.24026408 -0.60901859 1.68898302 -1.79634431 2.76003906 -2.9837482 ] Distance 8.05794373627222 Each least square approximations [10.73892887 0.32719415 -1.62790064 -3.29579119 -1.1232921 2.31730215 -2.41290482 0.37202321 0.56445321 -0.94611199 0.94911114 -0.43732235 -3.15273404 -1.32228145 2.77310905 -1.97990302 -0.91618297 -0.88292647 0.1752547 -1.70275008] Distance 6.127797556882963 Each least square approximations [ 9.93943165 0.31549495 -0.03447248 -2.11891665 -3.74980509 -0.07940092 -0.65185856 -0.47921979 0.51597291 -0.86368391 -1.8848443 0.30564976 3.7258206 0.49461317 -0.07457473 2.13555404 0.91065311 2.17888271 -0.30094227 0.30698973] Distance 7.875406021460463 Each least square approximations [-10.97469495 4.15347102 2.75983678 0.44193255 -0.85510593 -0.3973262 3.3392889 0.11519608 1.34585159 -0.91635835 -0.86222627 0.49707342 1.20297644 0.44493086 3.086235 2.7322715 -0.52901423 -0.9008786 -0.67509773 0.90405623] Distance 5.199749146416533 Each least square approximations [-10.96608704 -3.82167475 -1.43449393 -2.18673044 -5.37115719 -1.37131186 0.11683094 2.51456 -0.96681441 1.30491587 0.28802738 -0.4391342 -0.82879484 -1.5306098 1.45700606 0.67312009 0.03107347 0.14277771 -0.11976431 0.81247606] Distance 3.8824521202090927 Each least square approximations [ 3.73842199 2.55955613 0.21792521 -1.34663428 -1.20713861 1.5298709 -1.92233548 -2.3621427 -1.94444388 -3.98892594 -2.55654887 -0.6617895 1.89346305 -0.95248449 1.02417462 -1.36372842 0.60586957 0.54962464 -0.21966001 -0.21425393] Distance 11.52228092934189 Each least square approximations [ 5.63633487 3.09208872 0.06627082 -4.19934405 2.86361135 -3.53399255 0.6999837 0.61864618 3.1864111 0.15988156 3.33171472 -0.7658658 -1.2498116 1.80096756 0.35840522 -0.05094387 0.22692897 0.21867148 3.52895753 1.01649038] Distance 9.062888984920631 Each least square approximations [-7.17675522 -0.4729198 -1.01472997 -0.19846878 -0.65815401 -2.6119628 2.5814323 -0.70095639 -1.01226185 -1.42189487 -0.403688 -1.73130583 -0.06206642 -1.6340849 -0.41190027 -0.44222924 0.77240391 -1.28408208 -1.04783201 1.60512288] Distance 10.985414442725485 Each least square approximations [-4.95576679 -1.58364359 2.54577078 1.76884437 -1.47267399 -2.05044422 -1.68626737 -1.80856562 -2.53065208 0.45694884 -1.52970924 0.37712994 1.4519819 -0.75491436 0.5290624 0.56857225 1.46409275 0.28546968 -2.47338233 -0.37314274] Distance 11.533916315139612 Each least square approximations [-7.28683943 -1.40229149 -2.77601893 1.59718852 -3.76324308 2.99081738 -1.50215471 2.24333741 1.1354486 -2.64087422 1.93105181 0.9720722 1.09897062 -0.38296607 0.36846442 -2.73032531 -0.17514408 1.76661542 -0.38380615 1.42354825] Distance 8.951489664201322 Each least square approximations [ 6.5843646 3.7554386 0.97126007 -2.18067896 1.85871489 0.05624873 -1.08742443 1.79524019 -3.42106415 -1.2418511 0.89284802 3.40595825 2.00451996 2.02378508 -1.09919693 -1.65598558 0.24833581 1.27882164 -0.07090505 0.41599102] Distance 9.615207089884924 Each least square approximations [ 6.15993924 -1.69435656 -0.64066 -2.5947283 0.95168219 -0.84991452 -3.49164026 4.21253744 -0.3576389 0.43148019 2.78366383 -0.36375585 2.03972098 -2.77334568 0.46548419 2.74799734 1.3276738 -1.63135487 -1.02720566 0.79079596] Distance 9.466302481174118 Each least square approximations [ 6.09853389 3.5575007 0.08220505 -3.29399859 0.13634637 -2.51960955 -0.51803321 -1.75266709 2.13457102 -2.67089238 0.49768491 0.03652792 0.37050363 -0.29378835 0.51360328 1.76476862 1.98851859 0.3505671 0.36195619 -1.58483847] Distance 10.506259557630134 Each least square approximations [-5.07726699 1.76956693 4.37427824 -2.1844869 -3.30797914 -1.47107998 -0.14648148 -0.53228603 0.77921823 1.72184005 0.26810068 -3.32264571 1.66587894 -2.24451746 1.1763325 -0.45802114 2.51205156 -0.71874386 -0.11317613 0.44628916] Distance 10.28092077318456 Each least square approximations [-8.89169392 -7.54365359 -0.10315099 3.53434887 -4.06091595 -2.60506368 -0.18962338 1.03218811 0.76670451 0.64727971 -1.26339906 0.04399644 0.19185 0.40097067 1.0077846 1.5803893 0.57107502 0.15877101 1.08261382 1.7373437 ] Distance 4.166096832524203 Each least square approximations [ 2.74393117 2.00918062 0.07590065 -1.6064965 -1.15596961 1.07795455 -1.48543178 -2.02720644 -1.42349514 -2.74894193 -2.25886065 -0.88107471 0.84629058 -0.35427921 1.39939992 -0.65089548 -0.40681329 1.92449431 0.97108037 -1.52788441] Distance 12.339565538144745 Each least square approximations [ 5.01984261 1.83026111 2.03450555 -1.29970034 1.74388251 -3.58884123 0.85630503 -0.7944972 4.65153272 -0.49296085 2.78086951 1.47142647 -2.38105646 1.34836823 -0.48337151 -0.29313886 -0.19343671 0.08436111 4.42657609 0.47009951] Distance 9.484515046999386 Each least square approximations [-4.2645049 -1.14835561 -1.26196265 -0.99154026 -2.84894429 -0.92366443 3.58330858 0.12894209 0.12884958 -1.9540668 1.45574376 -2.86035148 -1.0793027 -2.36842221 -3.10738858 -1.4820687 -0.14935376 -0.70446837 0.33424491 0.84112291] Distance 11.09309535937593 Each least square approximations [-2.82995056 -0.287761 2.18854803 1.98997108 -1.97060519 -0.61054083 -2.78948835 -1.95101863 -2.54962673 -1.98176206 -1.44868094 1.8319342 1.97775533 0.88390161 2.07718318 1.06976209 1.49934489 0.84447492 -1.92811901 1.01002484] Distance 11.60368192510413 Each least square approximations [-4.85900319 -0.41514198 -1.62954408 4.03012431 -3.6689456 2.49149327 -2.50119302 2.77571049 3.18598337 -1.7890233 0.66065967 -0.51940167 1.265191 0.5647689 -0.07312562 -2.47668718 1.92641963 1.6143347 -0.23216363 2.10816436] Distance 9.582445351292899 Each least square approximations [ 4.57923941 4.07493515 0.38153338 -5.06658697 0.40571435 -2.96745407 -0.71186765 1.29187228 -2.29876297 -1.38805698 0.84181965 1.39022376 -0.46006574 -0.52631183 -0.78186999 0.12130975 2.01757875 1.73844296 -1.22360218 0.88285485] Distance 10.304892781613905 Each least square approximations [ 4.13617553 -0.85453243 -1.88672215 -1.89204475 2.20141344 -0.55855474 -0.52408685 3.62847173 0.74946966 0.70524858 2.76101221 -1.83978618 1.99840761 -2.05814622 0.60877242 1.59394263 1.42831048 -0.15612466 -0.67112804 2.24114312] Distance 11.257970910272475 Each least square approximations [ 3.39407574 0.68967923 0.01216578 -2.00829137 -0.58347989 -0.85672196 -0.87695644 -2.47394821 1.13569758 -1.59003306 1.21977584 0.37308859 -0.90592856 -0.55055306 -0.25780086 1.06697335 2.69261439 0.88241559 -0.53426346 -1.28186768] Distance 12.622992034532949 Each least square approximations [-2.8857004 0.42674053 3.15357092 -1.32381707 -2.15562745 -1.36836139 -0.42513146 0.30817417 0.06865429 1.41472275 0.38129337 -2.59223065 3.31981281 -1.19186276 0.26605863 0.17275597 2.19326369 -0.89673833 -0.23443813 1.24817227] Distance 12.059068927930939 Each least square approximations [-7.27731222 -3.22669551 0.4455317 3.73671444 2.59833507 -1.82739341 2.70098544 -1.14643066 -0.85235166 -1.34582367 0.46753492 -0.2908935 0.18245689 -0.39053491 -0.75896491 3.99993958 0.03921075 0.20592613 0.53888835 2.24641878] Distance 8.676882974984888 Each least square approximations [ 4.914455 0.4254709 0.88560261 -0.31002904 -0.89560976 0.61986211 -0.94774631 -2.20225263 -0.97730032 0.92320933 -0.66262279 0.1189243 0.20449508 0.4873009 0.29322122 -0.35479467 -0.85555211 3.38717451 0.83849044 -1.2883333 ] Distance 12.125868704983894 Each least square approximations [ 6.27918314 -1.52033374 1.79629638 1.53766615 3.06009676 -1.63641637 -0.87238315 0.25147751 1.61731076 1.0169106 0.88366478 4.62997499 -0.3744766 0.49380775 -0.0664759 0.91841972 2.28285766 -1.88759852 2.81036434 -0.90658404] Distance 9.576701891836139 Each least square approximations [-3.42110333 -0.31346794 -4.34678272 -0.30669403 -3.37831795 0.84750681 3.87836727 -0.62259636 0.99203926 -3.13125241 0.51758768 -2.01996297 -0.57911668 -0.99168313 -0.08346991 0.73108834 -3.02177284 0.24212063 1.71048666 -1.32432306] Distance 10.357894194239872 Each least square approximations [-4.94231402 0.09999016 2.88641704 -1.11026269 -0.0889084 -1.7662002 -1.52839611 0.37274331 -2.33337434 -2.67374955 -1.68119321 0.20905673 1.92654874 -0.62713594 2.30831599 2.07683518 0.06324717 3.73455843 0.89120937 2.61357706] Distance 10.301217837063078 Each least square approximations [-5.91389983 3.36843184 1.65076272 2.05724933 -0.88580479 2.41967782 -0.20185376 2.55724694 2.60119267 0.05297121 3.01432276 -0.0346349 1.37687134 2.82780088 -0.62339637 0.19182645 0.90065486 2.31553332 -0.9022402 -0.10493714] Distance 9.840454328978621 Each least square approximations [ 6.83310001 5.12862175 0.63155004 -4.27651493 -3.58216434 -0.13371866 -3.38901221 3.14483008 -1.97533794 0.40108072 0.36390216 -1.45787916 -1.70079819 -1.34100207 -0.94383916 2.38499277 2.84161399 0.92121421 -0.99621154 0.69794406] Distance 6.527158845181995 Each least square approximations [ 3.67914819 1.80990584 -1.21703778 -3.1700063 2.28345201 1.02784099 -1.72235438 -2.15941493 -0.91727484 -0.69244305 1.56550106 1.11861525 0.17086243 -1.98835818 0.69933042 -0.35455477 0.51651498 -0.68609779 -0.40703611 1.75341776] Distance 11.86017218681685 Each least square approximations [ 3.71073029 -2.5538149 -1.33728559 -3.72427445 -2.69069132 2.08097891 -2.27806729 -1.17593857 0.53315349 -0.3159966 -1.19849069 1.6623493 0.32601688 -0.25979393 -0.59866012 0.29946755 -1.85515286 -1.15240619 -1.61067997 0.96335644] Distance 11.35401118954774 Each least square approximations [-3.47967369 -0.65940761 0.88755646 3.60865347 -2.99715795 -0.89753253 0.87731052 1.8616668 -0.54143504 1.49444049 -1.23248048 -2.19566303 -1.35194531 1.50654016 -0.15334662 1.72309674 1.54162581 0.05285694 -0.33211042 1.36328877] Distance 11.654281092002694 Each least square approximations [-2.54455268 1.20194229 -2.05257085 4.40035622 -2.7983299 -4.40863123 1.79446546 0.6764404 -1.67915914 1.34767072 1.35101724 2.35398157 -2.49383313 -1.13307253 1.00449672 2.76794579 -0.2810187 1.54082264 0.89712537 -1.85149112] Distance 10.759733383795504 Each least square approximations [ 5.75093906 1.43295783 -2.00998132 0.36541201 -0.4144535 3.70835085 -0.24541307 -1.17478811 2.28640036 -0.07356506 2.77333589 0.37471639 1.21178525 -0.04778797 -0.66572308 0.48142969 -0.49334077 0.58277812 0.75118453 0.17475491] Distance 11.917259829323607 Each least square approximations [ 4.32288842 -1.19130168 1.70772988 -3.65253476 2.56057972 1.15720408 -4.23500864 -1.27665605 1.39658898 -0.77994134 -0.86200777 0.92361837 -0.23997049 -0.74630767 0.42985192 0.13880325 -3.63245336 -0.71395776 0.71774738 1.00596824] Distance 11.359744708198168 Each least square approximations [-4.15209016 -3.26463927 -3.3005889 -0.65195129 2.05701799 -0.60407064 3.36277244 -1.67297048 -0.12644083 0.04694927 -0.77595037 2.80232699 -0.08348126 -0.75622397 -2.73018253 0.15488849 0.15585598 2.12901551 0.72705466 0.62576201] Distance 11.53891036749651 Each least square approximations [-8.05867493 -0.36410758 -1.66685352 3.08902301 -4.600612 -0.23641707 -0.55303841 -0.67470194 -3.02222891 -1.6909558 2.46681753 0.02602251 2.39002229 2.69325185 1.89879445 -1.66675001 -0.76823541 1.87830085 -3.11463702 -0.42475209] Distance 7.890996734812593 Each least square approximations [-4.04220872 -2.82700445 3.23175224 0.87849348 -6.57270944 1.29051055 -0.75779721 1.1715214 0.94841644 0.69857621 -2.10623798 -0.6246571 -0.8264557 -0.04716652 0.15840296 1.17892447 2.11294749 -1.13644448 -1.1005483 -0.59298735] Distance 10.727561420289167 Each least square approximations [ 3.63011396 -1.53756196 4.16340738 -2.26446538 4.10043612 -2.8002667 -3.45971701 -0.37430055 -1.03101152 2.5994855 0.57752763 -0.48210379 0.92616528 1.61397358 -0.26829025 0.40214485 0.25018977 -1.21893007 -0.32293461 -1.71242311] Distance 11.028939513694217 Each least square approximations [ 7.81323401 -3.1810698 -0.81543944 -2.25493483 2.44377745 -0.11286885 0.50233743 1.41747269 -0.76863398 1.50876519 -1.89954021 -2.76388074 -1.9149874 1.45343421 1.18992068 -0.70016714 1.14037421 0.6368119 0.83718512 0.94062423] Distance 10.140014123493268 Each least square approximations [ 5.08572928 -2.09925702 1.91149126 -2.13921462 -1.25316541 1.67996254 -0.19847859 1.17270329 2.06811954 2.72067421 1.62033447 -0.09137203 0.03717814 1.8334031 0.89722621 2.11309628 1.39761547 4.53674965 -1.11802933 -3.511227 ] Distance 10.47399937918781 Each least square approximations [-7.76657273 1.35585277 2.19693892 -2.17716299 0.4899702 -3.8656253 -2.97547681 3.96428061 -1.71119574 -0.41417668 0.2694278 1.24562116 1.03646369 -2.65105667 0.56127327 -0.57697596 -1.34585161 2.2744167 -0.28305317 -0.05631303] Distance 9.003065874402697 Each least square approximations [-4.85072513 1.86810795 -3.24706866 1.05261473 -1.93792428 -4.40249225 1.61994128 0.30959804 -3.85424474 0.71364852 0.42835829 1.97802451 -2.61750322 -0.30801671 0.75309135 2.56733109 -2.1810452 1.1636853 -1.50641816 1.05910454] Distance 10.045440673739268 Each least square approximations [ 6.30636022 3.01182523 -1.44241786 -0.64497021 -0.29493922 3.95516103 -0.55314189 -1.60761233 2.83210956 -1.87890533 2.50891511 0.1208992 2.11138454 0.43050862 -0.47362479 -0.26912918 0.55117743 1.19758525 1.06463844 -0.18782778] Distance 10.622654534222983 Each least square approximations [ 5.91357075 -1.48937913 0.76687495 -4.72866352 3.1051134 3.11210901 -1.21833865 -2.72482929 1.54764118 -0.60025953 -0.18136373 0.51713648 -0.19247071 -0.80672882 1.51596085 3.04866433 -2.93307287 -0.92244442 0.6221201 2.37412619] Distance 9.450927905499414 Each least square approximations [-6.41644684 -1.75842047 -2.10985483 -2.63750855 4.06599109 -0.76521447 2.2748866 -0.477039 0.04010131 -1.73994575 1.06182181 2.92195407 -0.2748824 -0.35279672 0.32892406 -2.10033413 -0.80116113 1.44282364 -0.17495778 -0.7218798 ] Distance 10.470240637362213 Each least square approximations [-10.96865529 -3.01143775 -1.6736089 4.99476961 -1.90444898 -0.36311579 -0.36022165 -1.83224603 -0.02230445 -1.79022665 -0.79721254 -0.17702165 0.03894943 -0.852594 -0.39841833 -0.21092645 0.97260689 -1.22384758 -0.01808878 1.32196289] Distance 5.92758956643156 Each least square approximations [-6.61104423 -4.09621443 1.07732969 2.23620236 -3.99230884 4.94909419 -0.16076562 -2.13253062 -1.30585239 0.07700839 1.15818632 -1.85566009 -1.43720081 1.59223247 2.43268388 0.48831205 -0.89542993 -1.50807402 -0.57217204 1.38814332] Distance 8.618070741655725 Each least square approximations [ 5.55599759 0.2787332 4.59837995 -2.94300782 3.56713516 -0.90522506 -3.05399595 1.62934096 -1.52637372 2.05772501 1.80104977 -0.93196001 0.88009161 2.01298152 1.06598093 -1.00820734 0.51380763 -0.88591725 -1.07234649 -2.00412723] Distance 9.9174899526962 Each least square approximations [ 9.48799734 -0.94480251 -0.86952788 -2.92013069 -1.37178904 3.69775499 0.66670932 2.66976768 -0.26838153 0.85112808 0.88673165 -0.30678064 0.01940481 1.54015855 -0.68899605 0.29488529 -0.17691167 0.35493554 -0.30493625 -1.67441607] Distance 8.804328071445504 Each least square approximations [ 7.01537029 0.75913878 1.89046183 -3.56374282 -3.64866456 -1.02631664 0.2813265 -1.15137325 0.43845905 1.67494506 0.72553844 -0.31469535 0.19853971 1.93219636 -0.32528822 3.19890835 -0.52754047 4.04272154 -1.80144889 0.60251456] Distance 9.418326053740701 Each least square approximations [-9.33000987 5.16312859 2.68341085 -1.01030028 -1.06293717 1.86666282 -0.47376761 0.72046019 -1.77226878 1.81939031 0.38905612 -1.81991654 0.956448 -1.31633993 -1.93765116 0.18210116 -1.77185337 0.54086559 0.37286992 -0.96296293] Distance 7.769954502468566 Each least square approximations [-5.1531262 3.88073823 -6.96020571 4.46094621 1.80027423 -3.15073529 2.51099561 3.40264351 -1.93967024 1.2811098 0.1130684 -0.28851986 1.06247142 -0.5249354 0.34780879 0.04686401 -1.48580705 1.59612271 1.33162037 0.83870456] Distance 8.982284515695676 Each least square approximations [ 1.51851273e+01 1.37076660e+00 1.12831245e-01 8.62114508e-01 1.07981417e+00 -4.71776407e-01 -2.25756668e-01 1.74826996e-01 5.31741080e-01 3.45824711e-01 -2.23201441e-02 6.29805408e-03 -2.66261051e-01 -3.58032314e-01 2.54031492e-01 1.03863870e-01 -2.68209751e-01 -8.10531773e-02 1.96606291e-01 -3.81055550e-02] Distance 0.6796671444126722 Each least square approximations [10.98758324 -3.83473933 -4.93541266 -2.10598335 0.49200507 -0.47261854 -1.68140475 -0.12053767 0.5343857 0.40123205 0.54039331 1.87501221 1.7251084 -0.01932829 1.73885163 -0.10860068 -0.31139584 0.22684338 -0.0114134 0.16783913] Distance 7.6141643128356735 Each least square approximations [-9.11154028 -4.58500196 -5.73866732 0.02527494 1.95554578 2.33771298 1.17065939 0.07208273 -0.03953077 -0.3043553 0.99164161 0.61645196 -0.80412911 -2.10052028 -0.15489806 0.52064102 -2.78126931 0.96533653 1.14895217 -1.56145874] Distance 8.31107394972872 Each least square approximations [-11.08241149 5.89834071 3.05187675 -1.7451671 -4.39883074 -1.69674117 -0.12301629 -1.24488032 2.614542 0.76203082 0.4881582 -0.13706395 0.74101203 -2.15069164 0.43369131 0.29112323 -0.94570073 1.11124536 -1.9422315 0.71936411] Distance 4.75895954910325 Each least square approximations [-9.54855848 -1.80486301 6.98757542 -0.60061801 -2.19777211 1.2334514 -2.39611811 -1.26296678 -0.68058735 -1.24744212 -1.34437917 -0.71510551 0.86534919 1.17756193 0.43812354 0.69447461 -0.36121911 0.2381816 0.04249548 -0.4279462 ] Distance 8.433478662022827 Each least square approximations [10.16692788 -3.38096286 4.03631447 -3.95895362 1.91793241 1.00469526 -2.11274592 0.94830338 1.38503876 3.3748623 -2.43204175 0.8245932 0.16351255 -1.2223095 1.79566766 1.8597174 -0.09105034 -1.63252406 -0.41927288 1.01577319] Distance 6.8665938106994835 Each least square approximations [10.32868111 4.01639385 3.25872295 -2.23209316 4.37574163 0.30407434 0.76188366 -0.50686413 -1.26695144 -2.87606228 1.50807884 -1.30553185 -1.48449588 -0.92374774 -1.74758717 -2.73164769 -0.03669172 -1.01652309 -0.56198319 -0.89882469] Distance 6.918994018772298 Each least square approximations [10.65620272 -5.35870188 2.32681576 -4.07246588 0.22341203 -0.03901525 -2.53772698 0.23021589 1.07045582 1.41501755 3.34215767 -0.27849075 -0.0821536 0.56250125 -0.12297745 0.27634195 -0.88218742 0.01634596 -0.99965909 1.40710612] Distance 6.824145868233292 Each least square approximations [-1.10342160e+01 -4.40537571e+00 2.52895632e+00 2.38208195e+00 -2.75032477e+00 7.14298711e-02 -2.71445504e+00 -1.87323538e-02 3.87654228e-01 1.90606374e+00 5.73110025e-01 -8.07741766e-01 -1.00414684e+00 2.43880660e+00 2.43565476e-01 5.79731814e-02 -1.87009661e+00 -1.01046061e-02 -2.66447378e+00 1.13116927e+00] Distance 6.64247342290965 Each least square approximations [-7.54562495 4.17682862 -7.0206113 1.69294849 1.93715422 -1.65275853 -1.66018062 2.03284897 -0.48483022 3.01346923 -1.37879217 1.5393561 -0.11505191 0.19560829 0.97572375 -0.1749352 1.60348002 0.83463061 -0.20171884 1.28448897] Distance 7.42970078593615 Each least square approximations [ 9.05754890e+00 1.61098132e+00 -7.07752381e-01 -1.52833957e+00 8.46660777e-01 3.71102175e+00 -2.69812933e+00 -1.71235349e+00 -2.21339543e+00 7.94459395e-01 -1.45400979e+00 -4.96997835e-01 5.10909673e-01 -9.86025167e-02 4.84319406e-03 -1.45451448e+00 1.19731025e+00 -2.01220200e+00 -2.86717908e-01 -9.18425763e-01] Distance 9.264564182745804 Each least square approximations [ 9.3402718 1.00980864 -4.25604864 -3.44709665 2.55312548 0.67074784 -0.88826316 -2.16054363 -1.70320536 1.26047859 0.7811175 0.49935102 -2.26122371 1.44507523 2.09847586 -0.27417418 1.16110718 1.18193555 -0.12429704 1.01221862] Distance 7.949420813165573 Each least square approximations [-11.9391899 -1.42440394 -3.13392337 -0.82051568 0.94457033 1.3385774 -1.43756226 1.18666737 2.27065422 -2.09693817 -1.00465416 0.2277233 1.93421888 -1.39286083 -1.2116059 1.075533 1.33230641 0.26086688 0.68650644 0.18550866] Distance 5.673998262412785 Each least square approximations [-9.5905533 1.03960367 -0.15200497 -3.01885115 -2.81279353 0.65889646 -3.1221601 -0.6258196 0.43067223 1.37710576 1.35572942 1.08373256 1.09557483 -0.15413907 -1.15922651 1.00449959 -1.26390002 -0.73166843 0.17908361 -0.83839541] Distance 9.081266890251564 Each least square approximations [-10.20247497 -0.94022517 3.01564121 -2.06858241 -1.7223463 -0.20787831 -0.03915743 -1.71963786 0.84953081 -1.95495299 -2.47137576 -0.56278573 -1.25552435 -1.6734505 0.10891406 -3.17948354 -0.79785852 0.17800351 0.81872067 1.00255103] Distance 7.909774530133733 Each least square approximations [ 8.72094451 -1.89709372 2.65414849 -2.6736937 3.49604705 3.79940794 1.80757224 -0.8715891 -2.15025057 2.04903271 0.64141561 0.40213592 0.71781384 0.08503849 0.71855982 -0.99426589 0.23637214 -1.38354036 -0.897819 1.8864165 ] Distance 8.508867288489796 Each least square approximations [ 9.40011612 3.25050858 1.4144765 -2.15000229 1.86715422 1.86637224 -0.1329702 -0.90003964 -1.25966295 -0.99381444 3.13267284 -2.31714283 -0.03776815 0.28460732 -0.05267355 2.18842359 -0.4319243 -1.18477496 -0.8502234 0.17852941] Distance 8.738692105879123 Each least square approximations [ 9.81907637 -0.16483273 -2.86846706 -5.15250434 0.95026168 0.28466101 -0.03956995 -0.09885729 -0.37003033 0.29927786 2.34624727 -1.72890031 -2.78115039 -1.54091899 1.13236734 0.78165405 -1.12751893 -0.0408836 -0.28385424 -0.99681681] Distance 7.70757004827507 Each least square approximations [-9.51673082 -1.09426947 2.09924826 1.42911342 -0.25076673 0.26899728 -1.05142683 0.681976 2.88717592 3.1468567 -1.76892389 -0.33624186 1.26382289 -0.65689891 -3.50733883 -0.41944486 0.50296634 -1.67209158 -1.64291793 0.59203626] Distance 8.525491497233345 Each least square approximations [-5.5846821 3.66807042 -7.54533642 4.18310837 1.58131893 -3.40516568 2.56208003 3.01263771 -1.62308471 0.74019744 0.22888272 -0.13167875 0.80682442 -0.67056855 0.53048908 0.06356014 -1.6477114 1.05432714 1.25347427 0.77244854] Distance 9.096782771304982 Each least square approximations [ 1.52523108e+01 2.84140473e+00 -3.88638067e-01 -2.74599718e-01 1.86166147e-01 -6.04126066e-01 -7.94529787e-02 4.44412733e-01 2.07963074e-02 3.81853711e-02 7.81221003e-02 4.66989021e-01 -4.27621017e-01 1.16645835e-02 -6.31143694e-02 -1.13500267e-01 -1.76320269e-01 -3.67374943e-02 2.50182975e-02 -9.39052208e-02] Distance 0.4354373081485923 Each least square approximations [11.10402059 -3.83895893 -4.79222451 -2.70225509 0.84131949 -0.47893414 -1.85023305 -0.26160574 0.74383459 0.15284128 0.16499394 1.87733563 1.77129926 0.1380234 1.96975799 -0.43325394 -0.41379687 0.14606184 -0.05167775 0.32988795] Distance 7.602885796394496 Each least square approximations [-9.3351561 -4.32451722 -6.15714203 0.14328065 2.35813898 2.02928936 1.29693969 0.15789552 0.1355733 -0.47666351 0.93291094 0.66342993 -0.75197271 -2.12281034 -0.46061978 -0.02905187 -2.64920567 0.58694337 1.00998121 -1.47733388] Distance 8.344118740564392 Each least square approximations [-11.2037366 5.59263897 3.05057893 -1.64127696 -4.78082984 -1.65833989 -0.79570644 -1.1627789 2.98164106 0.87202142 -0.02787366 -0.46620391 0.59486114 -1.6627587 0.71357825 0.76550613 -1.01841199 1.0151536 -2.41299156 0.75595018] Distance 4.822536929619905 Each least square approximations [-9.85334741 -2.08999362 6.79019687 -0.90611586 -2.45728175 1.26970675 -2.52402317 -1.34293899 -0.27922526 -0.87931742 -1.38948747 -0.798716 0.87607723 1.39618328 0.53133617 0.18682328 -0.30976477 0.3260462 -0.07134192 -0.40877182] Distance 8.435441070920088 Each least square approximations [10.48156879 -2.99185853 4.26368373 -3.99150988 2.52932567 0.87210448 -1.93162057 0.37171157 1.27494848 3.16621117 -1.98094192 0.59368424 -0.13229506 -1.01362553 1.59189842 1.67208673 -0.05461406 -1.28090193 -0.36092521 1.13072654] Distance 7.272304049194094 Each least square approximations [10.79183391 3.79586568 3.59362806 -2.13010809 4.43003108 0.52629479 0.61780168 -0.34594547 -0.83151679 -2.57227398 1.08643984 -1.26379224 -0.80762571 -1.19374258 -1.9663269 -2.15740648 0.02086009 -1.14809476 -0.25188261 -0.77213877] Distance 7.127741314223055 Each least square approximations [10.59184922 -5.17167447 2.18336931 -4.7923881 0.07683305 -0.28863001 -2.32302926 0.40263474 1.05127382 1.66950018 3.27687488 -0.17831193 -0.29565869 0.9591957 0.12488664 0.74385029 -0.51035409 0.0342067 -1.37225022 1.38278597] Distance 7.041535386569651 Each least square approximations [-11.22116567 -4.48791648 3.0151719 2.22260617 -2.94758047 0.42025271 -2.53915143 0.96279919 0.3899479 2.1992578 0.43542019 -0.80532933 -1.29878662 2.22402139 0.15284182 0.0306521 -1.70694923 0.03732237 -2.29618116 0.81912698] Distance 6.672684754938858 Each least square approximations [-7.89386403 6.96197162 -1.35460681 2.9470577 0.08222781 1.29760391 0.71534825 2.76182501 -1.06121948 -2.09780138 1.95039155 -0.1253124 -0.45817464 0.2650607 -0.45220784 0.26608343 -1.31792998 0.86182636 2.20622766 1.9448396 ] Distance 7.994017657101043 Each least square approximations [ 7.84278637 -1.64922545 2.45270676 -2.49932632 -3.3294926 0.83339179 -2.38093214 -2.09056688 0.43929018 2.13776868 -0.59587943 -1.01093158 -1.00796261 1.45875594 -1.14848282 -1.11969205 2.79260018 0.96955581 -0.15000703 0.12124054] Distance 9.855178958289942 Each least square approximations [ 8.97722882 -1.33041046 0.52362418 -2.79412658 1.78416534 -0.15155979 -1.56703087 0.95051292 0.47591159 2.79338011 0.68081442 0.42103679 0.59157028 -2.10866596 2.14912881 -1.73356579 3.90312762 -0.04073605 -0.17240984 -0.34815296] Distance 9.08753436908005 Each least square approximations [-7.24822462 -3.49439139 -3.32477235 -2.08651169 -2.76539153 0.06966377 -1.79558377 0.42179068 -1.65102096 -2.31132511 -2.03156904 -0.49985683 2.3504635 -2.55965324 1.55059241 1.51949138 -3.65690061 0.95894316 -3.00385154 -0.63813097] Distance 8.479445584496254 Each least square approximations [-7.53098798 0.05736508 4.38555955 -4.64821915 -1.15499424 -2.26347249 1.38871641 0.33437963 3.85599681 -0.26159606 0.12948815 1.45235449 -2.17921689 1.13219755 -1.35804918 -0.29271276 1.87128087 2.85731516 0.19047288 0.21810277] Distance 8.557950215162693 Each least square approximations [-9.35360345 -0.85931531 3.60884838 -0.50576867 2.45341225 -1.14732276 2.16592111 -0.57355058 2.40896835 -2.13858844 0.80285462 1.5765448 2.9232386 -0.87503212 -0.33325747 2.42507623 -1.32890698 2.04298479 -1.46700581 -1.24833475] Distance 7.984014074006404 Each least square approximations [13.02433224 -1.74652837 -0.73163667 3.33869102 -3.21325637 0.29456882 -0.44639979 -2.54220522 0.1610996 0.10201154 -0.32998454 0.43077587 -0.28925824 -1.08967845 1.27593987 -0.89869258 0.08705383 0.37262763 -1.18449746 -1.03957948] Distance 2.8214950080036716 Each least square approximations [ 5.58210214 2.14538585 0.87315763 -1.82091318 3.48822938 1.40565994 -1.65084448 -3.33137603 1.37559568 -1.6629582 2.45099596 -0.43550219 -1.77111156 0.86063708 0.55217814 -0.51598849 1.35064884 -0.31194039 -0.03009523 -0.51072282] Distance 11.435638229095506 Each least square approximations [ 8.48217815 0.50651997 -2.58648282 -3.00224696 0.61150273 1.34600802 -4.16731176 1.24856292 1.2269156 -0.44735067 2.63912852 3.35332048 0.47920553 1.72966094 2.30634954 1.36177394 -0.8525183 -1.20548569 -0.98981422 1.44410281] Distance 8.455438461538279 Each least square approximations [-5.98741019 -1.59097507 0.31197313 3.30588524 -2.27925036 -1.054604 1.17953886 1.83131394 0.26318697 3.16401738 -2.79676971 0.62941508 -2.41993755 0.69793235 -0.37655282 2.34789675 -1.03468246 -0.22221105 -1.52336757 3.29025503] Distance 10.537891636865274 Each least square approximations [-4.1803835 2.53269652 -1.98276679 0.60726191 -5.05926804 -3.40049729 0.37228741 -0.49139978 -3.68338255 0.76579133 -0.12034994 -0.39725036 -2.36989337 -1.07723257 -0.67862092 1.00070111 -0.59171215 1.09839666 0.22370111 0.69805145] Distance 10.922481439646628 Each least square approximations [ 4.91790031 0.84289016 -1.43930875 -1.02737887 -0.30132074 2.33657753 -0.75605187 -1.11114217 2.82588597 -2.53046315 1.02299695 0.19680586 2.21164576 1.11188062 -0.1848069 -0.42818007 0.58295206 0.9888653 -0.20751782 -0.12976988] Distance 12.292778701855108 Each least square approximations [ 4.13324324 0.33664959 1.39931313 -4.08887715 2.91278403 1.58830766 -2.24320775 -1.93089333 2.09735957 0.40655559 0.63162287 -0.64057976 0.4472325 -0.33613208 2.51436088 1.70393398 -3.69776058 1.13126135 0.1989654 0.69748641] Distance 11.120103232031814 Each least square approximations [-5.33649201 -2.08698887 -0.99656291 -5.40380184 3.71781634 -0.12814167 1.40713362 -1.02775304 -2.37329476 -1.62936595 -0.08314923 3.0191036 0.64681561 -0.82268889 -0.44902287 -0.25811846 0.57224723 1.34174359 0.60786272 0.94906517] Distance 10.373804514574015 Each least square approximations [-9.15617991e+00 -4.45303922e+00 -2.54803817e+00 5.54610155e+00 -4.45555244e+00 -5.35227890e-03 2.30930649e+00 -3.86096553e-01 -2.26099559e+00 4.18972545e-02 1.84048892e+00 1.46619442e-02 -4.81686307e-01 1.14848633e+00 -2.42165258e-01 -9.22958609e-01 7.83473779e-01 3.57535306e-03 -1.27977451e+00 -5.74492911e-01] Distance 5.467508584409418 Each least square approximations [-5.9872729 -6.23970089 -1.23548577 3.68825064 -2.86770261 2.82903349 0.02682588 -0.98972172 -0.26406065 0.07111439 0.67086248 -1.90520339 -0.36441278 -0.7433291 1.97913854 0.1638004 0.63238783 -0.74788253 -1.37708719 0.7123656 ] Distance 9.509155046956748 Each least square approximations [ 4.31242297 -0.63181697 5.08848571 -0.83109204 2.63202109 -2.02256796 -1.80863352 1.46306084 -2.8907512 1.71468545 0.95613887 -0.5773176 1.80025024 2.80866697 0.38401282 -1.47087837 -0.32513956 -2.9310325 -0.14680175 -2.30582992] Distance 10.375934784557828 Each least square approximations [ 7.98143737 -4.08027655 -1.66398481 -2.72414792 -0.28772195 1.59881208 -1.40689555 3.79383581 -2.62562155 -0.54868403 -1.14630186 -2.83844665 -1.80301408 0.06925998 1.44059095 1.06043154 0.70112581 -0.39451154 -0.51391783 -1.81893227] Distance 8.53784746518611 Each least square approximations [ 6.8354919 2.33368576 0.93574207 -1.78806246 -4.02518588 0.0574062 -1.61386234 -0.01863457 0.39162762 -0.07134507 0.44633256 0.69759672 0.80254498 2.47570144 -0.38534496 1.51285602 0.87894081 5.68964857 0.38526673 -0.6847924 ] Distance 9.529920339013472 Each least square approximations [-8.34773903 6.94313413 1.24651353 -2.28645875 -3.54913732 0.04238053 -2.37278468 0.60524057 -0.71398163 0.59494558 1.41308678 0.2894915 1.25499123 -1.9602535 0.1889971 -0.0973225 -2.2690764 1.10762898 1.71356495 0.72217218] Distance 6.941222787658978 Each least square approximations [-4.33678125 5.09710851 -3.69321489 5.6492309 1.53586418 -1.12413389 1.06520372 3.79364038 -4.05408747 1.90660032 0.95066582 -1.49822701 2.39401424 0.61482047 0.41041435 1.34250161 -0.74789315 1.97777992 2.57990615 -0.54253735] Distance 9.216216819076811 Each least square approximations [ 1.36982325e+01 -6.33827680e+00 -4.10889285e-01 8.22045540e-01 -8.29785452e-01 9.81347344e-01 4.61089097e-01 -1.42260466e+00 1.50453908e-01 1.75498596e-01 6.59176094e-01 -1.02333985e-02 -2.02521888e-01 1.03854052e+00 -6.15847673e-01 3.90203916e-02 2.84421203e-01 -3.66646822e-01 -3.71535567e-02 -7.85511815e-02] Distance 1.5461804502715342 Each least square approximations [ 1.02319973e+01 -2.25149352e+00 -3.51684552e+00 1.46422552e-01 -6.80577143e-01 -9.51261463e-02 -2.63400127e+00 -2.59563686e-01 -7.21068402e-03 2.75117372e+00 1.98652044e+00 2.46042372e+00 2.36366030e+00 -8.66988939e-01 1.22165709e+00 -3.59945670e-01 1.28038653e-01 -2.81909284e-01 -3.02205864e-01 1.15233835e+00] Distance 8.970790280527032 Each least square approximations [-8.38141741 -5.53870032 -3.44468542 -2.27902562 -0.42785228 2.99152674 0.83839775 0.24099734 -0.42694472 1.14519936 1.13501762 1.74550415 -1.05684858 -1.01356221 0.45936001 3.72846926 -3.14338174 1.82414082 1.18856492 -2.96328594] Distance 7.986475915880011 Each least square approximations [-9.94354262 6.39685173 1.58101399 -2.34133258 -3.5381645 -2.24846419 3.29693386 -0.89454406 1.4365629 -0.35499239 2.80879738 2.21746816 1.6927062 -1.41948923 -0.9565494 0.25839351 0.07819932 1.70782251 0.58182864 0.9207656 ] Distance 5.92985703945379 Each least square approximations [-9.18984008 -1.42079331 6.70361201 0.5330581 -0.4712383 -0.43651907 -0.94488395 1.13880282 -3.11659863 -2.00258188 -0.96375278 -0.29266876 2.1942361 1.36021152 0.79832719 2.00234297 0.39734203 -0.67386531 -0.3515406 -0.46722152] Distance 8.709179991372041 Each least square approximations [ 9.94375197 -4.01438473 2.87415781 -2.47104134 -1.65204881 -0.08652278 -1.76603433 1.8907414 2.14983042 3.85619455 -3.75913652 0.93981526 0.19774503 0.33641703 1.89385321 2.85759276 -0.25729935 -3.09254541 0.6772652 0.16412517] Distance 6.467782398469831 Each least square approximations [ 9.16539313e+00 4.22909319e+00 -3.85379397e-03 -7.83506536e-01 3.27151531e+00 -1.03977906e+00 -5.94100899e-02 -2.32933466e+00 -1.24329952e+00 -3.64442844e+00 1.84194194e+00 -2.03863835e+00 -2.78980872e+00 8.17257952e-01 -1.17234312e+00 -2.80966158e+00 4.27935040e-01 -1.54894637e-02 -9.00854840e-01 -1.11864910e+00] Distance 8.665493843912834 Each least square approximations [ 1.12809825e+01 -5.78622716e+00 1.05213635e+00 -1.50618314e-01 2.47832594e-01 2.53981055e+00 -3.69776778e+00 7.86239307e-02 3.21447055e+00 -7.57767188e-02 1.70054421e+00 -2.04413924e-01 9.93621548e-03 1.35900905e+00 -7.87321440e-01 -1.20315534e+00 -1.88495436e+00 6.85747068e-01 -1.17903019e+00 1.35737403e+00] Distance 5.535788254889817 Each least square approximations [-10.63768836 -3.78033222 -1.71417668 2.2178679 -2.45752887 -2.07219869 -1.96317942 -1.54601334 -0.75086986 1.51191804 0.33927756 0.6396763 -1.16385592 2.00603686 0.20988515 1.05080389 -1.57377651 0.78546796 -3.9083153 1.74399913] Distance 7.345226962970201 Each least square approximations [-3.65368022 -0.4450735 -1.94335183 1.33716326 1.91980138 -2.42514301 5.36991533 2.3431308 -1.16225864 -4.41153533 1.92943694 0.64462733 -3.20416731 -0.11134056 -1.06387808 -0.71842876 1.21010402 0.79109343 0.4742674 1.0123529 ] Distance 10.497034850614732 Each least square approximations [ 3.62953201 3.18694178 1.75466654 -1.01157303 -0.6952184 3.44278895 -1.65542624 0.71287736 1.27513105 1.2532213 2.00744981 0.37654975 0.81530322 0.07786157 -0.90859949 0.78534987 -1.19196366 0.43647412 1.52778869 1.19657874] Distance 12.471380785660735 Each least square approximations [ 2.22062106 -5.7653986 0.23858526 -3.88330727 3.62984109 0.97104495 -0.95996301 -0.8322831 -0.46653716 -1.49678481 1.52993411 0.90419279 0.72126544 0.49051942 2.8053963 -0.37706093 2.00999468 1.34509069 2.37328394 -2.45310854] Distance 10.605698853919163 Each least square approximations [-1.59091424 -0.80385454 -4.75113902 0.96211135 2.85815173 1.86257231 0.98536158 0.0186291 -1.43789279 -2.98407988 -0.3702009 1.22545722 1.73377439 -2.65357134 2.62342806 -2.02345814 -0.55230226 3.5576228 1.96146654 -0.13867006] Distance 11.120325371507036 Each least square approximations [-6.16335361 -2.7925314 4.08334958 0.63666849 -2.05321977 0.21881308 -2.04384918 2.62370727 -1.70590067 -2.07748386 -2.73683439 -3.05112781 0.07061302 2.04647453 1.13642728 -3.47323599 0.88105996 0.9307446 0.58536996 -0.70468598] Distance 9.548113929163234 Each least square approximations [-3.71772811 -1.30751173 2.92020962 -0.68161586 0.98887493 5.58313641 1.0915863 -2.28869701 3.9759742 1.11952218 0.97232146 -1.62860315 -1.86459231 -1.06204999 0.68482706 2.06651443 1.5496401 1.1652439 -0.44531892 -0.32314029] Distance 10.781606927113222 Each least square approximations [ 4.89382962e+00 1.04600382e+00 1.43226155e+00 -1.81222932e+00 1.71730003e+00 1.03001982e+00 -1.42063319e+00 1.29289919e-01 1.26449854e+00 -9.79567957e-04 1.55104867e+00 -1.53924071e+00 -3.14427941e-01 -1.39351029e+00 -2.93261623e-01 -5.67525316e-01 1.77919960e+00 1.12527846e+00 -2.19615644e+00 -1.00152379e+00] Distance 12.566060047654647 Each least square approximations [ 2.51317428 -0.99791523 3.49449786 -5.56801012 4.62628535 0.52939298 -0.32377496 -0.68071556 -1.77946305 0.76692544 -0.43639199 1.20353505 -0.47068779 -0.33818136 0.40802681 -0.22277343 2.94434509 -1.1860592 0.5496562 0.36672092] Distance 11.143409989257833 Each least square approximations [ 2.02679726 -2.71645893 -0.18929688 -4.86180835 -1.44803494 -2.04522082 -1.97142745 0.49570913 -2.66675856 1.34805907 0.47102849 1.4040987 0.18526454 3.05945109 1.35300985 -0.36398617 0.37769673 -0.0510586 -0.86618461 1.0177181 ] Distance 11.976125217545778 Each least square approximations [-3.02131551 0.92499571 3.79385357 4.4046421 -3.04854739 0.66035177 -2.82591335 2.95265121 -1.4866854 -0.75216284 -1.88550566 -0.64523954 0.48962973 -0.29686865 -0.84752916 0.42692643 -2.53263435 -0.67359427 2.0493098 0.19524768] Distance 11.14079808660872 Each least square approximations [-5.17320579 4.06526984 -6.18492098 4.44588591 1.4244552 -2.65169188 1.67566786 3.24632973 -2.53037508 1.21810409 0.54299594 -0.93736985 1.28234959 -0.18503378 0.38257778 0.30535751 -1.19134109 1.55488372 2.04013983 0.10283453] Distance 9.275652656353733 Each least square approximations [14.97830169 -0.88250588 -0.86717473 -0.6206333 -0.09727511 -0.6760302 0.58986794 -0.02250818 -0.18245887 -0.0203069 0.17286929 -0.13317348 0.12263927 -0.05747475 0.18233404 0.17238075 0.30592081 -0.10825744 0.0316195 -0.17911177] Distance 1.1657662482335285 Each least square approximations [ 1.08566022e+01 -2.96099696e+00 -4.44012043e+00 -1.67704212e+00 1.03047243e-02 -4.19029296e-01 -2.28464694e+00 1.96098040e-02 4.51979892e-01 1.36300157e+00 1.04096412e+00 2.12667449e+00 2.24489375e+00 1.50467271e-01 1.75253018e+00 -3.36959089e-01 -1.87142829e-01 -2.04655696e-02 -8.84856056e-02 7.00437690e-01] Distance 7.598351506044591 Each least square approximations [-9.06420878 -4.69778773 -5.02099038 -0.70659642 1.41450118 2.30413652 1.03259839 0.19655571 0.03397815 0.1680266 0.86965847 1.1186319 -1.00757027 -1.6942945 -0.20239403 1.52411127 -2.73260899 0.81560653 0.97697582 -2.03093525] Distance 8.299922890199962 Each least square approximations [-10.54038601 6.25558286 2.54511957 -1.60696997 -4.41410725 -2.42785364 0.74473503 -1.2520752 2.75784713 0.34038325 0.98717221 0.40718621 0.99842072 -1.50355731 0.24398457 0.76760449 -0.74331922 1.39559144 -1.35917323 0.55328166] Distance 4.952318330074106 Each least square approximations [-9.56385551 -1.92070487 6.52714947 -0.62342658 -1.79406684 0.58509956 -2.04158532 -0.35344852 -1.48894178 -1.38016226 -1.22111287 -0.47323709 1.70801396 1.40164687 0.66095648 0.7627142 0.17089039 -0.22875527 -0.05066534 -0.50757187] Distance 8.405864713255964 Each least square approximations [10.28802136 -3.13460647 3.96103457 -3.38795963 0.99570727 0.65534049 -1.61591587 0.7841118 1.59410463 3.4087576 -3.09214653 0.63632129 -0.15631649 -0.515634 1.70221754 2.34209046 -0.31520249 -2.41666135 -0.13179456 0.68934047] Distance 6.482581486055891 Each least square approximations [10.2978895 4.11284908 2.34718027 -1.13947354 3.95826235 -0.38550565 0.03913015 -0.86990839 -0.96513546 -3.27237201 1.34327742 -1.72632723 -1.34873461 -0.40090776 -1.71303368 -2.34928484 0.3159352 -0.77324399 -0.6227115 -1.27396125] Distance 7.26839906607721 Each least square approximations [10.96429739 -5.35831293 2.1287414 -3.12523569 0.1653586 1.2024136 -2.77020602 0.04586151 2.02064222 0.72039079 2.8245638 -0.63136006 -0.30100966 1.08398532 -0.16544621 -0.08874657 -1.12595993 0.12305602 -1.07441254 1.69250562] Distance 6.0649594546609755 Each least square approximations [-11.06176284 -4.62051344 1.12871154 1.86072528 -3.19494671 -0.33537767 -2.25545401 -0.03046995 -0.23603523 1.84428065 0.61725219 -0.10591739 -1.3592042 1.92937292 0.35360546 0.42655297 -1.55174621 0.2853346 -2.67764109 1.04276675] Distance 6.664204319041872 Each least square approximations [-6.42258219 3.68356096 -7.87500101 2.61132615 -0.65452997 -3.34448964 1.82049438 0.54534276 -2.75545645 0.60652964 -0.21476923 0.41492305 -0.94788819 1.11440382 -0.21479829 1.11059714 -0.78236305 1.08886953 0.69590784 -1.46460612] Distance 7.829776195748483 Each least square approximations [11.05129302 1.76835511 -0.81469788 -2.17909537 -1.91900308 4.41763828 -1.42596757 -1.49929091 -0.21042514 -1.00102333 0.7248799 -0.79705723 1.88016457 0.2680475 -0.29104155 0.49476608 0.37322998 0.4097249 -1.23167763 2.29522993] Distance 6.695085817211289 Each least square approximations [10.55519704 -1.13974031 -3.22205146 -3.63573321 3.24939884 2.08668453 -2.37019508 -1.93619217 0.77110738 -0.50248574 -0.0445731 0.47346804 0.55618695 -0.12923964 0.02691516 -0.67384458 -0.78030671 -1.20024992 0.2458358 0.75004063] Distance 7.147878296958204 Each least square approximations [-9.99477534e+00 -3.10369959e+00 -5.49324690e+00 -1.93461856e-01 2.83705214e+00 4.58040629e-03 6.91458588e-01 6.04559895e-01 7.53224730e-01 -6.62450369e-01 2.09789877e+00 2.15877958e+00 -1.85688333e+00 -9.94973364e-01 3.37585540e-01 -2.87415103e-01 -1.34001055e+00 6.71141626e-03 -3.24564518e-02 7.87862414e-01] Distance 7.103219735471929 Each least square approximations [-11.68937511 3.3936879 -1.61711752 -1.24662922 -2.01985927 -0.13583775 -2.15932317 -1.37870509 1.47139289 0.9688293 -1.38165251 -0.04987983 0.79967063 1.2844607 1.4105296 0.69369809 0.85478588 0.12045093 -0.721065 0.53774742] Distance 6.472293430953741 Each least square approximations [-9.68992482 -3.7448289 4.67187745 -1.71899324 -2.85483846 2.04839853 -2.95731032 -1.03927676 -0.51516486 1.15280407 0.05989222 -0.67199115 1.00265606 -0.91469672 0.62646969 -0.57005535 0.34075645 0.1370531 -1.01048628 -0.77803616] Distance 7.41402561956701 Each least square approximations [ 9.81285957 -1.82091389 5.22362342 -3.67175879 3.9056901 0.85203957 -1.85203946 -0.82714144 0.0740414 2.09515807 -0.58734292 -0.55181812 0.0927997 1.38883176 0.07077433 -0.23980658 0.24484968 -1.16055429 1.14386827 -0.37755588] Distance 6.770270820301819 Each least square approximations [12.00543459 4.19432254 2.41464822 -1.69188197 2.22109357 0.48526148 -1.14700675 0.42294575 1.04749776 0.16120439 -0.95741472 0.12046061 -1.45288056 -0.12420104 0.76274646 1.29006379 -0.48319774 0.07771807 0.51482978 -1.09249925] Distance 5.568278196786952 Each least square approximations [11.56492652 -3.80757583 1.07538399 -4.80982409 -0.82041911 -0.41449689 1.76018201 -0.19485186 0.37480254 1.45303008 -0.21251025 0.1319046 0.61095962 1.18848371 0.85322299 2.16334002 1.05477932 0.75243067 -0.15271823 -0.10304356] Distance 5.335888631510692 Each least square approximations [-1.24357599e+01 -3.08053810e+00 3.11756119e+00 5.77834230e-01 -5.90535713e-01 2.01758921e+00 4.61444430e-01 9.22247408e-01 -3.65415469e-01 1.10866606e+00 -1.13367705e+00 5.32562372e-01 5.01592661e-01 3.26437537e-03 -5.52278113e-02 -4.42339561e-01 -3.47169071e-01 1.99515510e+00 -2.60196707e-02 1.92146165e+00] Distance 5.035883307791008 Each least square approximations [-9.28866225 6.62085671 -5.99898924 3.46562003 0.22760844 -1.28391539 -0.31758318 -0.40122777 0.53245867 -0.6087112 1.43103209 0.57730819 -1.17831652 -0.78967241 -0.07277721 -1.43034515 0.88032709 -0.41996501 -0.90654917 0.22652411] Distance 5.003973871024752 Each least square approximations [ 8.65818212 2.49405673 1.08580848 -2.48896527 -0.93991189 4.41723036 -4.38762148 -0.75073463 -1.25990214 -0.22269941 -2.89508882 -0.40518113 0.02422362 -0.10958584 0.32323599 0.82915966 1.35536909 -1.64911322 2.42122477 0.3726046 ] Distance 7.982765075706079 Each least square approximations [ 9.88801922e+00 -1.40263710e+00 -2.57559980e+00 -3.59960771e+00 3.65441702e+00 -1.86294300e-01 -1.73526486e+00 -2.24938574e+00 -1.10112096e+00 1.78768776e+00 -4.15609769e-03 7.76202095e-02 -2.72663360e+00 -3.72823642e-01 1.12965961e+00 -7.27629466e-01 5.85624122e-01 1.57464208e+00 -2.43511734e-01 -1.49607711e-01] Distance 7.519904456345702 Each least square approximations [-10.07280273 -3.27614189 -5.23579378 0.49990507 -0.17683599 0.22875793 0.07538248 1.77910439 -1.01968507 -2.26084398 -1.17226043 1.16054612 1.90615392 -1.20878572 0.07862356 -0.24317963 0.31101553 -0.35009583 -2.83473391 -0.24989766] Distance 6.969655090782547 Each least square approximations [-9.98694466 0.49101931 1.21464452 -4.8448165 -1.85775978 0.90592046 -0.88721794 0.54763936 1.91741898 0.41590715 -0.99248196 -0.30185662 -0.25546751 0.83203006 0.54946633 1.34939949 0.24666068 0.09657764 -0.1630927 -1.06300638] Distance 8.643992122776288 Each least square approximations [-10.63241105 -1.81359401 3.50333988 -2.98612007 -1.31026079 1.56337391 1.33286976 -1.44332083 3.15516914 0.57099634 -0.62777469 1.87435312 0.96770846 -0.77898464 1.00979162 -1.62487527 -0.11262979 0.55517104 -0.41835157 -0.58480837] Distance 6.946966096419039 Each least square approximations [11.33830199 -1.52454682 3.36512837 0.93123452 3.13155822 1.56929574 2.05964862 -0.7631402 -1.69024793 -0.46534474 3.36086009 -0.72128613 -0.67000686 0.02708194 -0.38090835 0.28251147 -0.90010869 0.75212226 0.55019444 1.45409719] Distance 5.8749407045197195 Each least square approximations [ 8.82168862e+00 2.39118200e+00 2.10406190e+00 -4.69039255e+00 3.25121735e+00 1.58138709e+00 -8.72745887e-01 -1.62364001e+00 4.30029354e-01 -1.56789315e+00 1.83450613e+00 -1.10541095e+00 4.83587182e-03 1.91124156e-03 -2.21182081e-01 1.62555182e+00 3.85506883e-01 -3.72724885e-01 6.06177365e-01 -6.31741000e-02] Distance 8.776177480655868 Each least square approximations [ 9.71257057 -0.28665999 -1.98464562 -5.83070558 1.79427097 -0.58386018 -2.78179599 1.20096102 -1.63230002 0.06598162 1.68223198 2.24343401 -1.59087483 -0.51925596 1.86365602 1.66055368 0.18055314 -0.27839196 0.98098522 1.07729546] Distance 6.866522377346622 Each least square approximations [-9.28077057 -0.93041056 3.17570682 4.38254677 -0.72500344 -0.75557048 -0.19939867 1.22656571 2.30710787 3.65951965 -1.84525449 0.27164333 -0.43560307 -0.48028912 -2.16806574 1.47437778 -1.35340005 -0.82256978 0.08111925 1.5171263 ] Distance 7.797581609298601 Each least square approximations [-7.98622794 2.04697942 -6.10121465 1.48861961 0.78118588 0.19767681 2.39644681 0.10641749 -1.33106183 1.04373542 1.41939194 -0.74945033 -1.23200643 -1.59107013 0.15001435 1.21899477 -1.30474346 1.32617156 -1.01762981 0.59568975] Distance 8.2834261140206 Each least square approximations [ 7.77429345 2.53658163 0.75153566 -2.31093643 0.41029733 3.65057592 -2.73716096 -1.27901195 -2.52348527 0.02643837 -1.07794779 -1.76650434 0.42138863 0.12798411 0.11901251 -1.10620017 0.98761992 0.17944751 -0.18070353 0.84123573] Distance 9.436275485715788 Each least square approximations [ 8.33466472 -1.31790229 -3.33709579 -2.5558667 3.78858628 -0.94463414 -2.24778296 -0.96952615 1.31006474 0.99366423 -0.12247898 -0.48855813 -0.49023299 0.74728963 -0.26489582 -1.07182327 0.42114313 0.13510586 -0.59583955 -1.17530306] Distance 9.014368591470292 Each least square approximations [-9.40595589 0.20220438 -6.0154077 1.86243882 -1.51180675 -1.15962269 -0.51678836 -0.79197096 -1.20360188 0.49468514 -0.76895463 0.49066217 -0.44347746 -0.59649209 -0.07478055 -1.16904019 -2.34196248 -1.01659861 0.01964101 0.07198235] Distance 7.389928999710756 Each least square approximations [-8.13424822 1.29211267 0.47663204 -3.13391729 -1.45419777 -0.85601272 -3.08305395 -0.47130301 0.28969098 2.27868256 -2.22261061 -0.63064485 1.90630835 -0.50149898 0.99594449 1.40150666 0.85321524 1.22097994 -0.17911668 -0.1420934 ] Distance 9.385660193644368 Each least square approximations [-10.32926066 1.99585665 1.15736796 -2.54912641 -3.27102449 -0.44236998 -2.12777234 -1.78890599 3.32948447 0.74644757 1.29367819 0.10794339 0.26890446 0.32848526 1.15562464 0.83495015 0.76813892 -0.8051514 -0.09376245 -1.0233821 ] Distance 6.580550253514406 Each least square approximations [ 8.78481641 0.49697512 1.7932681 -2.9017941 2.60069139 3.89122847 -1.41906504 0.40532252 -1.10720719 -0.336805 2.38601498 0.22144271 -0.86874579 -0.24835655 1.93503494 -0.09074922 -0.53886919 0.06604201 0.98233598 1.05860137] Distance 8.43243667651639 Each least square approximations [ 8.35440351e+00 1.87832078e+00 2.46169714e+00 -4.52832763e+00 9.40309643e-01 6.94375741e-01 -1.31351417e+00 4.84266674e-01 -2.80054261e-01 -2.34253739e+00 -4.75089758e-03 1.16705939e+00 1.63575072e+00 -6.20021165e-01 2.61635857e-01 5.08153114e-01 3.22271444e-01 -1.36449567e+00 1.12182301e+00 4.50502197e-01] Distance 9.017670076684723 Each least square approximations [ 8.44134716 -1.06112927 -2.39809112 -5.07744094 0.27352291 -1.91577149 -0.02768047 -0.2208106 -0.58478502 1.5123198 1.48540473 -0.44071084 0.70887662 1.66687757 1.09598227 0.8026543 -1.81723078 -1.51151737 0.83302176 0.21353641] Distance 8.607292900952013 Each least square approximations [-8.52704331 -1.61809408 4.36082993 1.95602276 -0.42555235 -0.246792 0.51250163 1.50285335 1.15098645 1.38185305 0.36935421 -0.48827911 -0.84122219 1.8666767 -2.09334951 -0.6845993 1.75927798 -0.46878203 1.10882713 -0.587897 ] Distance 8.93305727299487 Each least square approximations [-6.15915376 2.06437542 -6.34138336 3.25117769 0.87527835 -3.6583583 1.02318369 1.87234909 -0.79566651 -0.60141801 -1.04893034 0.23057179 -1.30066422 0.31689601 -0.69853072 0.18173177 -3.50715427 2.1039081 -0.71678084 1.16950039] Distance 8.46617296984329 Each least square approximations [ 9.26555021 3.23272759 1.6069497 -1.50369126 -0.47470924 3.52766514 -3.51925474 -1.38768089 -0.03112699 0.39439335 -1.16998841 -0.47242414 0.99933408 -1.20478617 0.53972184 0.24161234 -1.06497697 0.81997832 0.39286857 -0.61893188] Distance 8.450479197240304 Each least square approximations [10.22249662 -3.00208199 -3.01830972 -1.20744553 1.87794129 -2.01000227 1.57854195 -1.82022306 1.14803203 -2.24152827 -3.42105896 -0.47163539 -0.21878994 0.41908542 0.68122608 0.14916965 -0.77230363 -0.17632183 1.42214982 0.67620868] Distance 6.84765795202261 Each least square approximations [-7.2510331 -2.83769788 -5.41162917 2.04778451 1.39736484 1.8262165 1.79957323 0.13600257 -0.36082111 -2.04479455 1.9685219 -0.63249551 -0.77981025 -2.66681671 -1.44102218 -1.5027122 -3.06538791 0.969296 -1.61053966 1.49377233] Distance 8.24448511251543 Each least square approximations [-8.74059053e+00 2.06404043e+00 2.41006565e+00 -3.33683416e+00 -2.92897307e+00 5.52522530e-01 -2.51564728e+00 -1.92154215e+00 1.06722636e+00 1.63363673e+00 -1.35164054e+00 -3.01107757e-01 -1.49096889e+00 -3.22385276e-01 2.20799966e+00 7.07868962e-01 2.10493375e+00 6.15217380e-01 -1.15742989e+00 2.92287186e-04] Distance 8.387155449255978 Each least square approximations [-7.95139728 -1.48845471 4.48076036 -0.57372772 -3.40256257 2.54623555 -3.61272867 -2.91624068 0.70448907 1.00291612 -0.97613656 -0.3679276 1.02602797 -0.160747 0.28301876 -0.18116891 -0.51731829 1.99965602 -0.29404446 -1.05660365] Distance 8.468371494723796 Each least square approximations [ 8.8927886 -1.3458713 2.33353344 -4.36780539 3.61073897 0.7183736 -0.28941876 1.04557002 0.6859923 0.88809189 -0.37749285 -1.08645204 0.26701675 -1.94257661 0.14388049 -0.77128495 -0.09451484 2.06099208 -0.17152834 -0.47262278] Distance 8.644604419657528 Each least square approximations [ 8.19894163e+00 2.72053148e+00 4.04618281e+00 -3.63585635e+00 3.31841730e+00 1.96975488e+00 1.53379458e+00 1.88520490e+00 1.00268663e+00 -1.43522763e+00 1.64168168e+00 -1.05845807e+00 7.65280803e-01 1.41154023e-01 -5.08410168e-01 4.71181254e-01 -1.68594839e-02 -3.96759156e-01 1.94626554e-03 6.54952228e-01] Distance 8.535871932967385 Each least square approximations [ 7.75403208 -3.02651662 1.86397673 -5.62145363 0.53195966 -2.61357645 -0.66350989 0.25810628 0.23481827 1.08392592 2.40707574 -0.03045325 0.33587199 0.65122519 -0.66822676 1.23999467 -0.22350906 0.25107782 0.96552505 0.95145697] Distance 9.107733026500851 Each least square approximations [-7.94767586 -2.52894444 5.92938784 1.52604571 -0.1724245 1.07682063 -1.02948562 0.77869582 0.83471379 2.92546408 0.04220647 -0.57462798 1.16340167 1.94940247 -0.72017541 0.92694752 -0.74883406 0.12901053 -1.14563778 1.80483109] Distance 8.675190205929493 Each least square approximations [-6.54501839 4.80420024 -6.79354012 2.20684941 0.36395458 -4.16331957 3.32885259 -0.1799017 -2.10902962 -0.18332536 0.19594345 0.43158551 -1.22887016 0.32245228 0.282138 2.00305349 -1.49248426 1.83820924 -1.57668391 0.15306349] Distance 7.143047961159963 Each least square approximations [ 9.02774333e+00 3.34846653e+00 2.16919731e-01 -1.47894369e+00 1.17758612e-01 6.05281007e+00 -3.09669666e+00 -3.21466179e+00 1.27523315e+00 -9.37347409e-01 1.33831691e+00 -8.76327127e-03 1.90166622e-01 8.13407127e-01 -2.85280743e-01 1.11112865e-01 -1.08920497e+00 9.73824423e-03 2.80170894e-01 -1.80743392e-02] Distance 7.562871491906236 Each least square approximations [ 9.65383416 -3.35044655 -1.59940398 -3.91425953 4.06644846 3.20734808 -1.14329009 -2.36752757 0.10428924 -0.14220541 -0.52157273 0.84700244 -1.41071878 -0.71560207 1.75958501 0.30769258 -1.46558389 -0.72983862 0.58377508 -0.43083656] Distance 7.008067173425612 Each least square approximations [-8.56963782 -3.52392066 -6.2463558 -0.68627958 2.76831912 0.80074396 1.37948658 1.01096074 1.09973525 -0.98597272 1.34710634 2.14122311 -0.07373622 -1.51272264 1.4951687 -2.42594107 -0.38308238 1.06327435 -1.06057763 -0.87429881] Distance 7.505594312850371 Each least square approximations [-13.11751568 -0.55504019 -0.35889573 -1.74565038 1.02672344 1.78839969 -0.45925706 -1.01400322 0.57792788 0.74989873 -2.98237083 -0.90696945 0.20340793 0.63920113 0.60220167 0.48677634 -0.8271667 0.02507645 -0.92059672 -0.06911743] Distance 4.5634775414920785 Each least square approximations [-9.39268402 -3.77487511 5.11316179 -1.12786468 -1.81412931 3.67708976 -1.12601924 -2.24143839 1.37192991 1.5295508 1.14664608 1.00838973 -0.34794791 1.24199574 0.57679032 0.1058294 -0.88089883 -0.37546672 0.39091151 0.02650922] Distance 7.241991841661652 Each least square approximations [ 9.33840738 -0.66439442 5.32359846 -2.64599557 4.04091028 2.03902504 -2.55366717 0.9969143 0.85391757 1.91356779 2.02006381 -1.230852 2.13993281 -0.15005488 0.0347659 -0.41160307 0.23486918 -0.0394182 0.3395447 -1.16448899] Distance 6.913214942830182 Each least square approximations [10.60618677 2.42888556 1.53891322 -5.81521629 2.37458039 1.38040067 0.40557641 -1.0914609 0.22676692 0.50682885 1.05591944 1.4322716 -1.00327181 0.91706145 1.26333985 0.74481669 -1.98654832 0.54851977 0.63255143 -1.18100906] Distance 6.1708799697876655 Each least square approximations [ 9.69108463 -3.21052987 -0.4815815 -5.35333091 -1.97121311 -2.12799967 -0.96893738 -0.04854649 -0.91365515 1.71577222 -0.49813058 1.49931665 -0.13556753 -0.02538271 -0.18395739 2.45989364 -0.2739016 1.98331401 -1.45859288 0.21595818] Distance 7.351135967683534 Each least square approximations [-10.99546464 1.50056535 4.45807058 4.51697403 0.06939689 1.11173554 0.83997136 0.85853665 0.83649359 0.62239973 -2.32152061 -0.6769411 1.06390639 0.17930967 0.22863699 1.02450323 -1.3874075 1.55554712 0.7006668 0.50376758] Distance 5.88792234416265 Each least square approximations [-6.13407114 3.64971017 -7.62555004 3.72871035 0.94360888 -2.23406877 1.99620787 1.25673665 -1.66233017 2.3874174 0.54011512 0.16155983 1.37204835 0.50484038 1.31097554 1.40352347 -0.09034501 2.06673626 0.13724501 -0.24401894] Distance 8.641106037870205 Each least square approximations [ 1.31103141e+01 -1.85652181e-01 -3.18962584e+00 2.65818563e+00 8.15218429e-01 4.01601434e+00 -2.73757627e+00 -2.74554574e-02 -1.56978179e+00 -1.23591399e+00 -1.32552557e+00 -7.32766971e-01 7.47962763e-03 1.31447018e+00 -1.52999905e-01 8.35274870e-01 7.81268082e-01 4.78461855e-01 6.19006637e-02 2.42631138e-01] Distance 2.2359682227599342 Each least square approximations [11.27049035 -1.67976491 -4.80240222 -1.2919599 1.11100096 1.58410362 -1.95600316 -1.19824164 -0.25171436 0.40067243 1.15399746 1.6724545 0.46403562 1.27053301 0.07534995 -1.07261012 -1.15255922 0.2533163 1.71544696 0.33402168] Distance 7.260173290556336 Each least square approximations [-10.19232536 -4.05575203 -5.80714596 -0.30629036 1.27348412 1.87959491 0.96261358 0.80113583 0.49442561 1.17770967 1.32648997 0.41140362 -1.55772629 -0.47465828 0.27740427 0.86629605 -1.54278037 0.59237485 0.81950538 -1.1146433 ] Distance 7.451283373976376 Each least square approximations [-11.62030402 6.60026616 1.55650373 -2.55752036 -2.34218023 -1.37215215 0.75489942 -2.01032488 -0.51045995 0.06008388 0.98654831 -1.03227243 1.97355074 -0.93960094 0.13020968 0.93348161 0.58401289 -1.02797065 0.41701624 0.49012868] Distance 4.331184360778519 Each least square approximations [-10.02438843 -2.03616706 5.80691903 -1.14679652 -2.75969332 0.81701078 -2.87224884 -1.22747387 -0.91613543 -0.9187464 -0.37490584 -0.10450055 1.2355782 1.41278099 1.10180952 -0.55589317 0.12696123 -0.36582941 0.49958335 -0.10196412] Distance 7.942202633924146 Each least square approximations [ 9.75850406 -2.2378287 3.80912813 -3.50429895 3.14396131 1.43393774 -2.74942783 0.58469511 0.97607184 2.73394932 -0.097222 0.11117266 0.42348868 1.01880654 1.17769902 1.35545646 1.82791755 -2.02704207 1.91131932 1.09845093] Distance 7.484015741852406 Each least square approximations [11.70880214 4.41355044 2.1998413 -2.32287767 2.59393265 -1.93502158 0.84010453 -0.87335348 -1.86520609 -2.37076199 1.15069898 -1.47278769 -1.71561771 -1.97442237 -1.13403962 -2.73603984 -0.52593625 0.15500659 0.02860489 0.37282947] Distance 4.547529632364463 Each least square approximations [11.09264728 -4.92716339 0.71778107 -3.83656598 0.07819244 -0.13720182 -1.97528068 -0.49037477 0.88639198 0.49414067 0.62022847 -0.44030405 -0.39296138 -0.78644595 0.33763304 -0.11412831 0.826084 0.28705179 0.05852293 1.90981523] Distance 7.377625964471378 Each least square approximations [-12.41213698 -3.83678438 2.35232646 2.77428072 -1.74048139 -0.9844581 -2.86454616 -1.63037087 -0.28276636 0.49709694 0.39643519 -0.017031 0.2382308 1.47036541 0.45421429 1.08314735 -0.23620703 -1.1629262 -2.47531824 0.29624274] Distance 4.415709620228814 Each least square approximations [-8.16879681 -8.2841866 -2.36093104 4.58485724 -0.35313927 1.41712077 0.1330929 1.21911377 0.60754954 1.49971334 0.32071681 -0.83458457 1.49815681 -0.68600867 -0.18366432 -0.43991965 -1.2461155 0.88058985 0.82240749 0.94349038] Distance 4.257407273337822 Each least square approximations [ 3.86886147 2.20069949 0.68651756 -0.12791467 -1.05996031 0.40787772 -0.3938997 -1.57294063 -3.24585092 -0.95135778 -1.8637206 -1.32288414 -0.73732806 -1.23574701 1.10744192 -0.88652297 -0.11196557 -0.40060023 0.96794252 -3.05141071] Distance 11.772121146387084 Each least square approximations [ 3.850566 -0.19946711 -0.99333952 -0.13018849 1.9818433 -4.62789676 -0.70065794 -0.86118974 4.22275519 1.57542482 2.47794882 -0.47291605 -1.64082252 1.75446242 1.49978218 -2.59346667 -0.18754518 -1.23757272 2.04327944 0.5894381 ] Distance 10.198456014258564 Each least square approximations [-4.57988943 1.33837416 -2.56373577 1.24543566 -3.29312226 0.20335823 2.29649294 1.77076711 0.01260441 0.37112393 1.60361263 -2.88615667 1.62055559 -2.05636524 -3.46298523 -0.71401483 -0.90221646 -0.48791014 1.93249064 -0.20627004] Distance 10.419101424222166 Each least square approximations [-2.11086587e+00 1.74071150e+00 2.10290109e+00 6.71143488e-01 -2.64829118e+00 -2.77618574e-01 -2.68186780e+00 -1.30846676e+00 -9.16204365e-01 -9.77697278e-01 -1.94490815e+00 1.82072551e+00 3.39947260e+00 -1.04237408e+00 2.10556357e+00 4.33163973e-01 1.81117192e-03 1.43072412e+00 -2.99004842e-01 1.29870398e+00] Distance 11.646268238450968 Each least square approximations [-5.80653239 2.88541584 -0.93757431 2.20601315 -1.86194994 2.42784395 -2.92394841 2.11260773 2.43784591 -1.5424843 -0.16375013 -0.68340002 -0.35515975 1.10530599 -0.20382758 -2.93237977 0.98624987 -0.31398643 -0.2535884 1.82352842] Distance 10.027110302528879 Each least square approximations [ 4.10897221 2.9482524 -1.34767225 -5.7678555 -0.55004179 0.35288997 1.35990071 0.03513742 -1.827986 0.12318835 1.70383584 2.47921191 -0.19720402 -1.19356819 0.4194559 1.69683335 2.37003518 1.70214402 -0.60375291 0.41021092] Distance 10.249834904864322 Each least square approximations [ 3.20525107 0.39286916 -1.97037424 -3.26610188 2.64928722 0.5362616 0.11830336 2.69167663 0.69868526 0.0679841 1.35339602 -0.97781468 2.23277001 -2.88703318 -0.22229778 0.95405805 1.14732672 0.05424051 -0.41496071 2.40091094] Distance 11.384619318205461 Each least square approximations [ 3.09494965 0.29004914 -1.58911512 -2.12211377 0.78088684 -2.21886094 -1.87469784 -2.75824716 0.98992785 -1.2045998 2.00610269 -0.34500228 -0.44182113 1.19128722 -1.20031776 0.70633228 0.07311136 -1.62181883 -0.9089696 -1.81362423] Distance 11.989261618946395 Each least square approximations [-2.903653 -0.77719273 2.92920068 -0.0630035 -0.9289067 -2.07076346 -0.53618169 0.32711789 0.16791574 0.52549066 1.19204821 -2.7099325 2.46916156 0.36874754 -0.33945962 -0.20341344 3.09957048 -1.69955212 -1.81523159 0.00878561] Distance 11.813334739935657 Each least square approximations [-7.93731808 -7.16904519 -2.3540096 6.32281316 -2.11409464 0.31474315 2.55595047 -1.39723314 2.37398276 0.81848953 -0.87297331 -1.39893755 0.4295112 1.18949276 0.85224398 -0.18693437 -0.90279533 0.74874065 0.79267217 1.44002301] Distance 3.572775555066148 Each least square approximations [ 3.56818031 2.5304931 0.84785167 -1.28526844 -0.96830856 2.17641245 -1.67586116 -1.48365385 -2.08451251 -1.54678931 -1.73027278 -0.64545619 0.05206432 -0.44783327 1.35100067 -0.58492593 -0.34794483 1.8024748 1.68394632 -2.4326592 ] Distance 12.015177437461686 Each least square approximations [ 4.89812746 -0.27345825 0.09250032 1.1118391 3.62409234 -3.72737179 -1.03157216 -1.6552059 3.78795173 -0.48546506 2.0171781 0.88098745 -2.55478623 0.26579924 1.15828727 -2.02287028 -1.29442693 -1.60124444 3.23863894 -0.67973495] Distance 9.91986209090432 Each least square approximations [-3.80936334 0.08563285 -4.47204596 -0.75463599 -3.67495211 -0.06545574 3.12651762 0.62913038 1.34381739 -1.47314461 2.2464038 -3.09666863 0.42041389 -0.90389683 -2.82267865 -1.81389716 -1.00786084 -0.33016789 1.04209487 0.37529045] Distance 10.45057255569025 Each least square approximations [-3.19533509 1.18421775 0.98560882 0.15606765 -1.96626614 0.50561846 -3.32171149 -1.57943513 -1.17170588 -1.70605445 -2.1660347 1.02435386 2.60510823 0.56014323 2.74907749 1.58913322 1.12617232 1.61007395 -0.47191943 1.31258833] Distance 11.744130330551755 Each least square approximations [-5.36613911 1.41040634 0.83743356 4.47254581 -2.22176798 2.17907713 -2.94566867 1.7853098 4.01570035 0.25704977 0.92791366 -0.05291425 -0.04919655 1.24745197 0.69985776 -2.89670086 1.54264237 1.39730818 -0.66975163 0.88958295] Distance 9.751476414917292 Each least square approximations [ 4.53156977 2.26998794 0.44417857 -4.65292706 0.42702706 -0.80561764 -0.63803006 0.42813177 -0.74907164 -1.13101233 2.51113183 1.05329421 -1.26600452 -1.93440785 -0.14268398 2.09764221 3.4191411 1.66105818 -0.41331607 0.22590513] Distance 10.887978422731313 Each least square approximations [ 4.34118868 0.56088197 -2.23473804 -3.2619116 3.34373668 0.43273361 0.6810264 2.17038149 0.79242361 0.98144071 0.70508734 -0.83117583 2.20572935 -2.99463768 0.49684364 0.41353901 0.58162125 0.62504138 -0.453568 2.32662485] Distance 11.246429885712816 Each least square approximations [ 3.53789613 -0.95059026 -0.96591601 -1.92789613 -0.57469122 -0.73582136 -1.73198757 -2.30608477 -0.59526399 -0.12800009 1.44178979 1.05384282 0.17733072 -0.09269753 0.3261229 1.04538851 1.33703195 -0.60742868 -0.13976251 -1.28800685] Distance 12.857019822130406 Each least square approximations [-3.50346083 -0.49722572 3.06607931 1.16622145 -1.3635991 -1.05612912 -0.20968015 0.72377355 -0.3140486 0.66522005 0.0179987 -2.88880236 2.80188204 0.21300693 -0.15141206 0.11597768 2.67493551 -1.01268209 -1.01651353 0.58398999] Distance 12.165438594674805 Each least square approximations [-7.81375812 -6.48732699 -3.1939603 5.78706643 -3.34298317 -2.7020035 0.72335937 0.48087906 2.17406273 -0.14237818 -0.02309644 -1.00110762 0.26182128 0.17167649 -0.90012645 1.62449019 0.0660003 -0.3883811 1.44326123 1.74783589] Distance 4.485583443653984 Each least square approximations [ 4.54865933 2.96380498 0.63672762 -1.95914478 -1.13515064 2.3092311 -1.7618443 -1.66709807 -1.48341106 -2.48259824 -1.58468962 -0.92519469 0.56018239 -0.43954821 1.28961208 -0.12904121 -0.66736892 2.0165634 0.8417815 -1.61596472] Distance 11.523923181460143 Each least square approximations [ 6.03453207 -0.58190163 0.68997869 -1.56261068 1.3017516 -3.40447757 -0.69358147 -1.19988798 4.30108159 -1.11199644 1.81421905 1.23696297 -2.91821696 0.89339544 0.10120888 -1.28500289 -0.99386506 0.50582711 3.71582796 -0.74898915] Distance 9.733973393643652 Each least square approximations [-4.65901987 -1.18114638 -3.31135112 -0.46257497 -1.47750298 -0.31297941 3.36195084 0.7101709 -0.74678681 -1.91892765 1.67539051 -2.91536471 -1.68794062 -2.36279915 -4.21825199 -1.74184362 -1.3906714 -0.44912493 0.77945486 -0.20474999] Distance 10.237837286361104 Each least square approximations [-3.8581737 1.35912997 2.08845003 0.65117551 -3.58133504 0.90783563 -2.63105905 -2.17507666 -1.6169363 -1.08107745 -2.74574887 1.03497784 1.97887869 1.63489058 3.03396436 0.89992725 1.35526348 1.1647555 -1.28244839 1.37958584] Distance 10.87255904679989 Each least square approximations [-5.80799173 -0.68669815 -0.4219814 2.19802436 -3.92839071 2.01515171 -2.47643364 1.5787189 3.96321301 0.16273212 0.15160228 -1.26486964 1.68492644 1.51150496 -0.03182264 -2.2182083 2.42096981 2.35023589 -0.67868396 1.64420848] Distance 9.565085976164191 Each least square approximations [ 5.65183561 3.07187558 1.97318408 -5.07582669 1.10111665 -2.71771747 -0.16843925 0.68608981 -0.87972069 -0.51028939 2.03115732 1.46069594 -1.14681837 -1.8033827 -0.33943267 0.96351809 2.58356942 2.30841239 -1.10292923 0.7300949 ] Distance 9.694365054736954 Each least square approximations [ 4.96671813 -0.12564915 0.30742285 -3.11634731 2.80243666 0.16620211 0.55758548 3.39768285 1.41550292 -0.48153079 1.41392592 -1.04704079 2.22565259 -2.20024595 1.13110487 0.35991196 1.16696929 0.72417936 -0.27046619 2.42747534] Distance 11.052590544580367 Each least square approximations [ 3.96327684 -1.1102164 0.06554356 -3.97459866 -0.55203335 -0.2939706 -0.8482419 -0.91654545 -0.06388754 -1.06415081 1.67401374 0.50319155 -0.82501339 1.18343768 0.1276435 -0.10999757 2.40283881 1.05084645 -0.43705448 -1.03094719] Distance 12.314503908523633 Each least square approximations [-3.93529469 -0.42766454 4.36347668 0.4152558 -2.24391608 -0.44557113 -1.57276442 2.06374116 -0.25136084 0.90659133 0.54362128 -1.21066607 2.81280022 0.23209931 -0.61085444 0.78681935 1.51464302 -0.20624906 -1.13311506 1.22203548] Distance 11.713521671964553 Each least square approximations [-5.61504719e+00 3.67338124e+00 -7.66744138e+00 4.06324996e+00 1.49773314e+00 -3.44195495e+00 2.56837274e+00 2.96912816e+00 -1.59801965e+00 8.67516290e-01 9.71946742e-02 1.63229821e-04 7.66221948e-01 -6.89001421e-01 5.33431348e-01 1.82568175e-01 -1.30092209e+00 1.33839618e+00 1.19779500e+00 8.65339487e-01] Distance 8.911211842524063 Each least square approximations [ 1.51164636e+01 2.91229701e+00 -5.49286486e-01 7.42788169e-01 -1.97625588e-02 -2.71548519e-01 -4.88863644e-01 2.71528891e-01 3.32725198e-01 -1.66387269e-01 -1.64053095e-01 -3.18807923e-01 1.69127233e-01 -3.38899501e-01 -5.63189453e-04 -5.80086945e-02 2.20246327e-02 -2.83429318e-02 3.77207961e-01 2.62757671e-01] Distance 0.8610231684851554 Each least square approximations [ 1.10764772e+01 -3.69042972e+00 -4.91846511e+00 -2.89160180e+00 9.83237064e-01 -4.97784294e-01 -1.66900061e+00 -4.98414955e-01 5.42495121e-01 -1.06540337e-02 2.73090568e-01 1.67015602e+00 1.62305600e+00 1.04126948e-01 1.69832869e+00 -3.30294243e-01 -5.60819440e-01 2.05281258e-01 2.29680208e-01 1.32275135e-01] Distance 7.567317195034566 Each least square approximations [-9.43010168e+00 -4.41094522e+00 -6.12861921e+00 3.78392995e-01 2.50027296e+00 2.01635025e+00 1.24145954e+00 -5.99188499e-04 1.10793613e-01 -4.65499947e-01 9.44505102e-01 5.62616459e-01 -8.76201030e-01 -2.13003103e+00 -3.30858297e-01 6.03689964e-02 -2.63915659e+00 5.34751144e-01 1.05036672e+00 -1.29915768e+00] Distance 8.047028370075745 Each least square approximations [-1.13415550e+01 5.64184716e+00 2.88898231e+00 -1.73546823e+00 -4.59303696e+00 -1.63613886e+00 -6.28599638e-01 -1.47120893e+00 2.60482337e+00 8.26710011e-01 -5.31030059e-03 -8.37766395e-01 5.96621572e-01 -1.89990457e+00 6.90786917e-01 4.09778078e-01 -9.69225131e-01 6.78654044e-01 -2.31313411e+00 6.94544950e-01] Distance 4.629361415477835 Each least square approximations [-9.82029446 -2.16764977 6.80331182 -0.97510405 -2.58515164 1.44535906 -2.70225149 -1.42618933 -0.47115224 -0.94765383 -1.32425807 -0.82172538 0.86002973 1.18360983 0.53771528 0.27728008 -0.40994379 0.30721011 -0.04226783 -0.55146216] Distance 8.154269125959187 Each least square approximations [10.38651683 -3.065506 4.07828867 -4.16965463 2.9143662 0.82824754 -1.993817 0.65070492 1.16862431 3.16501956 -1.72587017 0.73254157 0.2897603 -0.87856967 1.63500921 1.70593998 0.07331191 -1.12268888 -0.22224997 0.92757768] Distance 7.156116924796265 Each least square approximations [10.88334572 3.71877572 3.81865843 -2.53098502 4.098603 0.39733381 0.6159838 -0.31343919 -0.85790485 -2.26112275 1.02841991 -1.41056732 -0.94096334 -1.35496672 -1.98447779 -2.43870971 -0.18484846 -1.0846752 -0.44353249 -0.95454172] Distance 6.71393694319616 Each least square approximations [10.64793892 -5.11637371 2.36111025 -4.8314388 0.37103435 -0.60438262 -2.15850668 0.49140498 0.91768111 1.30921283 2.92757926 -0.17094506 -0.14730824 0.95673059 0.29727404 0.86333495 -0.50344859 0.1331425 -1.03681309 1.39567165] Distance 7.035548504737415 Each least square approximations [-11.37127426 -4.34388183 3.24961336 2.27290341 -2.54817003 0.41973008 -2.66954768 0.54337819 0.16858309 2.21175168 0.75861915 -0.8911063 -1.00281465 2.05281769 0.31163419 0.09280343 -1.82153031 -0.11267209 -2.35776366 0.72289291] Distance 6.370013602303185 Each least square approximations [-5.16731543 4.17997719 -5.49417627 4.99435993 1.46446939 -2.5256438 1.86022726 3.6261865 -2.60420176 0.88677334 0.18588114 -1.10722403 1.51217244 0.04801031 0.31592935 0.6917826 -1.42228107 1.40974905 2.28384191 0.31090845] Distance 9.15625683887764 Each least square approximations [14.92161198 -1.5407046 0.38007048 0.0464839 -0.80015574 -0.76939466 0.23063269 -0.4902181 0.17216538 -0.25802425 0.63733454 0.26764416 0.2859838 -0.49408324 -0.16628585 0.30024492 -0.47290226 0.44251658 0.35541292 0.0963522 ] Distance 1.0093323616148129 Each least square approximations [10.72017576 -2.98368071 -4.29016579 -1.67640696 0.19958818 -1.11913681 -1.89363609 -0.42240057 0.73692985 1.27204656 0.99451646 2.3447714 2.32089462 -0.56575554 1.58204615 -0.09723511 0.01609942 -0.19316322 -0.16114064 0.34254153] Distance 7.883349277530761 Each least square approximations [-8.80524692 -5.1483451 -4.58626941 -0.77550558 1.16461656 2.62770962 1.50419612 -0.23298166 -0.25442973 -0.02181602 0.98566495 1.14356465 -1.05668007 -1.83862696 -0.0386493 1.44117637 -3.32409093 1.14922641 1.28878101 -1.9559676 ] Distance 8.140259876775474 Each least square approximations [-10.40831584 6.00413338 2.47355754 -1.90619983 -4.75409297 -2.12115048 0.95433373 -0.91014546 2.78003622 0.26541957 1.15675622 0.65235876 0.99015066 -1.76728346 -0.12517443 0.40806396 -0.65819152 1.77130024 -1.50083096 0.71436276] Distance 5.11229165101712 Each least square approximations [-9.53686783 -1.77784201 6.75546334 0.09500453 -1.53166366 0.74245413 -1.91994891 -0.02037587 -1.74465743 -1.14251087 -1.3741804 -0.83212316 1.88221875 1.18691147 0.56287862 1.38520416 0.11119892 0.31252591 -0.11549786 -0.512955 ] Distance 8.273261124592532 Each least square approximations [10.38002368 -3.47302889 3.63576536 -3.44598908 0.63752181 -0.13298827 -1.59234405 1.269589 2.04867122 3.56499425 -3.50333823 0.83968873 -0.0230385 -0.92723851 1.65138489 2.52769033 -0.47739827 -2.20153541 -0.19897841 0.69808771] Distance 5.8615110892270055 Each least square approximations [ 9.94137649 3.74201495 2.17789689 -1.46294122 4.249945 -0.15753803 -0.13330584 -1.15719979 -0.75510105 -3.1571419 1.60539396 -1.77616423 -1.68176809 -0.11953323 -1.68160504 -2.39406229 0.16357506 -0.69096446 -0.76556089 -1.38088025] Distance 7.711195052207127 Each least square approximations [10.91936247 -5.67553 2.39698031 -2.72218107 0.46204315 1.11251497 -2.96680205 -0.07240774 2.30355377 0.72551882 2.95999831 -0.10870721 0.48239945 1.51532086 0.04833779 -0.27885502 -1.19468624 0.42077403 -1.19154793 1.3671297 ] Distance 5.685563763477213 Each least square approximations [-10.83326929 -4.34405998 0.84472496 1.97696703 -2.91281991 -0.66571829 -2.30232645 -0.09977784 -0.12009757 2.39893177 0.67690485 -0.21242066 -1.12167653 2.34961488 0.49467135 0.25983936 -1.96373431 0.525294 -3.10513631 1.42895147] Distance 6.709815544624361 Each least square approximations [-12.10510506 -2.81120837 0.99148485 -0.73698746 4.67983811 1.75303272 -0.49750351 0.31868938 -0.56147186 -1.29924265 -1.11534235 -1.11149105 0.48360456 0.37956528 1.36617534 0.09997888 1.05090639 0.28194855 -0.25520543 -1.38177231] Distance 4.273865505880881 Each least square approximations [ 3.52913221e+00 2.58367448e-01 1.16343702e+00 -7.99883084e-01 -2.18729032e+00 1.17759591e+00 -1.85565532e+00 -1.26192511e+00 -4.32146471e+00 -2.65143888e-01 -3.68292498e+00 -2.68060685e-01 3.68669193e-03 -1.67445566e+00 5.85028071e-01 -9.97614117e-01 7.41576335e-01 1.00075590e-01 1.39975202e+00 2.05389943e-01] Distance 12.026692512467134 Each least square approximations [ 4.71766145 1.35780366 -0.32489125 -0.54347031 4.53250172 -4.19054503 1.51029594 -2.30262171 1.0810192 3.77695675 3.48459332 1.16382683 -1.14658254 2.15495621 0.99780037 -1.34899203 5.03964835 -1.86787992 2.30891241 0.19155744] Distance 8.203615323500918 Each least square approximations [-6.18628422 2.02234062 -1.5781244 1.66287945 -4.71889401 1.46755408 1.81327113 0.90862996 1.42087488 -1.48473659 0.26247752 -0.28447527 2.61753491 -2.13442297 0.68671318 0.41901663 -1.61955394 -1.4650299 1.64508155 -1.30435425] Distance 10.377462939535848 Each least square approximations [-3.53248776 -0.94678255 1.01752689 -3.62636866 -0.35996116 -3.45429507 -0.98638756 2.31848808 0.0236414 -1.70310083 -1.81594273 -0.77285147 1.71859238 -1.50305715 0.66240116 1.97478275 -0.08200259 0.53074795 1.35020055 0.81386799] Distance 12.01478291700681 Each least square approximations [-7.53154055 4.55662814 -0.20486143 -0.09235257 2.33996766 4.01934496 -0.48690733 3.57007663 1.71458345 -0.02797712 2.24511978 -0.47677157 1.53454178 -0.75408623 0.71030719 -2.18978024 -0.48803525 -0.32672155 -0.40442428 2.12899858] Distance 8.707684106902686 Each least square approximations [ 7.25428721e+00 5.41235183e+00 -3.60653129e+00 -1.98748902e+00 -7.27321160e-01 2.21817138e+00 1.89653418e+00 2.05631687e+00 -1.27435114e+00 3.28266446e-01 1.28431158e+00 4.96437922e-01 3.56878460e-01 -2.54447551e-03 -2.42376951e+00 1.66162824e+00 6.75137420e-01 1.04872694e+00 4.28863630e-01 6.02000693e-01] Distance 9.09969367495642 Each least square approximations [ 3.37596614 2.05928885 -2.01701722 -3.50481656 1.43103531 1.06086899 -3.87311254 -2.73346273 0.01788042 -0.81063657 1.28839701 -1.0101249 1.10953505 -1.79187338 -1.55216442 3.29879852 1.65099317 -2.28768361 -0.63780558 1.31825705] Distance 10.983450955907804 Each least square approximations [ 4.74254422 1.76857943 -2.96214715 -2.78392399 2.57652214 -1.05533351 -2.6017407 -3.93239424 1.66916951 -1.11758219 -0.87897684 0.78890864 0.20093983 0.22641033 0.58254984 0.72405791 -1.42207545 -3.06652342 0.6003551 0.13963516] Distance 10.91452129524328 Each least square approximations [-4.13289811 -0.63003495 -0.10320572 2.76557461 -0.42183122 -1.72762658 2.35607819 -1.3116504 1.79795582 2.95171747 0.08517503 -1.5330011 0.01187377 -0.76856605 -0.66450766 1.05091985 2.15262468 -3.69688363 1.13308343 0.3980049 ] Distance 11.734288940395885 Each least square approximations [-10.26310762 -4.63309967 -0.24571614 1.99842528 4.77390798 1.36386066 0.06701039 -0.66200696 -2.17710207 0.41034465 -0.07571911 -0.08311584 1.25548919 -1.50341994 2.07822223 0.55792792 0.30889252 0.18571328 -0.7055123 -0.98109834] Distance 5.318403167271087 Each least square approximations [ 4.02373653 0.75057345 1.1094429 0.13362028 -0.6997756 1.38870459 -1.53586848 -1.64585419 -4.149491 0.23618134 -2.06843363 -0.30754434 -0.95061939 -1.55788259 0.52456991 -0.35887435 1.44448498 -0.50171786 2.06898342 -0.15474677] Distance 11.903542151668622 Each least square approximations [ 4.35229657 -0.06401283 -1.39490731 0.6390617 3.96264909 -3.42946661 -0.87113491 -1.57465881 1.93541621 3.6023636 2.13891588 1.05335641 -2.27296913 2.71833739 0.05350226 -1.42328015 3.25281683 -2.78958363 1.70796732 -0.42852971] Distance 9.420682240289999 Each least square approximations [-5.19365203 2.25298905 -3.24183817 1.70796246 -4.59105961 1.96602293 1.47111881 0.9843766 1.64416759 -0.09583773 0.87081296 0.56004689 2.23923967 -1.8294128 -1.08292781 0.20559972 -1.32345512 -0.63350124 0.57308285 -2.17276322] Distance 10.2514337897744 Each least square approximations [-3.73285332 0.2849305 0.99830983 -1.56051032 -0.9104123 -2.20815073 -1.53053462 1.1853277 -0.75105747 -1.2280938 -1.98804011 0.0623713 3.84525904 -1.35532645 0.68915287 1.68521742 -0.89604216 1.23486224 1.83406391 0.66717608] Distance 11.840812649351813 Each least square approximations [-6.88552532 4.7699615 0.24259178 0.58612108 1.02150186 4.00468254 -2.29753251 3.75506371 2.92776554 -0.27250415 1.20970625 -1.62658328 0.06180966 1.34769344 -0.15050012 -2.35640845 0.58572871 -1.33706676 -0.26605696 1.26276464] Distance 8.260450574773113 Each least square approximations [ 5.77840922 4.28690922 -2.48327512 -4.6750235 -1.18816061 2.09084468 0.867018 1.38960658 -0.76227387 0.2378523 2.37410398 0.35283637 -0.2809153 0.30955337 -1.36895771 2.07965252 0.31379017 1.06859955 0.09201511 1.19666888] Distance 9.77231211788614 Each least square approximations [ 3.4316069 2.1050668 -2.60994368 -4.27256782 1.98338524 1.55195774 -2.77713991 -1.36475788 -1.33404153 -0.72652585 0.60996653 -0.88823232 1.49817895 -2.22722671 -1.13187224 2.26215424 1.42745372 -0.67187105 0.18228683 1.78158304] Distance 10.920057035044708 Each least square approximations [ 4.33530316 0.08168731 -2.30279452 -1.81927298 1.01435781 -1.16526183 -2.6807952 -3.46126903 0.0421841 -0.37665576 -0.12635051 0.02394687 -0.71248935 0.42345312 0.14800447 0.68202019 -1.71691726 -2.79090806 -0.3973147 -0.30665613] Distance 11.743779019782489 Each least square approximations [-4.21834712 -0.76874354 0.75128389 2.12798229 -0.36720999 -2.12133461 1.03597189 -1.28403904 1.57128774 2.16510885 0.54083988 -2.12953806 0.18224478 -0.83614983 -1.31063249 1.64771167 2.74128882 -2.73659804 0.67677002 0.5636451 ] Distance 11.638032772894505 Each least square approximations [-4.63410305 4.53250415 -4.94856851 5.14047929 1.63353038 -2.08930009 1.33020828 3.95995135 -3.1953281 1.88044107 0.40403875 -1.4452014 1.63917739 0.09080858 0.14543643 0.54657278 -1.02967477 2.2447775 2.33114664 -0.20120961] Distance 9.050499611670475 Each least square approximations [ 1.45567489e+01 -3.87409487e+00 -1.53099591e-01 3.61787368e-01 7.10347925e-01 3.45066424e-02 1.42394985e-02 -2.74362685e-01 1.12825879e-01 5.64122414e-02 3.97829803e-01 3.97943501e-01 4.08944481e-01 -4.90743410e-01 -6.97570347e-02 3.06717462e-01 -2.85190523e-01 -1.21285429e-01 9.30016295e-02 4.15967339e-01] Distance 1.0741621187598425 Each least square approximations [10.56619256 -2.82159388 -4.45350561 -0.82271921 -0.62337412 -0.55748498 -1.94023066 -0.34655385 0.21552637 1.87827429 1.73362831 2.11289333 2.30102981 -0.34441186 1.17255357 -0.11623393 -0.14601858 0.07497213 -0.04075129 0.46403207] Distance 8.192925511377913 Each least square approximations [-8.80576885 -5.23630695 -3.90656775 -0.88259229 0.51281611 2.88833959 0.91955061 -0.08338504 -0.43161759 0.38220605 1.24092692 1.3775742 -1.18318846 -1.47357703 0.38190103 2.27735035 -2.87881307 1.54927515 1.33688485 -2.32811174] Distance 8.299807174872873 Each least square approximations [-10.22405786 6.64913602 2.22257954 -1.93175847 -4.03562497 -2.15663731 1.77852712 -0.84353979 2.0214146 0.11069852 2.07499212 1.23129817 1.31941282 -1.78472635 -0.44185067 0.13810811 -0.26218308 1.5761892 -0.38456893 0.48739003] Distance 5.448782025446403 Each least square approximations [-9.21229095 -1.45912291 6.69151963 -0.03783626 -1.35037929 0.47403351 -1.67757575 0.24962386 -2.28196822 -1.68176318 -1.33999537 -0.53249779 1.84627672 0.90546145 0.80394374 1.73211691 0.37921995 -0.32157217 0.02855965 -0.59831466] Distance 8.638298776318702 Each least square approximations [ 9.81128393e+00 -3.88074299e+00 3.42167880e+00 -3.25772151e+00 5.10422831e-02 2.68026768e-01 -1.65925575e+00 1.68211811e+00 1.86485809e+00 3.62857046e+00 -3.68150428e+00 1.00286366e+00 6.43516039e-04 -8.69051312e-01 1.90452198e+00 2.59560120e+00 -6.24333801e-01 -2.89101922e+00 -4.75650909e-03 4.56718950e-01] Distance 6.27181132414604 Each least square approximations [ 9.53253205 4.34100129 1.64224918 -1.14524481 3.88851724 -0.81813739 -0.07374431 -1.23612655 -1.41894895 -3.72231491 1.98084129 -1.88278017 -2.08015719 0.19573093 -1.56849221 -2.83961113 0.21790106 -0.54848495 -1.20238977 -1.31188392] Distance 7.558252812721417 Each least square approximations [11.17919537 -5.64343372 2.23586852 -1.62037876 0.80904839 1.48813543 -3.08083851 -0.18473969 2.21592944 0.64280274 2.59757542 -0.52017071 0.08289089 1.0057224 -0.40974474 -1.06957277 -1.48405557 0.41650652 -0.92753702 1.47355425] Distance 5.74392021525656 Each least square approximations [-10.82658337 -4.45930255 -0.12667032 1.93026333 -2.84748842 -1.13405206 -2.56556083 -1.25653733 0.04925045 1.68556738 0.66834965 0.04063453 -0.99168172 2.09171885 0.30860288 0.28598534 -2.02683621 0.44217446 -3.23766559 1.2227247 ] Distance 6.812339250375985 Each least square approximations [-6.03237083 5.3630411 -5.32588629 3.40965003 -0.77348992 -3.2322515 -0.56153748 -0.4011914 -2.20813069 1.60226872 -1.2474513 -0.86200623 -1.81325148 3.2736176 0.24055574 -0.00937525 -1.29852589 0.9426637 -0.50009391 -0.48817963] Distance 8.28017726181686 Each least square approximations [ 9.60245744e+00 3.58435158e-03 -5.45202065e-02 -2.92463261e+00 -4.85661893e-01 1.77279007e+00 -3.76622243e+00 -3.49720327e-01 2.19542262e+00 2.14409025e-01 -9.46172831e-01 1.65932912e-01 1.88599646e+00 1.21577412e+00 9.27343499e-01 -2.61926919e-01 1.50592590e+00 1.03312323e+00 -1.08473179e+00 -2.30966887e-01] Distance 8.793592288518107 Each least square approximations [10.80597842 0.63941155 -1.91647865 -1.88998859 1.20917141 2.88882429 -2.17405061 -0.1148624 -0.22846892 1.01364663 0.46809923 0.10984051 -0.53891923 -0.71363387 2.13216409 1.04459576 0.45709538 -0.39281153 0.15333994 -0.6318184 ] Distance 8.036782187512088 Each least square approximations [-8.60153545 -3.29905537 -3.49840577 -2.46329659 1.23954234 1.47938685 1.16967615 0.7291646 0.62168933 -1.61493868 0.58249178 1.33635061 -1.86467034 -2.1117987 1.09870412 1.75995002 -0.43320244 -0.22745883 -1.42451904 1.20905278] Distance 9.06645626753669 Each least square approximations [-1.02856859e+01 3.20078298e+00 -1.04424292e+00 -5.41379277e-02 -7.51213078e-01 -9.37998883e-01 -7.43480067e-01 -1.03829556e-01 2.85966731e+00 2.29699085e+00 -2.57098718e-01 9.98440808e-01 -1.11421804e+00 1.68211879e+00 1.82208318e+00 -4.93231961e-01 6.89354168e-01 1.70936165e+00 3.68983812e-03 6.77118484e-01] Distance 8.182026895019863 Each least square approximations [-8.35734754 -3.6140146 3.3780695 -0.97139684 -1.16872194 2.27500104 -2.01293331 -0.60280777 -0.33894683 1.43927774 0.83248087 1.45258988 1.33910338 -0.06715921 0.78357849 1.37578794 -0.14965235 0.88180626 -1.17053963 -1.35154586] Distance 9.622101354190493 Each least square approximations [ 8.91103887 -2.15104495 6.59637999 -1.53080844 -0.21288647 1.72870038 -1.72923579 0.65008785 -0.42789709 0.73454059 -0.99064996 -1.41869377 1.21517423 0.7168333 -0.50146004 -0.75223067 0.46437466 -1.11701566 0.06211882 -1.51830021] Distance 8.090793004106756 Each least square approximations [10.35748632 4.45784567 0.58829802 0.74270242 2.59931019 1.50501531 -1.44893758 0.5115023 0.12551194 -2.61258356 -0.18004325 -1.0559265 0.05751438 2.26375821 1.46735122 -0.34381275 0.69927406 -0.95513155 -0.41070863 -2.25927731] Distance 7.1134613241555895 Each least square approximations [11.4951437 -0.88938626 3.19942274 -2.62281633 -1.77642741 3.01172669 0.68311247 0.79278786 -1.28928631 -0.43552929 1.22416041 1.20783105 0.03457542 -0.89387569 -0.26432482 1.19123494 -0.30749792 -1.64927724 1.14469207 1.75728888] Distance 5.866518673656384 Each least square approximations [-10.50229334 -2.76515111 0.81509986 0.18612031 -2.73073756 1.61488383 1.92321295 0.85717426 -0.57156081 1.42474442 -1.78036028 0.55016282 1.16137441 0.50118699 -0.6690481 1.17450972 -2.84809117 -0.28401827 0.43646243 1.99322956] Distance 7.572347016093932 Each least square approximations [-5.71705937 3.69201647 -7.28149599 4.1462501 1.3993387 -2.91097072 2.24623809 3.01536493 -1.81232004 0.88540887 0.10278894 -0.35033477 1.12631664 -0.48694255 0.54282175 0.26177575 -1.34461605 1.20907003 1.57371966 0.7224093 ] Distance 9.401857569885586 Each least square approximations [15.34621226 2.10949776 -0.02450457 0.29172109 0.01871395 -0.86384059 0.23463329 0.4164414 -0.07651686 -0.3503596 -0.4905406 0.09490768 -0.06590645 -0.23340648 0.25243827 -0.08122668 0.11138526 0.1956344 -0.13001344 -0.0929533 ] Distance 0.4801449368429186 Each least square approximations [11.01362264 -3.27907269 -4.91789509 -2.55686951 0.85427139 -0.74751789 -1.62890091 -0.21009745 0.74806099 0.47570919 0.54674222 1.78922064 1.75832775 0.05145552 1.88639633 -0.28982537 -0.33785335 0.17356811 -0.06695577 0.13182196] Distance 7.992527643914425 Each least square approximations [-9.40684624 -4.36386941 -5.72958781 -0.02128582 2.04787249 2.13680064 1.34923288 0.06048381 0.06009576 -0.29606654 0.86975326 0.71573608 -0.79789945 -1.94733911 -0.37344742 0.37404754 -2.62891983 0.65255915 1.00285007 -1.37581309] Distance 8.636133238673295 Each least square approximations [-10.91171973 5.83615546 2.98885269 -1.70470634 -4.80526836 -2.00203352 -0.20521838 -1.25649208 3.1096755 0.68497024 0.17797292 -0.52604063 0.80277571 -1.91529607 0.59321162 0.72364675 -1.21948629 1.15024474 -2.37263398 0.78967844] Distance 4.842174652773056 Each least square approximations [-9.88617411e+00 -1.99743104e+00 6.51750325e+00 -8.77394052e-01 -2.29879039e+00 1.04456018e+00 -2.53002013e+00 -1.07132132e+00 -6.67250814e-01 -1.06110274e+00 -1.27899565e+00 -7.16524455e-01 1.28262527e+00 1.39810932e+00 5.91172100e-01 3.09522468e-01 -2.46942784e-01 4.13394113e-01 -6.45871208e-04 -3.81148077e-01] Distance 8.648139916389624 Each least square approximations [10.49027476 -3.04564725 4.01256149 -3.92115022 2.09508905 0.73716556 -1.73216441 0.65508112 1.48369524 3.27415733 -2.21435165 0.9386765 -0.04644234 -0.7558443 1.62096774 2.00757583 -0.0343815 -1.65135572 -0.14871335 1.04636077] Distance 7.272444704613988 Each least square approximations [10.73679913 3.68767841 3.35251195 -2.05609586 3.99307363 0.10717622 0.33993298 -0.4512556 -0.822377 -2.84278161 1.31344773 -1.51955937 -0.82710268 -1.26691857 -1.82675062 -2.41663849 0.12850649 -1.3073229 -0.48038552 -0.97813275] Distance 7.351171958500876 Each least square approximations [10.73995405 -5.05283323 2.28296241 -4.3584684 0.26963867 -0.01237755 -2.43099417 0.16776533 1.25759544 1.14070289 3.1834877 -0.27199837 0.03126155 0.84679867 0.36024836 0.42523268 -0.57310352 0.01351771 -1.15452078 1.6404672 ] Distance 7.229233740810729 Each least square approximations [-11.22771974 -4.35717531 2.5172701 2.1391059 -2.97581497 0.14126246 -2.58433447 0.6221758 0.26811882 2.12373818 0.67468375 -0.76086706 -1.18947527 2.13586953 0.38177368 0.05078298 -1.81193497 -0.14009111 -2.48105139 0.97269997] Distance 6.91265658491739 Each least square approximations [-10.85954221 4.74397305 1.70430525 -0.94396948 -2.97309692 -2.40852444 1.26449137 -1.31989419 -1.93010453 -1.70829593 -1.19257572 0.17516105 -1.04224522 -1.18406319 1.30921533 0.3755099 -0.18841598 0.66962765 0.56201792 0.53847715] Distance 5.505898656798547 Each least square approximations [ 4.44319263 1.02506734 0.81575159 -2.49617346 -3.55775611 1.56989286 -2.99065219 -2.43553183 0.68506353 -1.93091391 -1.88374552 -0.12560887 0.62377215 -0.23096413 0.11155857 -1.78147987 1.50138013 1.47616815 1.54525081 0.9084559 ] Distance 11.37244747093202 Each least square approximations [ 6.58354238 1.47449794 2.98857054 -4.71120921 5.18511326 -2.89537783 -1.02916955 -0.65575053 0.92436497 2.35222652 1.54245614 -0.3320217 0.01187694 -0.73754307 0.63502164 2.06445297 1.13161676 -0.86640743 0.96294635 -1.06690794] Distance 8.629689040183495 Each least square approximations [-6.33015418 -3.7283957 -2.03602373 -1.3549307 -2.03944772 -0.75986321 2.28264283 -0.86542784 -0.46092063 -2.62144918 -2.61695303 2.8616775 1.27435593 -1.33304942 1.80415338 -0.42371792 -0.89444348 -1.30322469 -3.29943988 0.23247404] Distance 9.644218706034417 Each least square approximations [-7.66501519 -3.93830099 0.83141533 -1.21723312 -0.63486184 -3.52798412 1.39880424 0.63403807 -0.20158703 0.34414354 -0.5884887 -0.7116733 -0.90387421 -0.04156423 -1.00115127 0.80056108 0.40793146 1.92355295 -1.97899603 -0.39206144] Distance 10.148997528133428 Each least square approximations [-7.77151217 -2.11100618 1.17023344 1.24275331 -1.4460019 2.62085286 2.2283224 2.82964001 1.2960778 0.40418909 2.49114154 1.44975511 1.79195994 -0.17954301 0.5772202 0.10100529 -0.88937444 0.34969312 -0.64120527 -1.21786973] Distance 9.990629007277667 Each least square approximations [ 9.41551484 1.73144795 1.30569694 2.25089683 1.2585405 -1.78116676 -1.08489204 2.27952326 -1.97390331 -2.17442069 2.11309547 0.11789658 1.67959884 2.01044933 -1.83644963 -0.62827529 -1.67435146 -0.45948651 0.24635104 -1.7150251 ] Distance 8.170391838818963 Each least square approximations [ 6.27786238 -1.55368482 -2.30024982 -4.32407236 2.00633592 1.11093716 -6.06161346 -0.72647549 1.12880758 -0.04296562 1.18940702 -1.41977154 0.71570079 0.05715188 -0.06457172 1.84534535 0.31371548 -1.3215636 -0.51542871 -1.04993567] Distance 9.266462737083895 Each least square approximations [ 7.55166074 3.07365577 -0.21965833 -2.09439206 1.12437941 0.55045058 -2.46871236 -0.58819233 0.78836622 -1.71333103 0.24548344 3.53360041 1.64757544 1.14165085 2.20935008 3.5700433 0.07204792 2.31155649 -0.95648914 -0.03695338] Distance 9.117370691043934 Each least square approximations [-6.63587 2.96220314 0.90052547 1.20027428 -2.13034195 -2.4471471 2.90038066 1.09200448 2.01643311 4.54781003 0.32647318 -2.01362133 -0.26188872 -2.75499264 1.16797984 1.74320542 -0.1395021 -0.33550765 1.76566074 1.28048055] Distance 9.21972607787003 Each least square approximations [-11.46736094 -0.13594278 1.44625653 -1.42665775 -0.66797369 -0.54181333 3.31212568 1.19481217 0.08989231 1.01212013 0.743595 -0.7125012 -0.04203413 -1.1016415 0.11593082 -1.68825722 -1.46565668 -2.70305973 -2.40705512 1.2723736 ] Distance 5.95177185355733 Each least square approximations [ 3.47250515 2.23476144 1.16956396 -2.08207583 -1.20101906 1.05205887 -2.3064069 -3.08618514 -1.25888315 -0.41197691 -1.32598194 -0.6719421 0.15577432 1.22109841 0.27277419 -0.83566398 0.86851349 -0.61791133 2.69391607 -1.56897375] Distance 12.247062913236455 Each least square approximations [ 5.09065112 -0.59891668 1.42767153 -1.69083039 4.47972703 -4.7543137 -1.3716563 0.54192955 2.58671129 2.46391965 2.26851494 1.16149165 -2.06837671 1.85474004 2.62445113 -0.67551279 1.21483768 -0.39744731 1.49001508 1.41789962] Distance 9.541777893687497 Each least square approximations [-5.41808525 0.15854292 -3.27192791 -0.47645118 -3.42219866 -3.15890927 3.43570006 1.29026022 -0.80312833 -1.79348562 -0.92163562 -0.08362045 3.3439551 -1.93488676 1.31197366 -0.69072235 -2.14517038 0.37938841 -1.99503656 -1.36280127] Distance 9.967397746728011 Each least square approximations [-5.90757511 -4.26208174 2.32194382 -0.13504698 -0.16243508 -3.79283965 -1.6247706 -0.40621984 -0.90305273 0.56899509 -1.89718786 -0.69918202 0.30774222 -3.05272713 -0.15118807 1.40844798 1.40321409 0.13146439 -0.95409722 -1.63837617] Distance 10.455930162210109 Each least square approximations [-7.67542646 1.23558962 -0.17348357 2.41227067 -0.68005518 4.45029315 1.06189765 1.85158551 3.60585937 -1.30195776 3.80672769 1.83574007 -1.02256201 0.23795415 0.39739797 -1.79951662 -1.55263383 1.70519029 -0.33458858 1.03642397] Distance 8.519016921816558 Each least square approximations [ 7.76299070e+00 3.30645365e+00 1.26648314e-02 3.10553520e-01 5.68320196e-01 1.65604367e+00 -1.16536371e+00 1.90080578e+00 -3.45791563e+00 -2.05187740e+00 2.03114030e+00 2.09332229e+00 5.69807391e-01 -6.50646163e-01 -1.62688056e+00 -4.20730756e-01 2.52547157e-01 7.28639354e-01 -5.49240168e-03 1.28443979e+00] Distance 9.870436006096073 Each least square approximations [ 4.34188112 -1.03220917 -3.27519267 -5.00046581 3.26441856 1.58964214 -1.79855165 0.87784538 -0.19530251 -0.99066118 0.28267228 1.63971803 0.07390525 -1.47893328 -2.7076756 3.5053754 0.96282954 -0.53228565 -0.25173596 0.74541619] Distance 10.343087643000741 Each least square approximations [ 5.42837601 2.88759859 -2.36281434 -2.01459779 -0.62708447 -1.76944031 -4.52284268 -2.16526588 -0.62417907 0.83087242 2.52799317 1.88000163 0.4318701 1.62870654 -0.48151244 1.99341398 -0.74387983 -0.57019973 -0.03960536 -1.45540425] Distance 10.492036924865278 Each least square approximations [-4.27164325 2.48377328 3.24290592 1.33515434 -2.42962951 -1.56681768 0.91521207 -0.4165273 2.01112858 1.75682119 1.12240129 -4.41823827 -0.6748832 -0.76318488 -1.15744463 2.03057941 1.72565474 -0.80405918 1.43511276 1.19546137] Distance 10.93785677596004 Each least square approximations [-11.60507911 -0.64770695 -0.01296329 -4.03465524 -3.69253654 -4.27578038 -0.03951561 1.14468972 -0.85258746 0.33436376 -1.14953462 -0.34986893 -0.77508371 -0.64087702 1.16340499 1.39270729 -0.39686519 0.16531136 -0.1268533 0.88929422] Distance 3.722427198335186 Each least square approximations [ 3.64394409 3.03434502 0.16512155 -1.55730587 -2.14702191 1.86988878 -1.70687158 -2.80434609 -1.25121076 -3.44711897 -2.12499591 -0.48403942 1.59128926 -0.63420846 0.63873782 -0.29803502 0.24356404 0.8182266 0.47435602 -0.18267478] Distance 11.815324723701668 Each least square approximations [ 6.68181623 2.87175248 2.10946802 -5.24038775 3.04023729 -3.26854871 1.10367973 -0.13135706 2.35176902 1.02390866 2.79833756 -0.70394885 -1.02123822 1.21797972 0.22118914 1.37217388 1.00593027 0.11948926 2.80444024 -0.25101589] Distance 8.470875194519655 Each least square approximations [-7.31536870e+00 -1.80129906e+00 -2.76502003e-01 -5.17443101e-03 -9.67024786e-01 -1.89420833e+00 2.79714468e+00 4.31407881e-01 -4.45132191e-01 -2.43201280e+00 -1.13242114e+00 -2.48373277e-01 -1.14914597e+00 -2.34623330e+00 2.01840026e-01 -1.53895912e+00 4.76567471e-01 -1.42116696e+00 -1.71104918e+00 2.06828381e+00] Distance 10.51321188873244 Each least square approximations [-6.28082536 -2.80896268 1.68132567 1.09448203 -0.26905738 -3.18086799 -1.07968411 -0.62311144 -1.99610777 1.41365424 -2.43726585 -0.57207741 -0.326767 -0.58154836 0.21967936 0.67317666 1.03335514 0.394279 -2.38850098 -0.27585858] Distance 11.078411041720509 Each least square approximations [-7.3723532 -1.95158354 -2.24758446 1.04265068 -3.19953184 4.21778782 -0.2635886 2.404485 0.85858067 -0.64921461 2.38654201 1.04537073 1.96308428 -0.8465954 0.14682309 -2.01842581 -1.27574357 1.57345392 0.64243594 1.03150618] Distance 9.255838494761875 Each least square approximations [ 7.67891693 5.10109079 1.59273413 -0.69062423 2.9364513 -0.73888356 -0.67327931 2.29299511 -3.23206737 -1.73318629 0.32019084 2.52046217 2.66494817 2.27276302 -1.74199539 -2.34626373 -0.83031302 0.62291899 -0.49078223 -0.54226243] Distance 7.799692145215015 Each least square approximations [ 6.14125023 -0.98269188 -0.87378845 -3.08543398 1.30076426 -0.25976325 -4.72507818 2.5421115 0.74148369 -0.12884109 2.28733178 -0.4298863 2.0770909 -1.39129367 0.06166559 3.30222086 0.27796002 -1.60937531 0.28818303 -0.69511998] Distance 10.00764892758965 Each least square approximations [ 6.51879944 4.08005731 0.32779789 -4.41988969 1.10149067 -1.30855891 -0.21035392 -2.5860305 1.6202521 -2.09577527 -0.16646091 1.64611421 0.33675502 -0.07662593 0.02662871 2.63507012 2.25123087 1.38392164 -0.92810331 -0.65233789] Distance 9.618202537333222 Each least square approximations [-5.72565507 1.93076542 3.08470467 -0.87568992 -2.74816903 -0.47812022 1.71256501 0.44235144 2.20028345 2.7581892 0.85021311 -3.07230287 2.04693231 -2.73416613 1.22884627 0.67394748 1.31648958 -0.66535438 1.82924404 0.73114805] Distance 10.297592444535391 Each least square approximations [-5.52553106 2.83458626 -8.37835682 1.55726528 -1.8226774 -3.00389811 1.54524785 0.61461872 -1.94786911 0.57112488 -0.61428656 2.22646953 -2.43130662 0.54864651 0.87060712 1.99698798 -2.39372595 0.85970507 -1.02472476 -2.11790239] Distance 7.853244576602553 Each least square approximations [ 9.60968426 3.63176698 -0.84417813 -2.47418292 -0.42354383 5.25525913 -1.7682049 -0.2359748 -0.96274972 -1.8338931 0.69982358 -1.84789979 0.55193945 -0.41490844 0.11608477 0.72693032 -0.01012107 1.25583506 -1.69494913 1.36341441] Distance 7.84340321191231 Each least square approximations [ 9.7783464 0.39704702 -2.64123152 -5.68191081 2.94174657 2.46535866 -1.5851751 -1.13282391 1.22920386 -2.80999255 -1.03093234 1.11332928 1.61973207 0.23460991 0.77168976 -1.40493184 -2.07168193 -0.46695963 -0.72944573 1.62299434] Distance 6.4957922882343935 Each least square approximations [-9.7316657 -1.04287205 -4.75680252 -0.28825499 5.26565866 -2.19526613 2.38853471 -2.03436396 0.95880998 -0.06538118 1.18520975 1.05462318 -1.47920414 -2.34861107 -0.26205197 -0.61642882 -0.93211627 -0.27256254 -0.02826306 0.73369496] Distance 6.8133561390529795 Each least square approximations [-10.68496163 0.91827105 -0.47011478 -0.88978965 -3.58490029 0.15765477 -3.16757039 -2.45742145 2.48345787 1.92324372 0.20776522 -1.08093368 0.0464537 2.68248344 0.8778925 1.10574005 0.755444 -1.18954885 -0.38991271 1.03425339] Distance 7.206989741568335 Each least square approximations [-8.60900214 -3.6827391 3.58978233 -2.56668489 -4.27439118 1.78278207 -3.67758102 -2.03715296 0.36417688 0.80116332 0.074145 0.17012149 1.94779314 -0.1428445 0.70017936 -0.64972535 -0.25627951 -0.02897375 -0.43645212 -0.23466783] Distance 8.262421370470173 Each least square approximations [ 8.29581023 -1.75897206 5.12439766 -3.59488508 5.25474512 1.0002965 -2.94993192 -1.77148149 0.3000462 1.81009189 0.57864085 -0.14322523 -0.34967153 0.95553873 -0.35105348 -0.85017695 0.18020849 0.05113571 1.47569251 -0.32280911] Distance 7.80513398536998 Each least square approximations [13.00283452 0.10422396 3.98706758 0.52110813 0.95854875 3.56820057 -0.69563407 0.62593835 1.34739116 0.3409329 0.50145358 0.60208963 -1.27035785 -0.27998131 -0.81795171 0.30006788 0.15208366 0.28028082 -0.19981076 1.11274909] Distance 3.772843720789158 Each least square approximations [ 9.50671523 -1.95265226 1.52537462 -5.39280725 -2.86831091 -2.21980181 1.68108452 1.47848594 1.90495861 1.71733561 1.42624681 -1.33082301 1.83761332 0.40942321 1.30216807 2.34663117 1.10560405 0.10401985 -0.82835508 1.25153121] Distance 7.2116835887273405 Each least square approximations [-11.39231198 -0.30207319 5.58191978 -1.88549886 -0.31014824 1.49192341 0.72866957 1.78065397 -0.5206766 2.86505574 -1.80725082 1.84469183 -0.99273591 0.8845647 -0.26175873 -0.10137185 -0.55126098 0.2673126 -1.84959507 -1.0355752 ] Distance 5.2833351258902015 Each least square approximations [-5.39213397 3.72448738 -7.05385204 4.33297564 1.43447603 -3.66856694 2.09992197 2.78827577 -1.79659782 1.14065111 0.52785085 -0.42889449 0.50622452 -0.61952206 0.69833335 0.31766623 -1.59100354 1.42433583 0.90828359 0.46144201] Distance 8.961460714459 Each least square approximations [14.81978099 1.43777247 -2.31347963 -1.16185559 0.47020908 0.05411442 -0.4627629 0.1382377 -0.17997583 0.54927935 0.4062575 0.11973429 0.17328408 0.42112769 -0.25200984 -0.32446302 0.07006961 0.41649967 -0.48230706 -0.19972508] Distance 1.0542563910351024 Each least square approximations [11.25516865 -3.32251978 -4.22947655 -2.27088463 0.11170919 0.28130606 -2.64510806 -0.43226214 0.43544494 0.49504526 0.13318201 2.43500833 2.02738808 0.74333008 1.60526704 -0.87913679 -0.62142665 -0.14914324 0.54292677 0.85761059] Distance 6.887168558940866 Each least square approximations [-9.23818172 -4.5339806 -5.90884632 -0.14281696 2.03637305 2.05428292 1.18436135 0.03364248 0.60571983 -0.08990668 0.84864689 0.54751279 -0.96851195 -1.95563542 -0.3196173 0.37013778 -2.60975803 0.47273487 0.72895397 -1.78988188] Distance 7.9706893390459115 Each least square approximations [-11.2413321 6.0745621 2.65980517 -1.41713143 -4.2509361 -2.13329675 -0.40484913 -1.54566163 2.23167727 0.48172243 0.41859808 -0.39750152 0.51296651 -0.98035069 0.65384611 1.20871602 -0.23348719 0.79195955 -1.56870051 0.41637134] Distance 4.6695932044593444 Each least square approximations [-9.64151727 -2.16298815 6.80950477 -0.73001901 -2.51202638 1.06691705 -2.52227218 -0.96579108 -0.53308617 -0.97185307 -1.19204928 -0.63585684 1.17005299 1.64452527 0.47523002 0.31015229 -0.03692464 -0.1306347 0.07012846 -0.54299054] Distance 8.015854876201661 Each least square approximations [ 1.04128594e+01 -2.69043566e+00 4.22105616e+00 -3.73245473e+00 2.41750841e+00 6.07180112e-01 -2.50237211e+00 -3.14049882e-03 1.04710117e+00 3.25061325e+00 -2.15880940e+00 -1.23227640e-01 -1.03280504e-01 -7.09709267e-01 1.32665581e+00 1.48535642e+00 1.43870765e-01 -1.68584867e+00 -2.00527847e-01 9.78328006e-01] Distance 6.836346543479923 Each least square approximations [11.04114439 4.19572971 2.9952992 -1.24342922 4.39909354 0.09036796 0.52689117 -0.56221151 -1.19561243 -2.46704876 0.61789555 -1.38064119 -0.86048894 -0.8761712 -1.91537172 -2.04700729 -0.08333209 -0.65859282 -0.57609858 -0.63722775] Distance 6.400953507937761 Each least square approximations [10.58088489 -5.29693463 2.21697709 -4.36194563 -0.32035263 0.47912932 -2.23826015 0.14889876 1.48127855 1.68527626 2.97433869 -0.32309795 -0.86611094 0.82791016 -0.05012029 0.88848643 -0.59942521 0.32134908 -1.17341249 1.92194113] Distance 6.343488095603118 Each least square approximations [-11.38158455 -4.93660995 2.49704899 1.73555874 -3.03315942 0.23008878 -2.34419011 0.66126947 -0.26515617 1.92987312 0.32450953 -0.46639288 -1.28338362 1.72819179 0.20017036 0.57380803 -1.39801659 0.26282572 -2.12732251 0.46889272] Distance 6.088635705467382 Each least square approximations [-12.00736007 -0.02550765 -0.62372363 -4.84368716 -2.19397504 -2.29517357 -1.43173437 1.51704972 -0.6699925 -1.70671889 -0.8422392 -0.66493409 0.20422218 0.47700187 -0.77004469 -0.62444207 -0.46707662 -0.03199939 -0.71667102 0.6333255 ] Distance 4.04840472032615 Each least square approximations [ 3.08764564 2.72719558 0.70131455 -2.10823272 -2.11933855 1.51049134 -2.37457009 -1.27059708 -2.38539607 -2.30642361 -3.2939498 -0.4134021 0.87346571 -0.98645673 0.79074209 0.05928517 0.55280752 0.65313217 0.41929649 -0.31224909] Distance 12.017253954576846 Each least square approximations [ 6.23700526 2.65354906 1.235891 -4.20246953 2.94451299 -4.04578812 1.88002312 -0.10815907 1.37107484 2.52701124 2.34791567 -2.41399924 -0.26865046 1.55746135 1.24650017 0.32471385 3.0172516 0.25371979 3.20791816 0.62136797] Distance 8.272058238880383 Each least square approximations [-7.42844097 0.05782078 0.50610386 0.63812755 -1.03260302 -1.54524617 1.9445621 2.51379319 -0.42086083 -3.34585197 -1.67658027 0.02323584 0.57020634 -2.62640575 0.23868835 -0.96637472 0.14685524 -0.15023901 -0.61570687 2.04188405] Distance 10.457363342152597 Each least square approximations [-5.28906579 -3.28865207 1.23297819 -1.29670591 -0.49723062 -3.68114989 -0.28461897 0.93128648 -0.44175513 1.54607087 -2.80264306 -0.73355203 -1.16384729 -1.08524143 1.20578238 0.74962255 1.37296703 0.3293889 -0.88784617 -0.59398375] Distance 11.417116664304805 Each least square approximations [-8.01660114 -1.26151959 -3.4024569 -0.81726731 -0.75886136 4.22676483 0.67042099 1.87382102 0.91658 0.49363145 1.59213182 2.4135779 1.9731085 -2.53788714 0.28369163 -2.3202979 -0.35750607 2.21213017 0.53721969 1.00627509] Distance 8.583725365955983 Each least square approximations [ 8.00118481 5.73146175 0.56684974 0.97520231 2.24048948 0.38854516 2.27650088 1.16619651 -2.98588033 -1.18849272 0.31199008 2.22592042 1.17916048 0.96434326 -2.60486521 -3.0178954 0.11385671 0.60739524 0.83274662 -0.7610445 ] Distance 7.787622109862922 Each least square approximations [ 5.07837343 0.02272188 -1.08819483 -3.43936504 0.81999992 0.5493256 -4.69235164 1.35984841 0.68479387 -1.56706905 2.00933038 0.2155121 2.62227959 -1.80850175 0.08086535 3.76364207 1.10606554 -2.64469426 0.19527641 0.1287845 ] Distance 10.124443408846913 Each least square approximations [ 6.27754495 5.57725045 -1.0589109 -4.87479709 2.14585103 -1.67097806 -0.58901626 -3.10931725 1.75471745 -1.4624497 -0.85928491 2.29435246 0.63088929 -0.2178401 -0.18418781 0.73601941 0.27528782 -0.19943249 -0.3615693 0.25525507] Distance 8.965856337905922 Each least square approximations [-5.2184272 1.78737529 1.63558812 0.4744379 -2.60386959 -0.07747737 1.82253828 0.3020196 2.8496507 2.10543193 -0.21765594 -2.73316283 0.34624799 -1.72185398 0.78141242 0.72140176 1.35954669 -1.87747068 1.75571429 0.3454222 ] Distance 11.373723624123937 Each least square approximations [-11.37702321 -3.64183363 -1.0621237 -3.85278043 1.65376959 0.59493073 -0.54426761 0.80453179 -2.18339018 -3.23295705 -0.22334591 0.20478647 -0.23455059 0.56286781 -2.22130765 -1.16561454 -0.18941044 -0.09323964 -0.44731925 -0.51355745] Distance 4.354001748162466 Each least square approximations [ 2.01797163 2.60068987 1.74252153 -1.42560582 -2.35282364 2.16911494 -1.55360682 -0.51850257 -4.3368857 -0.81517966 -2.32020187 -0.4862905 0.20127765 -0.51691021 0.11036929 0.53850842 1.05324894 0.3433104 0.62318059 0.38599018] Distance 12.159368842864009 Each least square approximations [ 4.2230572 0.35956584 0.44112488 -2.46830791 4.309128 -3.92511372 2.18186866 -0.72527711 2.12612024 3.17491058 1.69845027 -2.2881039 0.1900663 3.37977496 1.05044621 -0.64095388 3.89577212 -1.40097116 2.952458 1.14225377] Distance 8.819172396586751 Each least square approximations [-5.88631714 3.65008752 -1.3885277 2.01722284 -1.20128978 -0.43509134 1.21964876 3.37830862 -0.0864281 -2.51951167 0.06111679 0.69270643 1.86249204 -2.2822665 0.21481508 -1.08929373 -1.20681572 0.43170288 1.32865229 1.16202511] Distance 10.683436203542595 Each least square approximations [-3.81922657 -3.14740721 1.05637285 -1.85175976 -0.5368892 -3.53418843 -1.42859691 1.81810735 -0.24143891 -0.05432516 -3.49536542 -1.46689823 0.97556384 -1.21663521 2.01877544 0.51780089 1.1043555 0.77787236 0.99049047 0.04741116] Distance 11.531202390140699 Each least square approximations [-7.20560187 1.891499 -3.14035224 -2.12917995 1.04260501 4.75520029 -0.31390274 0.90731913 1.42635748 1.11908806 2.25638973 0.72171435 0.64207985 -2.4967686 0.63406225 -3.15297655 0.26814997 0.86359283 -0.38184757 1.69476356] Distance 8.9390671110638 Each least square approximations [ 6.71858962 7.12535332 -1.4475094 -1.590459 0.85782773 2.21924344 3.5390815 0.03303996 -2.23596068 -0.22866801 1.29286397 0.37317863 -0.60826287 0.63125346 -1.71025235 -1.2213987 1.4509309 1.18844955 1.23077882 -0.8386845 ] Distance 8.22434238305021 Each least square approximations [ 3.30013381 0.82405579 -0.91298252 -4.43259625 0.55551413 1.14294909 -3.88319399 0.41647826 1.28663213 -1.57764992 0.65933959 1.11270123 1.81960408 -3.00937603 0.01735419 3.48923052 2.57643863 -2.05190331 0.49499272 1.13839436] Distance 10.60554770798073 Each least square approximations [ 4.32012275 3.93739008 -2.82128243 -5.41153637 1.6067181 -2.65258413 -0.70923045 -4.03871885 1.37531007 -0.65383052 -2.14449554 0.60155401 1.1618075 1.40497437 -0.44610553 -0.8860897 -0.94606804 -2.14543489 -0.16250421 0.04000621] Distance 9.44399624477619 Each least square approximations [-4.01194132 1.33400572 1.69503505 1.62225517 -1.69916268 0.38433948 1.52301026 0.59171631 1.90403996 0.50117136 0.28314741 -2.08103524 -0.48307928 -0.97964355 0.07554505 0.66378777 2.79043422 -2.76416588 1.14307454 0.98026635] Distance 12.142460327394335 Each least square approximations [-4.90982956 4.05088789 -5.76444248 4.41297935 1.19211259 -2.51761297 1.71240646 2.85343481 -2.8500196 1.56886262 0.74621057 -1.00064217 1.50824246 -0.11614204 0.37127698 0.71327964 -1.11738002 1.87866315 1.9742324 -0.50168974] Distance 9.696369564487094 Each least square approximations [ 1.47034419e+01 -1.87468982e+00 -1.98058679e+00 -8.34619445e-01 -6.00804935e-05 2.82206350e-01 1.09000931e+00 4.79357076e-01 -1.77316857e-01 -8.26223113e-02 -3.60798537e-01 -1.11371051e+00 -2.84477789e-01 2.82617541e-01 -2.33140834e-01 1.28993191e-01 -1.14482987e-01 7.41405928e-01 -3.36392550e-01 5.77717704e-01] Distance 1.2665522827449218 Each least square approximations [ 1.09433549e+01 -2.53828722e+00 -4.06260883e+00 -1.22630300e+00 -3.99123754e-01 1.97855158e-01 -2.61501652e+00 -4.32275131e-01 7.34450074e-01 1.22633806e+00 1.23561950e+00 2.20957043e+00 3.04718212e+00 -5.42693345e-03 1.12236479e+00 -7.54704264e-01 -3.69393971e-01 9.87549001e-02 -1.12132419e-01 6.40479592e-01] Distance 7.649112665714277 Each least square approximations [-9.05333575 -4.79324998 -4.75527622 -1.08188144 1.16742234 2.2235312 1.0269086 -0.14759448 0.0566463 0.81146392 1.19726529 1.23814957 -1.51601726 -1.33919098 0.2200797 1.57884604 -3.08761946 0.69668544 1.35038135 -2.17930343] Distance 8.192661364416296 Each least square approximations [-10.41060444 6.58836787 2.34088008 -1.63136596 -4.43231492 -2.61043807 1.12299688 -1.30515645 2.47360994 -0.03431781 1.06835653 0.83010612 0.94558204 -1.04844421 0.0313885 1.03661013 -0.37032938 0.97954162 -0.35869451 0.27895073] Distance 5.329338860816082 Each least square approximations [-9.40429511 -1.98333684 6.4936857 -0.39169683 -1.88142536 0.16106715 -2.20011047 -0.13564836 -1.77971586 -1.41602558 -0.77796751 -0.82542785 2.32179418 1.14727232 0.78398669 0.78877252 0.58718222 -0.70607091 -0.07041043 -0.65803928] Distance 8.442302909713774 Each least square approximations [10.01021185 -2.88582121 3.93787878 -3.16871147 0.87188233 0.21471442 -2.24257589 0.73361228 1.91342578 3.14543234 -3.09638984 0.63615397 -0.59379727 -0.36986009 1.726371 2.2927325 -0.32619622 -2.61554753 0.47737493 0.5931401 ] Distance 7.058512716181343 Each least square approximations [10.51369597 4.25874673 2.14195961 -0.58530498 3.7663479 -0.78793014 -0.37572601 -0.98452387 -0.91625134 -3.32798187 1.06550462 -1.42449895 -1.67239325 -0.26094369 -1.34152188 -2.65201965 0.46435934 -0.27422864 -0.90105844 -0.72314102] Distance 7.2216327313802555 Each least square approximations [10.98350738 -5.51978926 1.71724512 -2.57444261 0.0826923 1.42762747 -2.62836128 -0.0935834 2.59891973 0.84849996 2.35915178 -0.85268981 -0.04099109 1.25163767 -0.24349382 -0.22703759 -0.57924471 0.26723171 -1.28365653 2.27646015] Distance 6.1440763323900365 Each least square approximations [-11.36711759 -4.6848957 0.52867753 1.50989066 -3.21116471 -0.39565001 -2.19933205 -0.28200028 -0.53951061 1.43854764 0.49582821 0.56204383 -1.14961036 1.74950443 0.30668472 0.33445442 -1.3699628 0.51814945 -2.85882804 0.58062871] Distance 6.542749550423513 Each least square approximations [-5.44676393 1.92616534 -6.04887827 1.52411511 -5.13608143 -2.27595544 0.68703834 0.19382406 -1.95331183 0.87056519 -0.45202399 1.05818747 -2.39961694 0.70165568 1.50993305 2.36291552 -2.69279217 1.13741908 0.01095714 -0.33017519] Distance 9.152285010786121 Each least square approximations [ 7.58870847 3.27435035 -1.22087514 -1.47040458 -1.3130719 4.35555712 -1.13405191 -0.6777401 0.07758359 -3.95200127 -0.09209696 -0.46008197 2.2690264 -0.52278997 0.40421543 -1.12918063 0.08154805 1.16493942 -0.05695305 0.40284667] Distance 9.907100490263101 Each least square approximations [ 7.47331911 1.73452434 0.11804438 -5.71407946 3.95764172 0.14296593 -1.69615722 -0.54382152 2.11038154 -2.0970081 -0.40561049 -0.03291875 -0.04197714 0.90901355 1.12925847 -0.63572034 -4.36272581 0.79127234 0.62651143 0.67194509] Distance 8.624388740024965 Each least square approximations [-7.88409755 -1.80787958 -4.18786027 -1.75553874 4.11902554 -0.95529824 4.10029643 -2.31376014 -0.56747094 1.65762263 -0.38498797 0.86969015 -0.47805563 -1.3562748 -1.16915541 -0.09185207 1.41940647 0.78978486 -0.30298197 1.78182345] Distance 8.796152583861858 Each least square approximations [-9.17085649 -0.99987248 -1.02559615 0.88353773 -4.19609434 -0.04926387 -0.82351378 -2.46626624 -0.52984751 1.63886207 1.40463869 -3.04762643 1.02658638 2.18166514 0.32833036 -0.10179768 0.95506881 -0.08065518 -3.23027978 -0.22514519] Distance 8.597501243626706 Each least square approximations [-7.91865323 -4.11181217 1.17928985 -0.12973608 -4.74737065 0.60630074 -4.20398556 -0.94796765 0.08786944 1.12285553 -0.81620013 1.09286022 0.18802584 0.41755389 1.18795637 0.35459839 0.47728287 0.0553528 -0.18646198 0.62014649] Distance 9.421502866426973 Each least square approximations [ 6.46067003 -1.76843854 4.02425031 -3.21910934 5.08390448 -0.84183899 -2.72510344 -0.13854126 0.12581099 1.54149658 1.47054562 -0.39485783 1.20758661 2.37093322 -0.10814402 -0.6166682 -0.02540705 -0.98232824 1.449476 -2.07395289] Distance 9.581889743063583 Each least square approximations [12.02096577 -5.53852706 1.40333565 -1.63434164 1.16589324 -1.26049605 -0.47412447 2.41155573 -0.12821076 0.30727989 -0.32972645 -1.91455649 1.39347086 -0.32842443 0.91925719 -0.8170621 0.21326375 -0.38327651 -0.03079676 -0.79364779] Distance 4.439495402647178 Each least square approximations [ 7.84848799 -0.92118118 1.5336513 -3.26058672 -3.16875644 -2.39919542 0.29168882 1.32311951 2.72798994 -0.38558451 1.64597163 0.17125678 1.61731443 0.44936953 1.47800227 1.56963099 1.40748221 2.54708874 0.4986052 -0.33994429] Distance 9.853728140295877 Each least square approximations [-9.79851557 2.91161084 4.86491034 -2.55269362 -1.55965311 -2.91943244 -1.43588985 2.56240037 -2.09764813 2.15578692 -0.01633635 0.13209518 1.34925684 -0.31132545 1.79252429 -1.41733715 -1.25665099 0.38447586 0.41182269 -0.98542345] Distance 6.592418195886363 Each least square approximations [-5.85576635e+00 4.42432434e+00 -6.31684596e+00 4.89252299e+00 2.23160715e+00 -1.81825074e+00 1.60619700e+00 3.32775370e+00 -1.99028452e+00 1.31361592e+00 3.02415740e-01 -5.37126900e-01 1.57536263e+00 -1.98703679e-04 8.99456846e-01 7.62881423e-02 -6.27404379e-01 1.45227695e+00 1.66166863e+00 -5.38545181e-01] Distance 8.470177319032324 Each least square approximations [14.0843862 -1.12900914 1.18134992 1.21541571 0.88843399 2.41224398 -0.31811044 1.01231961 -0.85564982 0.54492768 -1.32484578 1.66149437 -0.52804308 -0.12074604 0.3901219 0.1760396 0.75744198 -0.72215672 0.63118215 0.77525653] Distance 2.817332316841982 Each least square approximations [10.4248392 -3.25550276 -5.4813358 -1.44778307 1.07109091 -0.72479653 -1.44402054 -0.9993472 -0.16458937 1.41855133 1.47058088 1.19735579 0.38920418 -0.53198962 0.67394755 0.16540058 0.0694618 0.13062137 -0.20628939 0.12861599] Distance 7.968642929817539 Each least square approximations [-9.77433649 -4.45944955 -4.84904238 0.58226123 0.62164505 2.61693346 0.78016398 0.69190856 -0.42870648 0.14607446 1.12243971 1.34029726 -0.57270395 -0.74797306 -0.14092568 1.18699809 -1.98894519 1.48755861 1.41371229 -1.94674808] Distance 7.8212226284051685 Each least square approximations [-10.59174638 6.40673761 1.73377996 -2.71555209 -4.02510455 -1.11835201 -0.08974009 0.37295433 1.90800933 0.21614169 1.64237008 0.18406724 2.08119095 -1.75494739 -0.08966002 0.18438253 -0.59667074 1.12994723 -0.47082055 0.07392886] Distance 5.418721020966653 Each least square approximations [-9.97048644 -0.68819985 6.4188446 -1.0400093 -2.01870056 0.84187864 -1.37518561 -0.40690494 -0.76865403 -0.69172504 -2.11007744 -0.58796622 0.84459833 0.51158298 0.99456157 0.3797286 0.3730901 -0.39147455 0.07901347 0.10496923] Distance 8.307316909027074 Each least square approximations [ 9.82388432 -3.69297722 3.36445015 -3.18984158 1.93913229 1.09947048 -0.94059236 1.24264838 1.53882515 3.38027252 -1.50006977 0.87916563 -0.52033068 -0.51874479 1.40111139 1.9608786 0.16329524 -1.85535763 0.0485584 1.50518039] Distance 7.639596625911354 Each least square approximations [ 9.88108345 4.49110419 2.32471398 -2.69992022 4.00435345 -0.75899276 0.35894816 -1.06490713 -1.72157561 -3.37390869 1.794257 -1.9371603 -1.31075595 -0.62891482 -2.27704748 -1.92498123 0.77392432 -0.75032876 -0.26731639 -0.15508764] Distance 6.659655863496224 Each least square approximations [10.98708091 -5.29307563 1.12327189 -3.25175552 2.09762061 0.36333571 -2.68235924 -0.37469683 1.12978782 1.31057657 2.80932343 -1.00008778 -0.38841811 -0.21042523 0.63358717 -0.71602446 -0.89674861 0.0768303 -0.5748227 1.12501457] Distance 6.202214186259648 Each least square approximations [-11.21117415 -4.53895259 1.19097521 2.81584264 -2.03935295 -1.40212876 -3.24933039 -1.05419869 1.06813996 2.14144994 0.50382405 -0.59560677 -0.78190273 1.73525091 -0.83962587 -0.1642792 -1.47692529 -0.30007464 -2.70042753 1.15235062] Distance 5.593698830610478 Each least square approximations [-9.55725101 8.42695605 2.22464278 3.94986403 -0.23711541 0.54251569 -2.54733119 1.78034465 0.76958061 0.49958192 0.53167934 -1.34361051 -0.72491981 -0.59944167 -0.19793928 -0.11916521 -0.05550413 1.06826259 -0.21772336 0.57407847] Distance 3.8684639148019997 Each least square approximations [ 5.70956838 -2.86811528 1.67678558 -2.58796148 -2.82944018 1.2241154 -4.33798611 -1.58384802 1.54563883 1.36230371 -3.68033632 0.8024103 -0.02845601 0.39637215 1.09893972 -1.46047015 1.33240193 -1.11074985 1.790729 -0.09106243] Distance 10.195435759362097 Each least square approximations [ 7.98180244 1.35053319 1.09321458 -2.03715116 1.48215298 -2.88731227 -0.2807572 -2.68908238 -1.85938821 4.722184 2.05908172 1.47915678 -1.95758657 -2.94715764 0.72289807 -0.33151508 1.71608338 0.86631069 -1.36088303 -0.04156073] Distance 8.58273206061796 Each least square approximations [-8.50962489 -4.87158292 0.52621085 -0.44184983 -5.39531786 0.90203298 1.0517985 -0.41166801 -1.57078185 -2.51608808 -2.81273462 1.17459979 1.95565865 -1.36828921 2.12532856 0.85982484 -0.57286066 0.59530942 -2.89348619 -1.22909372] Distance 6.770787297698113 Each least square approximations [-6.93821236 -0.89185755 0.44292068 -5.10293527 -0.09260871 -1.39423085 1.71550276 2.23642071 1.3466825 -1.26130361 2.32010675 1.91742872 -2.36686878 0.14977406 -0.79892403 1.54093823 0.77975214 2.40256007 -0.4299257 -2.1397295 ] Distance 9.795734070384693 Each least square approximations [-8.98952929 1.00318613 2.55957924 0.74128507 0.34822449 1.00292772 4.32308654 2.13849157 0.69885064 -1.51650507 -0.46808955 2.78319478 3.21618705 -1.59137732 0.93337253 1.69753714 -0.17406663 0.5755948 -0.35909606 -0.44995634] Distance 8.478472083274385 Each least square approximations [10.48305389 -1.54769073 -0.77676951 4.07431553 -0.42745294 -1.48055286 1.7102563 2.99148301 -2.43818551 -0.43986133 0.45197356 0.29918806 1.00036941 -0.75318632 -0.23814417 0.38554217 -1.51510488 -0.59356552 -0.13528371 -0.08541256] Distance 7.658178359565065 Each least square approximations [ 5.06177414e+00 1.91492139e+00 -1.99065893e+00 -2.90253884e+00 2.28445275e+00 7.76342147e-02 -2.85636827e+00 -3.72936448e+00 2.85747504e-03 -1.20226547e+00 3.07456654e+00 -3.48079190e+00 4.79189354e-03 2.49253747e+00 -1.32679577e+00 2.56811235e+00 1.35737990e+00 -8.01926435e-01 -1.06593836e+00 -8.21605855e-01] Distance 10.1203385956219 Each least square approximations [ 8.29247812 2.43874642 -2.29076797 -0.6529562 4.44687196 1.90058816 -4.72716941 -0.18445502 0.73647669 -0.10218542 2.01358835 3.20278504 -0.7471168 -0.21346291 1.38656839 2.05149404 -2.00255274 0.58599414 -0.38550532 1.1235584 ] Distance 7.729810605096579 Each least square approximations [-6.27250388 -0.08260637 -1.82209735 3.21002967 0.03120929 -3.69764975 1.44224671 -0.05097611 2.29315054 4.64484287 -0.92660641 -0.49880198 -0.42738459 -2.37758094 -1.8126399 1.64610363 -1.98659406 -0.51536605 0.45669951 1.48236583] Distance 9.906927140043532 Each least square approximations [-11.26265087 5.4295581 4.39627408 0.23243943 0.72730795 -0.57221405 -2.9589247 0.81661819 0.68112705 0.35408909 2.15384666 -1.302883 -0.4371055 0.41692186 -0.56957712 1.11509225 -0.55314405 0.56918797 -0.28931878 0.05284144] Distance 4.008237473194975 Each least square approximations [ 3.3614685 -1.91049906 0.69450465 -1.33341528 -3.63460926 0.91867548 -3.16848789 -0.92207056 -0.04806055 0.26148466 -4.15452282 0.19669451 -0.21235327 -0.08664785 0.86182743 -0.59128017 0.87851267 -0.47001265 1.77008084 -0.48027373] Distance 12.107995436674338 Each least square approximations [ 6.72979396 2.37455552 3.54700222 -1.86673159 1.35910339 -3.74281452 -0.06866238 -2.58809566 -1.17629067 5.50933406 2.54138564 0.86989377 -1.48494044 -1.40665643 -0.05333913 0.28277071 3.06604875 1.27712765 -0.3155406 -0.45017188] Distance 8.217214222437677 Each least square approximations [-7.23698329 -2.60170549 1.69885921 0.40851039 -6.11869307 0.09389208 2.50801568 0.85692612 -1.20758287 -2.0277088 -3.81333465 1.21844524 0.8815147 -1.76537524 1.94362432 0.82450236 -0.66544257 0.28589054 -1.66965044 -0.8460733 ] Distance 8.425288524843657 Each least square approximations [-5.04978933 -2.0673731 0.81316378 -3.85834853 0.29246759 -4.27073658 1.88063464 3.04261035 0.21151011 -1.20748518 0.4524452 1.20566534 -1.87484525 -0.22190242 -0.21240263 1.92630514 0.88818925 1.94654574 0.52250809 -1.10966476] Distance 10.891430595126508 Each least square approximations [-7.97761201 2.31779871 -0.55513949 0.31380618 0.12631245 2.90232407 4.31906962 3.7479972 0.40348851 -0.37416249 1.23197254 2.29466522 4.13459495 -1.83257947 0.41296933 0.99887788 -0.28916475 1.00979515 0.31443806 0.48333426] Distance 8.421543960691654 Each least square approximations [ 9.23561822 3.56557758 -2.07280166 3.66951659 -0.72927443 -1.53679885 1.40247207 3.52501821 -2.91713833 -0.87530595 0.01993045 1.19064237 0.99402321 1.11615868 -1.28371155 -2.04167359 -1.22538882 -0.18936134 0.0297164 -0.44798343] Distance 7.621478348936923 Each least square approximations [ 3.7814699 1.06800042 -3.26535339 -2.73865837 1.34636155 -0.03119024 -4.70289722 -3.15390369 0.25320733 -2.09011285 2.22113512 -2.39744239 1.42423046 1.45788489 -1.16005838 2.99014291 1.80791308 -1.10623099 -0.38004077 -0.21448936] Distance 10.48380202795522 Each least square approximations [ 6.08288425 4.20920422 -2.6207328 -2.11006755 4.52098158 2.50954064 -3.99688291 -2.33108557 2.07775375 -1.13348457 0.47184247 2.85252889 -0.47442023 0.51029354 0.28187492 1.25020236 -1.22493674 -0.23606105 -0.35868565 1.38304401] Distance 8.81791212486458 Each least square approximations [-4.9224713 0.76206785 -2.25346323 2.39144993 -1.03195023 -3.87680894 2.75275218 0.37117489 1.9849793 3.73216029 0.71519621 -0.49313611 0.12805033 -1.93928847 -1.80845508 2.32326885 -0.53410874 -0.75935709 1.71050015 0.45607616] Distance 10.823340896901275 Each least square approximations [-3.33579655 4.25745719 -5.40361173 2.99969482 0.46129927 -3.50109836 1.91748516 2.81488397 -1.97390817 -1.36958788 0.498166 0.2963034 -1.13243437 1.08726209 -0.62808448 0.08242477 -3.44264324 -0.03875355 1.66945416 0.58586024] Distance 10.061398638426082 Each least square approximations [ 7.86893101 1.03387037 3.25932113 -2.02166605 -0.87813018 4.0834144 -1.66209512 0.69959858 2.07298103 1.79661851 1.93031321 0.03941357 0.2506664 0.62208644 -0.22467684 -0.13084145 -0.09983345 -0.08575006 0.47636656 -0.50761566] Distance 10.297667403706516 Each least square approximations [ 9.3162806 -4.78296039 -0.83553351 -2.57948888 -1.01246369 0.63418618 0.15978486 3.41692073 1.07619819 -0.93041826 -1.92655945 -1.5699875 -2.11616907 -4.41794903 1.92422437 -0.29839273 1.34817576 -1.23835127 -1.81100856 -1.26567498] Distance 6.506888942419175 Each least square approximations [-5.87648234 -1.77948955 -4.33801143 -0.94358589 1.71029979 1.20831644 -0.13455304 1.92932774 -0.25439113 -1.58928365 1.21454423 -0.3969731 -2.36109491 -3.17464566 -0.35226013 -0.41849711 -3.49053197 0.51891805 -2.35636808 0.42274123] Distance 10.621531419070246 Each least square approximations [-8.07229029 1.26074848 2.53267212 -2.87713727 -1.12835505 1.11718714 -1.15318492 -0.40733347 3.53844998 1.98978034 -1.99493294 1.06808573 -0.47595456 1.38472495 0.75440367 -4.34798562 2.4586789 1.75608143 -0.14636511 -0.14423279] Distance 8.88033120689237 Each least square approximations [-6.66672862 -1.89818851 4.68398268 -0.82326259 0.23277688 1.39586278 -1.53643043 -3.23709946 1.42755619 1.49447025 -0.84426695 0.83456582 1.83337071 -0.16589868 -1.22073447 1.05298308 -0.41878608 1.4295866 -0.73685793 -1.4363785 ] Distance 10.710237374510891 Each least square approximations [ 8.13592384e+00 -1.72493200e+00 4.59567150e+00 -1.38035852e+00 -4.22270203e-03 7.42324568e-01 -4.96722070e-01 -7.37632004e-01 2.24517623e+00 3.02830005e-01 1.14198117e+00 1.72117864e-01 1.67336570e+00 -3.09233934e+00 4.51061042e+00 -2.62777446e+00 -6.99794968e-01 1.37551036e+00 -1.17319380e+00 -1.96082299e+00] Distance 8.336176102745762 Each least square approximations [ 6.12215758 2.77221597 3.54302852 -2.82945514 3.70754883 2.30334159 2.29951455 -0.37699286 2.45609564 -2.43400832 1.38636026 0.39438673 -0.94102469 -0.19357274 0.32316426 -0.49996271 0.22499971 1.02545103 0.88536006 -2.15747944] Distance 10.229963867589753 Each least square approximations [ 7.45290833 -2.44825388 0.30941316 -4.45602486 0.96304035 -0.20726088 -0.79155026 3.95530852 -0.74957999 0.83960769 2.06581017 0.79565333 1.67211317 0.36530937 -0.38746486 -0.22143773 -0.421238 -0.56400366 -2.55831684 -0.11353316] Distance 10.081079191485182 Each least square approximations [-6.28426727 -2.37580431 3.78128926 3.88194983 -1.22461734 1.64098589 -0.17122677 2.30815272 0.14166043 1.37100482 -1.57117238 0.48684172 -0.15480436 1.62891863 0.21627286 0.732703 -1.94676494 0.82508959 -1.59798187 0.99788443] Distance 10.806057358522835 Each least square approximations [-11.42803907 3.50882547 1.60780417 -0.18009866 3.19187188 -1.39758672 -3.42374561 1.86297336 2.27229163 -0.82486441 3.06727883 -1.17984282 -0.62584622 -0.87295252 -0.85330522 1.14356238 0.19607676 0.8669192 -0.77206565 0.5965663 ] Distance 4.011633270791077 Each least square approximations [ 4.89621894 -0.45314799 0.43373062 -2.19255718 -2.31457855 1.14577324 -2.72263531 -1.57702904 -2.12797978 1.41177698 -3.40302079 0.38356264 1.00428565 -1.89503809 0.66201053 -0.33510088 -0.2219388 -1.12518436 1.91908293 0.2605958 ] Distance 11.675746796692929 Each least square approximations [ 6.98906923 1.40570785 1.40086395 -2.76862722 1.19148777 -4.02311056 -0.01571833 -2.96173452 -1.81132754 4.96223987 1.37522308 1.59196334 -2.10831752 0.75033495 0.54021031 -0.0110164 3.40276794 0.73211611 0.65495901 0.31848738] Distance 8.56904937473901 Each least square approximations [-7.98221203 -1.27472346 0.52107858 2.57312359 -4.27657297 0.4931696 1.99851563 1.39004237 -0.23667826 -2.71304333 -3.95808323 0.35518126 0.80657112 -2.49224619 1.28735731 0.20517731 -1.58120298 0.20107619 -0.58770385 -2.01250986] Distance 8.667973126468413 Each least square approximations [-5.47332569 -1.59622442 1.44154497 -4.4121877 -0.98122664 -3.2746401 0.38507614 2.23355958 0.33573832 -1.78253021 -0.5066756 -0.55708088 -0.51387023 -0.58034081 0.33794659 2.22684387 0.21373534 1.04912585 0.52761169 -0.83158055] Distance 11.314192088350692 Each least square approximations [-8.63953217 2.88086755 -0.22416852 -1.21587731 0.44608307 4.1272649 3.01635537 2.7685661 0.87391587 -0.50438855 -0.56208634 1.16804293 3.57376335 -1.77979688 -0.17697476 -0.37815393 -0.15202063 1.7190917 -0.22964687 0.92771146] Distance 8.328383063353915 Each least square approximations [ 9.74870347 5.22351467 -2.04471386 1.90472829 1.08486473 0.36067026 2.70418935 2.93015702 -1.77759816 1.40439222 -0.57870536 1.0047557 0.83798945 -0.26103089 -1.87241754 -0.88452491 -1.33346856 0.87416611 -0.70031215 0.91595091] Distance 6.9129193487344045 Each least square approximations [ 4.00647568 1.76786976 -0.89155871 -3.72467477 1.90128111 1.0333556 -3.63227736 -2.96517401 -0.48024686 -1.57878679 2.10242424 -2.19161397 0.84877326 0.87340531 -1.98047823 3.77493301 1.66744213 -1.36205557 -0.77998975 0.26377913] Distance 10.634974200919727 Each least square approximations [ 5.62228671 2.40641517 -2.40611365 -4.98075021 4.05566325 1.10734266 -3.67745462 -2.503606 2.71399627 -0.80888999 0.57029214 1.24829158 -2.27877466 1.15160294 0.32374465 0.61542288 -2.51989155 -0.64374463 0.08427575 0.80562663] Distance 8.985604199550405 Each least square approximations [-4.86100775 -0.54167767 -0.05418787 2.98011891 -0.58965604 -2.63384267 1.09378609 0.32198844 1.75824574 4.2798055 0.06611503 -0.74425274 -0.97496293 -1.54368284 -2.37850429 2.22977941 -0.80963098 -0.98238855 1.11386291 0.93563281] Distance 11.378688067159242 Each least square approximations [-5.0915782 4.15290494 -5.868832 4.80362045 1.79771109 -2.10228128 1.97520386 3.62397606 -2.63919877 1.59519208 0.16661089 -0.81164751 1.55236833 -0.05154711 0.12750413 0.23510657 -1.35012303 1.73802778 1.93488981 0.38658111] Distance 9.170831258195506 Each least square approximations [ 1.49376722e+01 -1.56066753e+00 1.02877130e+00 5.66036260e-01 1.18363281e+00 -7.82085160e-01 -2.85111764e-01 -5.98935443e-02 -3.57037792e-01 -8.21389837e-03 4.64898335e-01 -4.25031259e-01 -3.28435648e-01 -8.92952663e-02 5.78555751e-01 3.61925689e-01 -1.34717761e-01 -2.16271678e-01 1.88752867e-01 3.69064884e-01] Distance 0.712463111487487 Each least square approximations [10.6900394 -3.20818695 -4.83626565 -1.48501403 0.06219369 -0.81229377 -1.70759182 -0.0973958 0.80473592 1.27562723 1.11073969 2.03427043 1.97414951 -0.1603879 1.5746719 -0.1528221 0.06059534 0.27497952 -0.40171307 0.10264016] Distance 7.92585211846818 Each least square approximations [-8.91577316 -4.6475178 -4.89553285 -0.53212592 0.91831853 2.59852744 1.04358318 0.01173066 -0.45083307 0.02887428 1.18902935 1.09023025 -0.84323477 -1.82067367 0.27048604 1.41324039 -2.9131336 1.23279501 1.02446512 -2.00397266] Distance 8.537987315185974 Each least square approximations [-10.36233874 6.17665379 2.80797175 -1.92128982 -4.40617802 -1.94073753 0.86199598 -0.95196075 2.78750181 0.53896359 1.11889348 0.73876441 1.14868067 -2.03312589 -0.10050339 0.35997208 -0.80649803 1.61985644 -1.41240085 0.82600351] Distance 5.249603339351701 Each least square approximations [-9.44728297 -1.41027411 6.65816045 -0.34992815 -1.45960811 0.71500367 -2.12825362 -0.48035078 -1.12721427 -1.6162661 -1.14612374 -0.61862043 1.39742068 1.11899253 0.64475957 1.13736428 0.10583546 0.30911901 -0.12014138 -0.3453566 ] Distance 8.778774546246092 Each least square approximations [10.13260939 -3.64744634 3.65181767 -3.70255227 0.50294864 0.8528108 -1.78921633 1.19452338 1.78258726 3.43165696 -3.22165281 1.17050007 -0.39111558 -1.28490503 1.88559241 2.4687695 -0.74397773 -2.46249889 0.05894878 0.86056225] Distance 6.062248496894661 Each least square approximations [ 9.73289402 4.00963487 2.46942566 -1.55670119 4.38133257 -0.044217 0.20932168 -0.87333998 -1.17053529 -3.61231469 1.92229217 -1.39614719 -1.92261561 -0.44072954 -1.45152372 -2.72222983 0.19703942 -0.86408108 -0.78464055 -0.88823104] Distance 7.476783473492285 Each least square approximations [10.94839938 -5.59969712 2.1653494 -2.67191569 0.33948693 0.62010837 -3.1183143 -0.18611783 1.55028587 1.12686038 3.17345489 -0.34303124 0.49761553 0.68782375 -0.15705163 -0.88715741 -1.24675643 -0.12480018 -0.90338115 1.46438289] Distance 6.136889800434348 Each least square approximations [-10.69840628 -4.39271615 1.12628054 2.18942875 -3.00138529 -0.54149055 -2.50540775 -0.57452998 0.56161425 1.97479967 0.44093294 -0.20710276 -1.10999631 2.54791946 0.25428872 0.19624462 -1.67274518 0.13479888 -3.1386762 1.66279052] Distance 6.889231232032168 Each least square approximations [-7.05549939 4.31064016 -5.95709295 3.68818618 0.05414368 -2.02737544 -1.57372115 3.92240577 -1.6103703 1.17080362 -2.27037275 -0.99129017 0.59030703 -0.47945439 0.99755882 0.40879803 0.47363781 2.13427373 1.13010475 -0.27144206] Distance 7.892013417579022 Each least square approximations [11.01713275 -1.29930898 -0.56886781 -0.60638124 -1.97865708 2.49129967 -2.88310641 -2.22583199 -0.12273511 -0.90462345 -1.97742607 0.64434943 0.6567816 -1.40918711 0.16551183 -1.98796323 -0.50818278 -1.77826381 0.04846126 1.33897195] Distance 7.467691179567033 Each least square approximations [ 9.64752982 0.59803311 -5.10514887 -4.33479288 1.29040236 -1.08668254 -0.35927821 -2.47556835 -0.99575011 1.67720398 2.01703856 0.17619214 0.19423712 -0.48640583 0.77480315 -0.12366499 0.34913349 -0.29073895 0.87902991 0.35069357] Distance 7.8992039112371275 Each least square approximations [-1.09358064e+01 -5.98059235e+00 -1.37852095e+00 1.07821315e+00 9.13391638e-01 3.18778899e+00 7.15527101e-02 -3.00099902e-01 9.41727662e-01 8.58506521e-01 1.33798473e+00 3.73939525e-01 1.98208229e-01 -2.25806752e+00 1.02870512e+00 1.81498454e+00 -5.19379562e-03 4.03428711e-01 1.08189936e+00 -5.18699568e-01] Distance 5.960031559297705 Each least square approximations [-9.88992686 4.06469162 -0.06128082 -3.68497234 -2.19421445 1.11146022 -0.20907417 -0.19345323 0.11268232 1.2402761 1.70035103 1.8579144 1.25595976 -0.29941213 -1.51715085 -0.45189569 0.53320465 -0.15430771 -1.68667851 0.22190742] Distance 8.388501192231573 Each least square approximations [-1.04510272e+01 -2.69173115e+00 5.12897249e+00 -7.15830214e-01 -1.28463479e+00 1.05026464e+00 -2.37692727e+00 1.58408047e+00 -3.70453473e+00 -1.47935111e+00 -2.42097198e+00 -3.82785467e-01 4.85809750e-01 -1.61739000e+00 -5.25298321e-01 -1.71406072e-03 2.91813343e-01 -1.70381752e-01 5.68131553e-02 2.82119912e-01] Distance 6.343285800762156 Each least square approximations [ 9.69721831e+00 -3.70946768e+00 2.24128330e+00 -3.31731748e+00 2.22547198e+00 7.60875626e-02 1.44773383e+00 7.48256774e-01 4.06816932e-03 2.68773316e+00 -8.72442790e-01 6.67616581e-01 3.37666647e+00 8.11478142e-02 -7.98536354e-01 6.73033362e-01 -5.95240107e-01 -1.09551467e+00 7.13238346e-01 1.19573704e-01] Distance 8.07691940152337 Each least square approximations [ 9.53641015 3.38536974 2.17547332 -2.4787165 2.51861611 -0.79884901 -1.78440444 -1.01356037 -1.61567905 -0.4062596 3.17279087 -3.09559204 0.01212373 1.08894154 -0.91096057 0.52605365 -1.12253722 -1.00536616 -0.80399929 -0.6568052 ] Distance 8.194081218879779 Each least square approximations [11.62185286 -3.43029573 0.06611039 -0.99948932 3.12764039 -2.77613766 -0.33804719 0.49311688 2.96491516 -1.49019102 0.53867642 0.94551096 -2.50677489 0.41453362 0.60733784 1.67086319 0.33784012 1.03533833 -0.36513584 0.75686092] Distance 5.5040009080892345 Each least square approximations [-10.38761439 -3.30909552 1.39790562 1.15018326 0.34798393 -2.36429902 -1.14708993 -1.63912157 2.20117433 3.79540605 -0.62241569 -0.35764477 1.74617284 -0.0826913 0.32317214 -0.78860001 -2.00992736 -0.4199903 -1.263051 0.99463377] Distance 7.5822522785475455 Each least square approximations [-5.40676099 3.8542684 -5.48266633 1.80646316 -1.20616705 -2.70269964 0.83634107 -0.20455685 -3.35946051 2.68238497 -0.54199812 1.27580905 -1.37836366 0.58151097 -0.86296894 2.03152471 -2.01227764 2.12899901 -0.60984717 -3.21837809] Distance 8.899981953594938 Each least square approximations [ 9.45893968 0.81568362 -2.21765872 -2.02461247 -0.70026928 3.69839497 -1.08075859 0.77875979 -0.73695735 -0.61180415 0.62277971 -0.68244412 0.22667655 -0.10325721 -0.16759327 0.9906395 0.34137214 0.07095218 -2.23427055 2.10652423] Distance 9.244220322872424 Each least square approximations [ 9.35410425 1.15568391 -1.44326437 -3.27660325 2.68246956 2.98635964 -3.1561482 -1.63524546 1.50019019 -0.52124023 0.09158695 -0.69944066 2.23052693 -0.08303633 -0.93307702 -0.77172884 -1.35041365 -0.99322518 -0.70423743 0.83138178] Distance 8.311273446320003 Each least square approximations [-9.63704607 -2.27839893 -2.84704949 0.45971459 1.89828539 -1.75987156 1.61127365 -0.89196914 0.73205189 1.6071165 1.71055266 3.47807544 -0.88271315 -1.35496911 -0.28885344 -0.27055389 -1.11629357 -0.0612472 0.51108418 2.15066245] Distance 8.33204058507601 Each least square approximations [-10.38053863 2.96021018 -2.33174218 0.22569966 -1.53065114 -2.24496092 -2.68999984 -0.02512315 2.15523185 2.56593335 1.43661013 0.98440616 0.86858698 1.72324289 0.76519371 1.6708917 0.16038135 1.00101875 -0.8354183 0.75281658] Distance 7.257024470426187 Each least square approximations [-8.37192234 -2.38623979 2.88442121 -2.45928397 -4.9734003 0.98521898 -2.75927852 0.41860416 -0.85687744 1.02222086 0.30808629 -0.02342767 1.64158651 -1.84066412 -0.1550885 0.92623977 -0.18445429 -2.15084811 0.03485657 -1.60093585] Distance 8.557849496531635 Each least square approximations [ 7.48035303 -1.51375889 4.64339616 -2.43947095 3.40872154 0.33579487 -3.5609701 -1.95618899 -0.43713728 2.22924609 -0.86273798 -0.51603878 0.29248394 1.81090178 -0.42493446 -0.88765521 -0.09945372 -1.69385418 2.04079535 -0.60530102] Distance 9.001805146308158 Each least square approximations [12.2004286 2.82792187 0.81003538 1.50857618 0.46297674 1.50620375 -2.82986445 1.16404204 1.28585153 -0.47699695 -1.18888738 0.29201612 -1.01215547 0.6176213 -0.16971689 -0.11351756 0.11538566 -0.67976775 1.54651051 0.79742238] Distance 5.74370129529816 Each least square approximations [10.58753841 -1.24523958 1.1662292 -2.70478704 -1.21519364 0.12217433 3.40546836 -1.23872887 2.59010901 2.58212313 1.37149502 -0.85268395 1.0295098 1.09073958 -0.31278835 2.21804937 1.47346444 0.3781555 -0.92550673 0.69620176] Distance 7.006679658831985 Each least square approximations [-12.57946639 -2.64095889 1.60790327 -4.02214827 0.4282491 -0.2490824 2.51054171 2.24101115 0.72968417 0.03166416 -0.89223292 1.17043444 -0.85121603 0.02012068 -0.82263861 -0.63188477 -0.4516504 0.82998178 -0.67150791 0.45961461] Distance 3.367421312447195 Each least square approximations [-5.28623411 2.56436495 -5.84139268 1.26652359 -0.05483594 -2.47717415 -1.35943017 2.01244864 -0.97238553 1.14333682 -1.03001068 1.0911026 0.01137325 0.2035891 2.14970763 -0.7554086 0.33328476 -1.05803313 0.06484207 0.02949214] Distance 10.520877889798756 Each least square approximations [ 7.61725768e+00 8.78696974e-01 -8.75358094e-01 -8.81708384e-01 -9.07841754e-01 2.42704573e+00 -1.21567880e+00 -3.16207986e+00 -1.15646392e+00 5.64064486e-03 -1.45493158e-01 1.78770224e-01 4.93802392e-01 1.35705770e+00 -2.15900250e-01 -7.64468145e-01 -2.67223701e-01 -1.58256866e+00 7.87347671e-01 -9.76313781e-01] Distance 10.824041641117681 Each least square approximations [ 7.41897878 1.47970496 -2.35759601 -3.79433571 0.8060326 1.34222795 -1.06079149 0.56086311 -0.7320177 1.9372417 -0.2447633 2.72352291 -1.41480692 1.17456759 5.33551791 -0.11418098 -0.96428628 -0.0633233 0.14725872 2.93621928] Distance 8.34645547034817 Each least square approximations [-7.83345334 -1.45561588 -3.22465912 -2.57336833 3.11136584 1.42158335 2.35431981 2.85036477 1.54802681 -0.81986339 -1.0126623 -0.79686609 0.05696222 -1.57714324 0.51727102 1.61263308 1.33707654 -0.74814478 0.09561016 -0.65169388] Distance 9.230664508952005 Each least square approximations [-8.32023164 0.05446237 -0.33231345 -0.97652827 -1.90220248 2.83981052 1.30020742 -0.82413931 -0.30293903 1.50311129 0.9094197 -0.99317233 1.13024701 -0.81701391 1.48279191 0.30458225 0.0217901 0.8212294 -1.05667432 1.34422489] Distance 10.373062645854835 Each least square approximations [-6.97611603 -3.61438658 3.53820419 -1.81709827 0.47315183 1.68896768 -1.29959314 -0.23374397 -1.30162313 -1.12894731 -1.75452277 2.06626888 0.37753205 1.49252438 0.36869856 -2.98717628 -1.47624895 0.62160381 -1.35423523 1.06126404] Distance 9.71097764747274 Each least square approximations [ 6.89954945 -1.25669948 4.77087813 -2.11974151 1.21391078 2.1223974 1.0149033 -0.15812134 -2.37178747 4.30028827 -0.50902485 -0.7098949 1.38096671 1.57986361 -0.73383678 0.61431584 0.13213175 -0.22705238 1.18083683 -0.50480848] Distance 9.41046120503555 Each least square approximations [ 8.20618754 -0.04691693 0.48983696 -0.58595114 3.28721496 0.81209935 0.95355549 -2.39499382 -0.4856999 -1.0997575 2.16383557 -0.74787174 -2.03302278 0.24301468 -0.04272162 1.56602015 -0.82740375 0.39407907 -0.22655309 -1.22545153] Distance 10.108503419318453 Each least square approximations [ 8.05025598 -1.54226822 -0.05493834 -3.9758928 -2.21617319 -0.23277468 -1.89821582 2.11613167 2.05319386 -0.84466277 -1.00952641 1.88544954 -1.90367624 -2.07662518 -1.42528086 0.93290843 -0.39304849 -0.61952638 -1.64818981 -1.82341202] Distance 8.99900031258558 Each least square approximations [-7.22938935e+00 2.25747268e-01 2.38680226e+00 2.06073092e+00 -2.53440578e+00 -7.00328270e-01 5.84336888e-01 5.22003244e-03 1.65705889e-01 2.71912572e+00 -1.23497823e+00 -1.26312133e-01 5.26101878e-01 -5.88394837e-01 1.10821881e+00 8.33106748e-02 -1.43571998e+00 2.99557223e-01 -1.28251289e+00 2.66390641e+00] Distance 10.616943877285344 Each least square approximations [-4.62228381 4.53913102 -5.39143565 5.12557327 2.20265822 -2.00976876 1.76725261 4.18689106 -2.90745799 1.67879946 0.12875894 -0.86641572 1.571692 0.07671127 0.30256703 -0.20582464 -1.27897455 2.24922473 2.14840621 0.49631417] Distance 8.914089387741365 Each least square approximations [14.65635043 -2.70767876 1.28402428 1.28735852 1.49584934 -0.03088776 -0.91342283 0.37300559 0.15077368 0.62705758 0.84138128 0.57222826 -0.08962825 -0.58278388 0.53807438 -0.2268656 -0.11558634 -0.57365397 -0.12127346 0.42976555] Distance 1.0858937017961714 Each least square approximations [10.46270754 -3.48857269 -4.92524082 -1.10766597 -0.10676378 -0.63062995 -1.56602884 -0.17608299 0.19783359 1.44069582 1.3947973 1.67427538 1.84248647 -0.49589938 1.41441339 0.11834001 0.43199134 0.26279046 -0.18044442 0.24344862] Distance 8.344885331834691 Each least square approximations [-8.66465738 -4.9741991 -4.51425066 -0.40805053 0.757405 3.04453973 0.72889872 0.02159818 -0.61497095 -0.01040412 1.01062614 1.0571498 -0.73518034 -1.93751442 0.50529312 1.95760104 -2.84396853 1.53645127 1.45421031 -2.03502659] Distance 8.612575296221623 Each least square approximations [-10.32211018 6.42103467 2.79054754 -2.12117134 -4.06562273 -1.6421051 1.06316394 -0.41352891 2.44688663 0.52958053 1.88782752 0.96690956 1.21471628 -2.27861664 -0.3182487 -0.1623551 -0.41467873 1.7415048 -0.90420488 0.69061034] Distance 5.465227070962659 Each least square approximations [-9.1735976 -1.1968286 6.99436516 -0.20436915 -1.04029735 0.76467591 -1.75838656 -0.38039276 -1.51313982 -1.70007682 -1.59761307 -0.60842856 1.00834764 0.63363645 0.60970224 1.7204251 0.02167698 0.0122247 -0.16891879 -0.46797398] Distance 8.942310648866162 Each least square approximations [ 9.79682227 -4.29329127 3.25356119 -3.45547161 0.17990355 0.94089634 -1.82494788 1.56835765 1.71649951 3.73207164 -3.34206499 1.0378484 0.14247669 -1.47388081 1.87023706 2.18983855 -0.5476948 -2.3087425 -0.28164907 0.62253944] Distance 6.57046827842784 Each least square approximations [ 9.27270785 4.38173433 2.26468693 -1.62723605 4.49971871 -0.03413634 0.36650289 -1.05033779 -1.64230542 -3.48644534 1.97771001 -1.66351908 -2.05596744 -0.13087935 -1.86224267 -2.81116347 0.44246579 -1.05236045 -1.24844413 -1.15192137] Distance 7.532525299339394 Each least square approximations [10.88350398 -5.62875778 2.18769395 -2.1837523 0.86803412 0.79246203 -3.17956399 0.05535357 1.60782643 0.9556025 3.28400262 -0.38038696 0.34204057 0.39496758 -0.24672635 -0.88010594 -1.70010266 -0.23344593 -0.58793641 1.40495232] Distance 6.366795145587595 Each least square approximations [-10.50995949 -4.66825762 0.74924866 2.21419645 -2.8634522 -0.97697896 -2.57082684 -1.22145255 0.40342289 2.07105527 0.45724653 -0.59672635 -1.08713422 2.62348467 -0.05483077 0.30424861 -2.12186475 0.07544468 -3.30532714 1.4553619 ] Distance 6.842492157404683 Each least square approximations [-9.03093284 -7.07423369 3.06331969 2.78188921 1.01599907 2.89452896 -0.16342548 0.92188649 0.77137067 -1.86361876 0.9523419 -2.45333902 0.43393317 -0.99424262 -1.62814504 -1.58689626 -0.98321915 2.02424306 -0.05552732 -0.50305855] Distance 4.119131661892598 Each least square approximations [ 0.61115198 -0.40007173 1.39760278 -0.37379683 -1.9886186 -0.20505498 -1.13659208 -0.11942362 -2.89624173 0.23391974 -2.78665502 -0.08164923 -0.05348759 -1.91982143 0.74925909 -0.93646432 0.20317676 0.09216175 2.0659674 -1.24901988] Distance 12.786345977941199 Each least square approximations [ 0.96263176 -0.51103101 0.76824425 0.83771926 2.14583476 -5.50895122 0.47444333 -2.54927949 3.33992413 3.47157268 2.94612342 -0.5010169 -0.10847185 1.4576693 0.3937177 -2.03530551 2.79029485 -1.56703806 3.29035202 -0.12683056] Distance 9.737950019533914 Each least square approximations [-1.97054984 1.54229021 0.05356089 2.21768912 -4.80587453 1.28986612 2.19085519 0.5254466 -1.64691721 -0.04994538 0.54747408 -1.29210978 3.51661077 -2.39217249 -1.09438738 -1.02402525 -2.43327374 0.4731232 1.8671131 -0.51813417] Distance 11.077113333890635 Each least square approximations [-0.14864184 -0.1825989 1.71076362 -0.28992991 -1.28277041 -2.97417542 -0.86395768 2.79801844 -1.2914222 -2.29700949 -1.79350605 1.08918766 1.60380437 -1.40246561 2.13213337 0.5211259 0.739626 1.3996963 0.72911564 -0.622615 ] Distance 12.344152871068472 Each least square approximations [-4.56943309 4.29630252 -2.40633958 2.83816715 0.91225759 4.0004557 -0.04867212 3.44946295 1.73220963 -0.16808899 1.23306159 -0.53497528 0.18234704 -1.00444385 0.11675194 -0.98369928 1.3638552 -0.51076075 -0.49360103 1.45465239] Distance 10.265469001343357 Each least square approximations [ 3.6649785 5.07945462 -4.56045029 -1.69506151 -1.41701717 -0.52404531 1.72605992 1.83213859 -1.80456149 -0.51297091 0.999916 0.61761593 -0.53154721 -1.81058276 -1.1980953 1.5100166 1.29289987 1.74854665 0.14760125 -0.35496874] Distance 10.49111858449597 Each least square approximations [-0.28872301 0.47766842 -3.26761803 -3.57093559 2.04137003 0.1406095 -2.37456856 0.84907662 -0.3167112 -0.43382533 0.57709427 -0.27087779 2.43701706 -2.16961229 -1.52276228 1.453818 3.96554502 -0.75671258 -0.89261621 2.2884647 ] Distance 11.235992067727201 Each least square approximations [ 0.9554213 2.13315893 -2.00130631 -0.83496064 2.67111217 -1.83842543 -2.90741172 -4.58914951 2.41168725 -0.60175623 1.26920724 1.01201262 0.50338848 2.3444638 -0.70029189 -0.27200354 -0.73563943 -2.0427828 1.42701768 -0.19238477] Distance 11.248609273572008 Each least square approximations [-0.76052881 -0.24630686 0.1187212 0.24306748 -0.99950199 -3.1122207 0.23928615 -0.77413928 0.16305909 0.2764372 1.79990797 -2.91247648 0.94964702 0.12277977 -0.30645858 0.88486404 2.11180933 -2.11204664 0.24035094 0.17526346] Distance 12.804621042633842 Each least square approximations [-5.21195312 4.25810571 -5.78966847 4.65063343 1.64308988 -1.48853822 2.0432424 3.46168873 -3.02117352 0.85275714 0.28325387 -0.75125133 2.07307711 0.49637726 0.2556018 -0.05347848 -1.48922095 1.64240163 2.78450896 -0.10169969] Distance 9.15861335030314 Each least square approximations [ 1.47627174e+01 -2.17721894e+00 2.11225448e+00 7.21499490e-01 1.55215954e-01 -1.60080566e-01 -1.53111379e-01 1.72099426e+00 -9.06984963e-01 -4.39124462e-01 2.70879885e-01 -5.82522111e-01 -9.08353309e-02 1.55942352e-01 3.24403593e-02 4.41558884e-03 -2.35893577e-01 3.99762483e-01 5.18947090e-02 -1.95747434e-01] Distance 0.8806104748392733 Each least square approximations [10.50778561 -3.18568655 -4.68705338 -1.34201175 0.69913085 -0.93019164 -1.44858792 0.0345881 0.98793375 1.30609448 1.34713836 1.46856171 2.30615586 -0.75727776 1.74481919 -0.155192 0.53789779 0.1349626 -0.98861937 0.09013548] Distance 8.276294424820286 Each least square approximations [-8.79451709 -4.46794194 -4.8766738 -0.79691688 0.84540037 2.52873573 1.08879702 0.31995227 -0.77075151 -0.04631057 0.96617596 1.51228147 -0.77297937 -1.6798018 0.17975537 1.60009963 -2.88932707 1.30168188 1.37602366 -1.73776202] Distance 8.847852632213964 Each least square approximations [-9.99595929 6.08073072 2.77726772 -2.30097291 -4.70143812 -2.0606804 0.9549037 -0.36365157 3.57559125 0.22066814 1.29272485 0.72726672 1.40382827 -1.91989343 -0.03896846 -0.04557115 -0.81565107 1.97626871 -1.02478212 0.7093758 ] Distance 5.392085329167393 Each least square approximations [-9.60647167 -1.46170243 6.40385775 -0.67788645 -1.00922831 0.39173781 -1.69382293 -0.41713125 -1.0988316 -1.14673557 -1.27458084 -0.40667402 1.61230123 0.94380326 0.93554191 1.25140642 0.56349447 0.36974794 -0.19509089 -0.33419555] Distance 9.068422322722164 Each least square approximations [10.19113432 -3.77297432 3.44990696 -3.31387306 0.0603334 0.90992681 -1.44135758 1.37855766 2.18623891 3.17597908 -3.04249079 1.44666755 -0.66553537 -1.04072108 1.80219773 2.35216734 -0.63244637 -2.43072945 0.43843043 0.60981671] Distance 6.633705325643673 Each least square approximations [ 9.70885943 3.88985013 2.24601462 -1.67738918 4.13849841 -0.16755861 0.05477575 -1.00610807 -0.81442042 -3.93059196 1.84968854 -1.39431431 -1.59567941 -0.57374094 -1.2756695 -2.71345676 1.20891208 -1.14069886 -0.95109125 -0.88803217] Distance 7.743883196257531 Each least square approximations [10.94613628 -5.50965187 1.74973744 -2.59827724 0.51902341 0.98432603 -3.28807422 0.0484707 1.78773147 0.74201893 2.97842918 -0.44513647 1.1505757 0.80926794 0.46260129 -1.22316614 -1.23463089 -0.70107369 -1.15720116 1.80204919] Distance 6.167917562013972 Each least square approximations [-10.69889709 -4.22361509 0.70430172 2.46669957 -3.25087207 -0.84765545 -2.47855843 -0.30058853 0.11936513 2.07266978 0.34439327 -0.14653292 -1.37231899 2.5964437 0.18957626 0.29288633 -1.61458911 -0.11741305 -3.12631315 1.45361487] Distance 7.005600908985153 Each least square approximations [-9.15878352 -6.70402949 1.20351387 5.0473066 -0.01669956 -1.97330172 0.97831041 -0.72315183 0.15587755 -2.68620617 -0.14746049 -1.86505526 2.08151237 0.28436336 -0.45208351 -0.28230821 -1.07658873 0.85759275 -0.71013481 0.76934533] Distance 4.3271648794862605 Each least square approximations [ 3.10611082 1.50406166 1.16723179 -1.77483406 -2.16638023 1.30397091 -1.48164295 -0.62882258 -1.40924484 0.07896977 -1.67693489 -0.42702188 -0.20347559 -0.95496518 0.83362323 -0.38426828 -1.17919793 2.03055284 2.47850068 -1.86105059] Distance 12.286928477834811 Each least square approximations [ 4.408393 -1.2825154 2.15642854 1.09738774 2.22894768 -4.69119942 -1.57250298 -2.57741303 4.25616546 0.51245619 2.29225201 1.37100455 -1.5334161 0.95054402 1.12270922 -0.14353184 1.80064715 -1.85476873 3.14270122 -0.83010345] Distance 9.378583446662537 Each least square approximations [-2.70292459 -0.99283196 -2.32676416 0.03944872 -3.6430538 0.69306835 3.6721161 1.59911715 0.56498668 -1.88068561 0.47145808 -0.9272782 1.18753063 -2.86151293 -3.51762711 -1.92207601 -3.45335782 -0.11833625 1.20333425 -0.92728875] Distance 10.484514459197444 Each least square approximations [-3.00907152e+00 -1.73846902e-01 8.90922821e-01 -8.83136362e-03 -2.18155410e+00 -2.32992745e+00 -1.94160116e+00 7.98898736e-01 -1.18736198e+00 -1.28401809e+00 -3.42581517e+00 1.14852470e+00 2.11189619e+00 -1.13612368e-03 2.70462816e+00 1.31160503e+00 1.22234154e+00 2.06755270e+00 1.02903202e-01 1.90807916e-01] Distance 11.763445780807784 Each least square approximations [-5.62513414 1.39097775 -0.65328011 4.28397162 -0.84792388 4.20361447 -0.77498779 3.50125551 3.96098386 1.76719953 0.61285376 -0.59563964 0.77985858 1.14649231 -0.86441563 -1.32973089 1.63664989 0.48230006 -0.29648921 0.55633296] Distance 9.347933069089871 Each least square approximations [ 5.24760872 5.2476893 -0.66519104 -4.21443025 -0.90432609 -2.56616554 -0.04399667 2.35648705 -0.11779728 -1.10621686 1.93447498 0.14824806 -1.2130242 -2.41002116 -1.94278072 1.22497098 2.13789672 2.21876161 -0.89079523 0.65708713] Distance 9.152350827928156 Each least square approximations [ 2.83662891 0.85255538 -3.27834613 -4.14916414 3.71524125 1.21684495 -1.36728675 0.92397242 0.31592938 -0.70983904 -0.02085867 -0.39537007 2.32467464 -1.36028106 -0.8170108 1.58637239 2.57725618 -0.30174574 -0.39092556 1.80277803] Distance 11.054396800535095 Each least square approximations [ 2.74566805e+00 -6.08533023e-01 -7.15770338e-01 -1.96908476e+00 -2.86288817e-03 2.42865954e-01 -1.86282726e+00 -3.68614803e+00 4.52489314e-01 -7.48118818e-01 2.34845916e+00 1.68454844e+00 -2.80661393e-01 1.31845991e+00 -2.24804254e-01 9.96469548e-01 5.15567141e-02 -5.07132697e-01 -7.77614222e-01 -7.78611278e-01] Distance 12.466514851639424 Each least square approximations [-3.02296645 -0.35656987 1.55457789 1.33952905 -1.43637908 -1.48670097 0.63160185 0.26848366 -0.07287662 1.80530366 1.19909422 -2.9109918 1.18722146 0.48076125 -0.62165215 1.96444144 2.16453929 -0.58376599 0.80377873 1.00155867] Distance 12.422550177947256 Each least square approximations [-3.2118094 4.06614064 -3.01300768 1.77718246 -1.58914205 -2.05042511 -0.43456902 1.39318499 0.00640224 3.00179946 -0.88800876 -0.81731515 -2.11362019 1.90393685 0.47133065 0.69931064 -0.09262563 -0.91942187 -0.36563296 -1.35026596] Distance 11.159129428937522 Each least square approximations [ 6.09385262 -1.16672964 -0.96157585 -1.21281101 0.24078133 -0.32051535 -2.20137617 -2.47030164 2.37833386 -0.24088213 -0.56087927 0.6214147 1.28698166 2.8789416 0.89177611 0.8328361 0.55073493 0.0438917 -0.14848907 -1.07929763] Distance 11.100058091208249 Each least square approximations [ 6.55582609 1.35376364 -2.23628131 -0.61060279 -0.84371986 1.86862246 -1.59336239 2.38560772 -0.40101154 0.66804342 1.47067731 2.14297023 -2.03144287 -1.68013091 2.91263501 1.3264126 -1.38715096 -0.96402201 0.12173993 2.20936931] Distance 9.9814804174465 Each least square approximations [-5.41257108 -1.4573049 -1.03019776 -3.47370488 1.30066318 -0.4539359 0.80583642 -0.13090821 0.58929212 -2.98302037 0.68725821 0.31706356 -2.0136595 -1.61040221 -0.65659516 3.02164846 1.19198606 0.87687789 -2.68537244 -1.51411271] Distance 10.474711001624454 Each least square approximations [-6.56035721 1.24142445 -0.89797105 1.59606015 -1.77381887 0.02346276 1.84471961 -3.05581751 0.62901007 1.44566188 2.36654627 0.75884151 -1.65415739 1.38439637 -0.59669537 0.01866754 0.111726 1.22897595 -0.06220178 -0.12372711] Distance 10.747968002338807 Each least square approximations [-4.24117145 -3.48750064 2.05511658 0.76293317 -1.27578504 2.37236952 -1.64424785 0.77541004 -0.15109953 -1.78496785 -1.35257636 1.99045841 2.48491402 0.94989617 2.65439963 0.33914772 -1.89513356 1.78061686 -0.12088258 0.69485487] Distance 10.887561583512197 Each least square approximations [ 5.17336019 -2.86272055 5.36195013 0.55378789 -0.0568218 1.68074709 -0.29247517 1.28315579 -1.40435819 0.16670707 -1.92482715 0.68538471 0.95989224 1.76112073 -0.84929892 0.28952497 0.68639827 -1.23062442 -1.5912692 -1.28454104] Distance 10.431032890905733 Each least square approximations [ 6.13839882 0.69510356 0.29875039 1.73784244 1.84162626 0.87880061 1.36460061 -0.45800989 -2.14546065 -2.47226859 0.6452079 -1.51321596 -2.91002215 1.50223306 1.74906467 -0.41719594 0.82213815 0.02434613 1.45349145 -3.74159364] Distance 10.142822238832393 Each least square approximations [ 7.92775879 1.89704259 4.11065478 -0.43131814 -2.40977367 2.55099624 -4.47444441 1.89634959 -1.10540495 -0.35586691 0.27472104 -2.27258638 -1.73624446 -1.37908513 0.93929843 -0.05569492 0.96789682 0.67713357 -0.35082837 -2.1457503 ] Distance 7.521769307232314 Each least square approximations [-6.13074391 1.13215534 0.2163257 -0.49582009 -2.27948865 1.87089313 -2.37760852 -2.18912352 0.54499298 1.17334062 -1.50893233 2.57529201 -0.16034532 -1.26716753 1.244239 1.80562814 -1.95716036 -0.55756283 -0.74656567 0.65008972] Distance 10.682098968165135 Each least square approximations [-5.09274094 4.00232361 -6.30540215 4.62989377 1.91871182 -2.56032304 2.26943478 3.24519175 -2.27825601 1.50306038 0.47321991 -0.38148699 1.57907447 -0.24569651 0.57967428 0.23117402 -1.32749001 1.72795761 1.51289363 0.49814754] Distance 9.146210787349341 Each least square approximations [15.03188694 -0.30210949 -0.12164041 1.06098629 1.10699403 -0.16445173 0.1323689 -0.14815895 -0.04016356 0.39397158 0.09282118 -0.42442661 -0.77440911 0.17457073 0.37848629 0.30788412 -0.04639524 0.03261233 0.22724685 0.08338921] Distance 1.0052997656478069 Each least square approximations [10.92340455 -3.41963001 -4.65577885 -1.45799297 0.25067955 -0.30134436 -2.10131633 0.09131746 0.4408479 0.93370836 0.87046327 2.08342965 1.9099463 0.16792258 1.55796288 -0.29752079 -0.10839494 0.1551431 -0.06602576 0.30375195] Distance 7.673627740098313 Each least square approximations [-8.91464276e+00 -4.64188507e+00 -5.56368866e+00 -3.84178183e-01 1.25194216e+00 2.34887504e+00 1.12315973e+00 2.36986807e-01 1.14862940e-01 2.59487868e-01 8.97994724e-01 8.22697920e-01 -8.54837445e-01 -1.76713799e+00 3.99290427e-03 1.28277682e+00 -2.83859971e+00 1.06975242e+00 9.96359784e-01 -2.05432950e+00] Distance 8.29260831480105 Each least square approximations [-10.75632267 6.19629489 2.96781367 -1.99351222 -4.14675321 -2.11440879 0.70515016 -1.41244384 2.53719557 0.48112761 0.91537971 0.26461426 1.19494591 -1.98531572 0.19971694 0.4999943 -0.81319766 1.20790268 -1.33138526 0.81085425] Distance 4.684877190328936 Each least square approximations [-9.43665455 -1.52679936 6.9709089 -0.54451937 -1.75462609 0.77989587 -2.36202038 -0.65909113 -0.88221911 -1.58460996 -1.13526256 -0.43682377 1.22823469 1.41199167 0.46819192 0.81771562 -0.15606855 -0.01987017 -0.04454087 -0.42163728] Distance 8.451737202573485 Each least square approximations [10.17550063 -3.31098435 3.70268679 -3.60233012 1.14689865 1.00142573 -2.23712259 0.84263597 1.83556535 3.46639825 -2.74123746 0.86970195 -0.19968794 -0.86878664 1.70867775 2.33613202 -0.01443253 -2.05538684 -0.14434561 0.90813893] Distance 6.606541032521304 Each least square approximations [10.17212087 4.11536956 2.48830517 -1.82268454 4.27798704 -0.05894942 0.59150131 -0.96077797 -1.42608664 -3.15196151 1.54917124 -1.35299077 -1.88423631 -0.64819544 -1.64868826 -2.90385138 0.11859081 -0.7490232 -0.68348645 -0.73190324] Distance 6.954836535589341 Each least square approximations [ 1.07138332e+01 -5.66382268e+00 1.94807263e+00 -3.20149491e+00 6.92813184e-02 5.43633699e-01 -3.03955242e+00 -5.58838887e-03 1.63832755e+00 1.13386796e+00 3.00731039e+00 -4.86208359e-01 -7.21056072e-02 4.53559068e-01 -3.09237822e-01 -1.15517660e-02 -1.16249040e+00 -7.46019987e-02 -9.89815154e-01 1.64128484e+00] Distance 6.459984966849474 Each least square approximations [-10.9487181 -4.45818019 1.70067981 2.40051521 -2.77292701 -0.55196028 -2.50622395 -0.59825523 0.11305721 1.69364182 0.3906992 -0.46065184 -1.22600491 2.41481667 0.22368596 0.51771218 -1.61805441 0.1039276 -3.10168909 1.35457707] Distance 6.538146019705493 Each least square approximations [-9.91453062 -8.71586706 -0.96021512 0.74920566 -2.05255927 1.51792072 -0.74734636 -0.05533934 -0.28608044 -0.03312986 -0.14246513 -1.55096484 -0.93967974 0.13536208 -0.11103243 -0.18841385 0.81839186 0.25719889 -0.8342563 0.65841407] Distance 3.4747785356587757 Each least square approximations [ 1.11291095 2.02727412 0.52944536 -1.73121116 -1.05574602 0.70027908 -1.17702581 -1.850474 -3.97455887 -2.1615614 -2.85348674 -1.0527452 1.17395747 -0.75321923 0.89372948 -1.38173253 0.64820703 0.99251577 0.44868933 -0.7402237 ] Distance 12.192419020855754 Each least square approximations [ 3.17756021 2.74630686 0.10507906 -0.64173647 2.92937816 -4.20130835 0.19890368 -0.60714512 3.91143207 1.07420654 3.27560701 -0.23618982 -1.80659114 2.87296949 0.99375539 -1.38441304 1.45233678 -1.40602735 3.83826579 0.1260687 ] Distance 9.748147195404012 Each least square approximations [-4.69200013 3.2354367 -1.13270645 0.26886588 -2.75136065 -0.62529723 2.17038524 0.34862772 0.72989458 -0.53407911 1.23255371 -2.9224264 0.99388635 -1.59629055 -2.00570141 -0.21125294 -0.13129711 -0.38187497 0.63928827 0.92279981] Distance 11.562344512559587 Each least square approximations [-1.34896544 -0.99396033 0.88822668 1.22438329 -1.20116345 -2.25979654 -2.63153802 -0.6025865 -2.35078949 -0.36432969 -3.04363138 0.65617268 2.85789926 -0.04779764 2.20833041 1.00512814 1.34604293 1.15682479 -0.5825072 0.50689299] Distance 12.17102741667418 Each least square approximations [-5.68147891 2.29066607 -3.82726543 2.28047505 -0.94398514 3.05679457 -2.86465138 2.69685599 2.19155063 -0.70440486 2.35284008 0.22512134 0.31784253 -0.29014382 0.14071106 -3.80855451 1.02011002 0.81876039 -0.37534835 1.39492766] Distance 9.367014850568504 Each least square approximations [ 3.93901999 5.96579561 -1.0905507 -4.5241013 -0.8267646 0.79956604 0.76076251 0.49068081 -2.46464181 -1.58352769 1.90063033 1.69632887 0.01214264 0.37125096 -0.76595976 0.58284812 1.57258682 1.42565355 0.42672869 0.82306839] Distance 10.18903706053803 Each least square approximations [ 3.07693289 -0.61481359 -2.17919785 -2.26130738 0.80867733 -0.26280199 -2.61951557 2.8375292 0.10871414 0.00372781 1.3278238 0.64208666 3.05211271 -3.30574987 0.40436564 2.05132839 1.97150923 -1.46601891 -1.15204784 2.01116301] Distance 11.25473808721797 Each least square approximations [ 3.09768556 2.66445473 -1.50312292 -2.05703949 -0.11581028 -1.92035536 -0.03733668 -3.12318993 0.93631574 -2.21109937 -0.05215695 -0.35420682 -0.25896054 0.31839329 -0.18676742 0.23536719 0.18166545 -2.032451 0.5698077 -0.89694382] Distance 12.334317071549671 Each least square approximations [-2.19660664 0.74266876 2.40753327 -1.16893705 -2.18460322 -0.79027971 0.55822057 -0.34197771 0.42606824 0.2484043 0.27719861 -2.89945161 1.6909687 -0.76746957 0.04601151 -0.28344651 3.40697719 -1.61484336 -0.32350173 -0.13601696] Distance 12.460443572296967 Each least square approximations [-4.55563943 4.55958239 -5.12327168 5.07976022 1.91299138 -1.60845771 1.52812115 4.03254583 -3.12762628 2.17085429 0.18466148 -1.16801408 1.87879827 0.18223451 0.38678732 0.40870042 -0.90786587 2.48446745 2.17959114 0.396753 ] Distance 9.000199247975594 Each least square approximations [14.45047842 -3.75240348 0.45366744 1.61296799 1.51193939 0.36887326 -0.53124122 -0.32097373 -0.03752717 -0.03152487 0.39326689 0.61661652 -0.48247793 -0.30240515 0.47417607 -0.16867182 -0.01518355 -0.31549489 -0.14192191 0.22550378] Distance 1.1501121578792843 Each least square approximations [10.45339392 -2.94665262 -4.80863915 -0.6283495 -0.42086006 -0.29992207 -1.52814005 -0.32267279 0.18351729 1.78776048 1.79750389 1.8869643 1.89006996 -0.45997868 1.23187324 -0.18207491 0.08547598 0.13569358 0.03897405 0.26437601] Distance 8.454958559429883 Each least square approximations [-8.82184515 -4.95264022 -4.06602317 -1.01169978 0.34101684 3.17312077 0.7025004 0.0707862 -0.54200451 0.28996288 1.18145988 1.21966018 -0.95527499 -1.48747445 0.48789179 2.25668574 -2.6407756 1.68362805 1.3720089 -2.14435571] Distance 8.515909440692178 Each least square approximations [-10.33110544 6.61881638 2.39757159 -2.12527837 -3.73153489 -1.6945566 1.97213375 -0.81657804 1.73175882 0.31957058 2.14388427 1.25182947 1.46169532 -2.18528862 -0.52861064 -0.02803684 -0.32756255 1.41262556 -0.28468447 0.74191767] Distance 5.456311633034159 Each least square approximations [-9.23093374e+00 -1.18596558e+00 6.68933057e+00 1.94213360e-02 -1.04318818e+00 4.20720792e-01 -1.74924732e+00 -9.56336747e-02 -2.10143559e+00 -2.03076166e+00 -1.35474769e+00 -4.50058542e-01 1.25001661e+00 1.01341475e+00 8.45636792e-01 1.66526958e+00 1.23419666e-01 -1.34973330e-01 -7.44953944e-03 -5.14091537e-01] Distance 8.858217036809682 Each least square approximations [ 9.64444893 -4.20854027 3.0972311 -3.34569911 -0.10229177 0.80382755 -1.96290156 1.94921919 1.60511595 3.79885159 -3.3654962 1.10750303 0.30069362 -1.01801114 2.10826737 2.49778877 -0.48382135 -2.78856362 0.19741829 0.62556295] Distance 6.4409134903613285 Each least square approximations [ 9.36747316 4.4310391 1.57946114 -1.44635196 3.85923242 -0.6753989 0.46468379 -1.25515149 -1.85856694 -3.63912922 2.41875139 -1.57945863 -2.18447708 -0.15349061 -1.32044905 -3.03226457 0.16441114 -0.73780375 -1.19755428 -1.04741806] Distance 7.6242746296642085 Each least square approximations [11.11222944 -5.4374295 2.00886231 -1.62819111 0.7237626 1.21737021 -3.2855912 -0.19442567 1.75181692 0.7726978 2.54381286 -0.3483781 0.21662816 0.31875512 -0.43687636 -1.14511416 -1.57230435 0.18249729 -0.587658 1.34543297] Distance 6.479000478546924 Each least square approximations [-10.72142938 -4.21668647 -0.019506 2.23930991 -2.77926947 -1.21413171 -2.72678324 -1.70594089 0.35100245 1.50439117 0.32534093 -0.37672504 -0.73981875 2.49652351 0.08657122 0.49185891 -1.8535442 0.13104998 -3.45697227 1.3876133 ] Distance 6.843905307215315 Each least square approximations [-11.53699936 -6.57516973 -0.09897267 -2.64340119 -2.30196986 1.4210099 -0.36949783 0.90923141 -0.82466521 -0.2918518 0.44113814 -0.8155108 -0.46913266 -0.32541755 0.32359549 0.24848477 0.67055595 -0.05724207 -0.73617419 -0.3036364 ] Distance 3.719419650680528 Each least square approximations [ 1.44344849 2.02598466 0.85486125 -1.50585768 -1.69084617 0.86316892 -0.87987631 -1.56000894 -4.28484603 -2.75979727 -2.80546716 -1.14968939 0.54459484 -0.94911727 0.50446158 -0.5247445 1.07239354 0.88322442 0.11377628 -0.21060876] Distance 12.40043479353746 Each least square approximations [ 3.61382052 3.50179392 0.62963328 -2.04043642 3.55600512 -4.30142725 0.80414227 0.24034672 3.86941515 1.60246353 3.64851234 -0.3962778 -0.74896926 2.80519225 1.38292407 -1.04937756 2.13676911 -0.90533728 3.22889277 0.64825451] Distance 9.39332923950932 Each least square approximations [-5.92891718 3.3209056 -0.31482201 0.18203561 -2.72368883 -2.3418669 2.37253011 0.43472091 0.05650958 -0.87134156 0.1446237 -1.67539991 1.04124538 -1.81241515 -0.63501806 -0.28542062 -0.10869264 -0.5254913 0.4550166 0.79053435] Distance 11.57822161401577 Each least square approximations [-2.31534896 -2.60447289 1.28727323 0.79387698 -1.19987255 -3.65088485 -1.86232749 0.01677526 -1.94624433 -0.09479547 -3.14568884 -0.02993759 2.16190507 -0.85552657 1.43272483 1.06703369 1.05331793 0.85788684 -0.6608886 0.18231114] Distance 12.303593979967856 Each least square approximations [-6.66017911 1.8922305 -4.5369567 1.21451826 -0.92557353 3.26222593 -1.60713865 3.02953793 2.02312614 -1.08761308 2.97032033 0.93661736 1.36349112 -1.20700564 0.49835307 -3.57666815 0.02660798 1.41769241 -0.54210589 1.40871709] Distance 8.931600795520161 Each least square approximations [ 5.24067058 6.84003232 -1.04207683 -2.3825984 -0.23329297 1.46482393 0.54028477 1.01826835 -2.56345255 -1.3153805 1.45091404 2.9503713 0.4509389 1.42020915 -1.46139812 0.12150588 0.94562781 1.0797924 0.54953386 0.57380425] Distance 9.89630309789836 Each least square approximations [ 3.84092049 -1.36471169 -2.20560944 -2.24798806 0.46847129 -0.30325134 -4.06387749 2.16993489 0.428082 -0.48696345 1.79347478 1.41721826 2.22154064 -3.40392613 -0.07543957 3.42983531 2.37988664 -1.97065395 -0.56191128 1.43404949] Distance 10.711105697110584 Each least square approximations [ 4.11450664 4.34307837 -2.00500168 -2.70840916 0.11052155 -2.02412862 -0.34782766 -3.41552232 1.93123519 -2.04654184 -0.40682711 -0.05067458 0.57675752 0.46891201 0.22602814 0.23732839 0.30464243 -2.17336464 -0.06956053 -1.00436019] Distance 11.44699221635211 Each least square approximations [-3.14653246e+00 1.70775583e+00 2.11677449e+00 -1.30904275e+00 -2.65246686e+00 -7.82661946e-01 9.29395496e-01 -3.03026710e-01 1.11724384e+00 6.70270830e-01 -1.48563048e-01 -3.08692927e+00 4.40781327e-01 -1.62413609e+00 4.21867712e-01 -2.48636824e-01 3.47317532e+00 -1.69968549e+00 1.67270126e-01 5.28185293e-04] Distance 12.318158301266822 Each least square approximations [-4.58174167 4.47525252 -5.58922062 4.86961655 1.95887261 -1.86039695 1.73584287 4.07262781 -2.97488648 2.08075963 0.29036642 -0.90345988 1.80988042 -0.2612943 0.18978003 0.45248411 -0.85205323 2.37274854 2.05634983 0.11863509] Distance 8.964477407675428 Each least square approximations [14.62549617 -2.73668745 0.39063343 2.10874051 1.32991952 0.48265997 -0.48286967 -0.31145065 0.17120203 0.25776699 0.3116162 0.67751532 -0.25060109 -0.37128416 0.34375935 0.48964503 0.04804989 -0.61528677 -0.58263053 0.53206238] Distance 0.9777591012165595 Each least square approximations [10.48634404 -3.18076255 -5.09031637 -1.00203228 -0.26805526 -0.27003384 -1.53569894 -0.27588016 0.05766458 1.54657133 1.75043661 1.71894957 1.95278315 -0.34277745 1.10906382 -0.04599344 -0.11796894 0.14215368 0.01339289 0.32166569] Distance 8.258668233482357 Each least square approximations [-9.00867545 -4.90012805 -4.32251432 -0.54344224 0.90582956 2.80548366 0.63328525 0.02228111 -0.6159481 0.34240776 1.2493044 1.06534856 -0.99028581 -1.45965059 0.46907808 2.06791031 -2.76230264 1.46542315 1.54334018 -2.00001101] Distance 8.443714625812012 Each least square approximations [-10.54964196 6.60351471 2.49831223 -2.07073001 -3.83772747 -1.6400208 1.66403191 -0.88651803 1.7657941 0.41601107 1.93454345 0.9256868 1.41804373 -2.35671899 -0.3052018 -0.09377547 -0.43341915 1.30418737 -0.54967757 0.80296721] Distance 5.167117285453108 Each least square approximations [-9.24863725 -1.30511797 6.7764768 -0.32094292 -1.44441402 0.65635421 -1.85339188 -0.42133316 -1.99296472 -1.92207849 -1.31297301 -0.70366339 1.42636188 0.72260751 0.70842349 1.49911365 -0.16319386 -0.31217619 -0.07839421 -0.40750575] Distance 8.752954562002383 Each least square approximations [ 9.68582905 -4.11954145 3.28580858 -3.45538073 0.42883566 0.77995372 -1.84368115 1.79386399 1.58805265 3.95724873 -3.12742156 1.30975531 0.49352175 -0.72549059 2.1217277 2.37652483 -0.12482466 -2.50839805 0.01574666 0.74620258] Distance 6.5652190616213195 Each least square approximations [ 9.54489013 4.48869362 2.24134587 -1.75026503 3.63635485 -0.65743105 0.28943063 -1.00061924 -1.82289445 -3.3456988 2.02793021 -1.6430683 -2.47503114 -0.2672982 -1.76479401 -2.96898655 0.1868603 -0.76555408 -0.84223179 -1.03460337] Distance 7.453781993337488 Each least square approximations [11.09173123 -5.32596363 2.03927466 -2.17543025 0.84240315 0.74740031 -2.91388874 -0.04162526 1.59274375 0.83591412 2.60549941 -0.53815133 0.22279778 0.47334369 -0.26960899 -0.83419049 -1.43613867 0.20196844 -0.70766872 1.30356821] Distance 6.766978172926996 Each least square approximations [-10.94845398 -4.32650266 0.64748991 2.22495408 -2.53649875 -0.9266195 -2.83220445 -1.67336084 0.36392311 1.41650233 0.63508115 -0.35875881 -1.02492403 2.34606484 0.18807676 0.3176582 -1.87155561 0.08642946 -3.1724124 1.34400728] Distance 6.684483967609532 Each least square approximations [-6.25422358 4.16441381 -6.93775655 4.61397468 1.46241521 -1.67012448 1.72284449 3.69474038 -2.87608148 0.60728245 -0.08766974 -0.65089911 0.9928228 0.22673944 -0.44105387 0.11304448 -1.47398559 0.7215254 2.24419419 0.17290748] Distance 8.231576421142677 Each least square approximations [14.0753576 -0.81058038 4.03266587 -3.13505597 0.46309363 0.20375508 0.33787098 -1.88587435 -0.7715781 -0.60580512 0.27902484 -0.03521882 0.1308974 -0.54194235 -0.20297346 0.31445978 0.69483008 -0.77799152 -0.31919384 -0.7347238 ] Distance 1.1173580759511743 Each least square approximations [ 1.04166804e+01 -3.23090810e+00 -5.16844399e+00 -3.19349179e+00 1.52642095e+00 -1.73243485e+00 -1.39037384e+00 -6.51389179e-03 1.17786744e+00 1.39722690e+00 4.62860492e-01 1.46001963e+00 5.57542105e-01 -4.18410512e-01 2.28773001e+00 -2.71194772e-01 2.68512343e-01 1.34273421e-01 -1.35895918e+00 2.06552686e-01] Distance 7.528680407799354 Each least square approximations [-9.30290681 -4.0083866 -5.48980067 -0.1166048 1.59449039 2.13300518 0.96530987 0.36492127 -0.78965604 -0.97495888 1.24929829 1.22675988 -0.10495135 -1.85004018 -0.09025484 1.39318241 -2.31944189 0.99605995 -0.30522618 -2.0087657 ] Distance 8.474567920948004 Each least square approximations [-10.05000528 4.50279704 2.79799733 -2.25648961 -4.74477743 -0.25889063 -0.32072141 -0.67019141 3.95858921 1.42160447 -0.22851672 0.68385732 1.1699893 -0.75312912 0.01287388 0.84386016 -1.43575246 2.24996498 -1.78721462 1.09225582] Distance 6.60001328029867 Each least square approximations [-10.11055257 -1.71231067 6.05575119 -1.38973694 -1.29269281 1.04946865 -1.74746467 -0.89960997 -0.12625045 -0.79311989 -1.18531636 -0.36673955 1.26995374 1.33824561 0.6120596 0.57677489 -0.03557326 1.07623946 -0.70402536 0.15325234] Distance 8.654056487222192 Each least square approximations [11.01253923 -3.79789592 4.24166363 -4.18162947 0.27518631 1.59119412 0.28825287 0.51436739 1.68632809 2.82814184 -2.68451336 1.66183409 -1.16694716 -1.34489781 1.37233195 2.00108593 -2.02986348 -2.00093564 -0.15052718 0.49785804] Distance 4.567793111505147 Each least square approximations [ 9.5341404 3.02312347 3.25929833 -2.33513158 4.61516847 1.37826878 -0.45759438 -0.64766845 0.51239323 -3.1552939 2.06021319 -1.20098634 -1.20184327 0.07938123 -0.58298045 -0.50042513 0.14218985 -1.04166357 -0.24582269 -1.28426325] Distance 8.51800278260739 Each least square approximations [11.07379061 -5.24171703 1.3688654 -3.84531156 -0.16204741 -0.36151337 -2.73013942 0.14833537 0.80877966 0.49519157 3.6481339 -0.19904028 0.77470844 0.86062408 0.50721743 -1.02542996 -1.60484847 0.30728123 -1.06730862 0.85458637] Distance 6.1177447189378675 Each least square approximations [-9.98980902 -3.33475195 2.49672751 2.49936514 -2.74706643 0.28810049 -1.21126544 1.13285946 1.15214205 3.47750277 -0.48655074 0.28249957 -0.99069248 1.96319878 -0.24704658 -0.40274582 -1.5877963 0.4587726 -2.21992932 2.62311956] Distance 8.133108197322832 Each least square approximations [-12.80901689 1.55454633 2.48946849 -1.78366004 -0.91920148 1.75831414 2.12352189 0.49029999 -0.59982814 -0.30608413 -0.90195755 -0.76258692 0.94033158 0.01680237 0.94203959 -1.80340779 -0.80749955 -0.93467422 -0.49360586 0.65053067] Distance 3.9553019434817593 Each least square approximations [ 3.39330036e+00 3.04115236e-01 1.92673929e+00 -2.11539025e+00 -1.99030336e+00 7.94599161e-01 -3.21286235e+00 -1.32368016e+00 -1.77683139e+00 -1.33487829e+00 -3.32473318e+00 -3.76712929e-01 -1.29689663e+00 -2.05303063e-03 6.75987308e-01 -1.51333131e+00 2.10943909e+00 6.69711537e-01 2.55313813e+00 -4.34076825e-01] Distance 11.858833070690379 Each least square approximations [ 5.20023069 1.55544404 1.23284348 -1.33437075 5.66454927 -4.30861801 0.1446084 -0.31404987 2.43028682 3.24247466 3.3339966 0.19025983 -0.81608747 0.63574177 2.1741404 -0.63840124 3.5893441 -0.43097769 1.22718661 0.11256571] Distance 8.795754023388875 Each least square approximations [-6.40751208 -0.09145105 -1.72727817 -1.13174231 -5.10578587 -1.75211783 2.70236784 0.86265535 -0.92391842 -2.97057266 -1.90073772 1.55010434 3.83660671 -1.40773024 2.01641516 -0.57109623 -1.25296486 -0.61345006 -1.43089926 -0.28904321] Distance 9.267333385926607 Each least square approximations [-5.33021055 -3.75071232 1.66494841 -2.01260027 -0.27040535 -3.99038588 -0.29997366 1.90565887 0.31203086 0.01494011 -0.76808492 -0.09205559 0.11387735 -2.43154394 -0.44995057 1.48656028 0.98825653 1.60213206 -0.03518555 -1.56388104] Distance 11.190124746862802 Each least square approximations [-8.33932834 1.54681507 -0.76301833 1.91770165 0.80347528 3.30599322 1.92382953 3.19005858 3.15318262 -1.26827789 2.94463974 2.57548574 0.50905328 -0.98221757 1.28582069 -1.50817557 -0.40721063 1.73978805 -0.94984277 0.37759333] Distance 8.447987539106498 Each least square approximations [ 8.49794267 2.5379032 -1.14177123 2.0924099 -0.7706592 1.13684901 -0.21558149 2.12976999 -3.19425141 -2.11390501 1.96847732 1.63871212 -0.45674813 -0.17509083 -2.58723556 -0.37353443 -0.09877088 0.30637365 0.85540345 0.52101691] Distance 9.436334814023924 Each least square approximations [ 4.43094144 -0.15832655 -4.13060493 -4.02056696 2.67056547 1.01897968 -3.98663735 -0.80167361 -0.23396695 -1.21613193 1.86776854 0.27772402 0.77481012 -1.97635275 -0.49434082 3.30730053 2.72592223 -2.54781919 -0.26107104 0.48285276] Distance 9.831553131850916 Each least square approximations [ 6.5898673 4.29860823 -3.07432319 -0.96713143 1.1810549 -0.43796 -4.48214817 -3.25225616 0.19768573 -0.21880267 0.83362142 2.6334517 1.98047712 0.49726508 1.18879437 1.63350398 -0.22538728 -1.42403669 0.44107204 -0.73106084] Distance 9.270490512053826 Each least square approximations [-5.04383857 2.20184611 0.4039499 1.66062164 -2.67626188 -2.5104199 2.41194781 -0.80505234 2.4712113 2.5179321 -0.24318298 -3.58631341 -0.3819591 -1.52342088 -0.42943145 1.34892672 2.50481888 -2.69022641 1.24032273 1.59055808] Distance 10.426165024089562 Each least square approximations [-10.41444914 -2.50871336 0.23221365 -2.11351377 -0.71917765 4.06775117 3.3672368 0.73199118 -2.53891237 -0.99740611 0.9813356 -1.49736325 -1.29225193 0.71654184 -1.31523975 -0.49000139 0.06055132 -0.91245615 -0.73718746 -0.20121652] Distance 5.704726223351777 Each least square approximations [ 2.51591093 0.56073738 2.69474551 -1.26940333 -1.80095581 0.57289287 -1.80175606 -0.71902818 -2.48068433 -1.48743915 -2.31562055 -0.74741101 -0.25676755 1.67449723 0.13562474 0.41428645 2.03577087 0.92497604 0.21431665 0.83623828] Distance 12.289518085820175 Each least square approximations [ 3.51413497 0.24681707 -0.26675905 -0.94914907 4.88700228 -2.17144927 0.56015104 0.72180512 3.33972745 2.51986255 4.15668494 -1.50865285 0.73945246 1.14159156 2.17246756 -2.22464885 2.76260489 -1.58693901 2.29884688 -0.56750927] Distance 9.477780570661826 Each least square approximations [-4.67599722 3.12204996 -2.35555909 -0.65230839 -3.11022135 -2.08191254 0.9014817 0.54372581 -1.95246071 -1.95499063 1.4693118 1.09320948 2.93341559 -1.51557196 2.88342924 0.01701749 -1.54511804 0.34827224 -0.10744722 0.53758646] Distance 10.548007613269668 Each least square approximations [-4.19965543 -2.52010405 2.39491687 0.21800595 0.44972949 -3.84155567 -0.34289177 1.34513901 0.47244809 -0.39069351 -1.6240929 -0.56484398 0.97714942 -0.72809836 0.77113697 0.23430227 0.69007133 1.65853029 1.23897006 -0.13243328] Distance 11.83520247011129 Each least square approximations [-6.99186135 1.49478867 -2.39936223 0.05768521 1.47226811 3.61027697 -0.06813564 1.4922625 2.87318014 -1.61034869 5.2752972 1.36411046 0.70065708 -0.70685196 2.54657092 -0.71644497 0.27928081 1.13133949 -0.97000022 0.2560585 ] Distance 8.471800161397937 Each least square approximations [ 7.00906598 3.79875615 -1.11388227 0.04856052 -2.38613728 3.05472006 -0.58733692 0.42493353 -2.11770283 -2.41094627 1.6358352 2.01186721 -0.77296068 0.55209801 -1.07682946 0.69040873 2.02792862 -0.00840874 1.96092369 -0.34444898] Distance 9.433429066313726 Each least square approximations [ 3.34404424 0.28859851 -1.74959669 -3.37761598 0.40796356 0.47696065 -3.83981475 0.5510533 0.53636215 -1.81487712 0.53312299 2.14685717 0.22249491 -3.58351073 0.76084295 0.86701076 3.20927402 -0.89895378 0.44972837 1.00696758] Distance 10.98996724865859 Each least square approximations [ 5.55209587 4.19839932 -2.13050031 -1.48429213 -1.0151697 -1.99009568 -3.42705877 -2.62890742 -0.6394947 0.53812282 -1.27390356 1.12022652 2.70992165 1.84679836 0.79901854 -1.33927227 0.56977434 -3.41243172 0.59447913 0.24779671] Distance 9.433361811608748 Each least square approximations [-4.22721896e+00 2.46031822e+00 8.88713298e-01 1.29803949e+00 -3.41598620e+00 2.96530853e-03 8.18731581e-01 8.61337090e-02 1.17893779e+00 -1.46723506e+00 -4.28460197e-01 -1.75243526e+00 -1.74012441e+00 -5.27690467e-01 8.27435855e-01 9.74407433e-01 2.54527064e+00 -2.93853253e+00 4.36043277e-01 1.72637879e+00] Distance 11.32302089861464 Each least square approximations [-8.45979029 -7.92650405 -1.82312812 -0.78127434 -2.76539417 3.80382856 -0.23658065 0.05324908 1.29809083 -0.21236282 2.35145171 -0.27719253 -1.61574953 1.26730552 -1.34596525 0.14410284 0.39023425 -0.06742502 -1.85556465 -0.30355394] Distance 4.986350458966251 Each least square approximations [-0.10713564 2.93461764 0.89484321 -1.13414061 -0.95350089 0.60351385 -0.6286249 -1.72463128 -4.3368747 -2.88022917 -2.34183575 -1.28647366 0.37916149 -0.72963429 0.54227582 -0.33560408 1.547096 0.36293723 0.21327124 -0.42227597] Distance 12.207356363832085 Each least square approximations [ 1.44199601 2.34527689 -1.11803968 -1.1162776 2.58963003 -2.94821314 0.40874005 -0.46388522 4.46752444 0.82947173 3.02495573 -2.21595953 -1.76898863 1.98811895 0.54727741 -2.33994599 0.35659076 -1.06912669 3.59493871 1.45746205] Distance 10.61647977887417 Each least square approximations [-3.33431252 4.33567552 -1.0153068 0.8376258 -1.37707503 -2.25461066 1.46051306 1.03633734 -1.15574313 0.50387375 1.96609544 -3.21768324 1.81750752 -0.97454008 -0.59048385 0.05031121 -0.47141994 0.04415659 -1.12004934 1.20756494] Distance 11.715950681702154 Each least square approximations [-0.66864459 -1.05079315 1.62971926 2.2192015 -0.71754363 -1.24723736 -1.80817662 -1.38735224 -1.4278623 -0.95088844 -3.04207299 0.11198567 0.8269559 0.18382141 1.80578672 1.36529287 0.40130855 -0.31494302 -0.87236619 -0.35199593] Distance 12.917196697625505 Each least square approximations [-5.04857185 1.3765442 -5.53587092 1.14387448 -0.89923405 2.97037797 -2.95714231 1.19557056 2.18746501 -2.20586202 3.06754776 0.45004064 -0.15293862 0.24578703 1.12739123 -2.71026549 0.73453903 0.62090002 -1.07925114 2.01869623] Distance 9.443333320660443 Each least square approximations [ 3.32514276 5.28807878 -2.03098595 -2.69638152 -0.0589425 2.56554247 1.17617291 -0.43430775 -2.51595077 -2.43329601 1.9460934 2.3215072 -0.39834173 0.76639918 -0.66046306 0.41205131 1.80653088 1.67593012 1.40926571 0.34212999] Distance 10.626380290914053 Each least square approximations [ 2.06638766e+00 -1.92635470e+00 -8.29147544e-01 -2.20373634e+00 -3.56124335e-01 -9.17451612e-01 -6.88471902e-01 4.11318425e+00 6.42616972e-01 -9.76925637e-04 9.80037165e-01 1.88860944e+00 2.15250288e+00 -2.71317669e+00 4.57910686e-01 1.56124757e+00 2.32690127e+00 -1.33743821e-01 1.18133264e-01 2.24581996e+00] Distance 11.85287221135818 Each least square approximations [ 1.93910532 4.06934212 -1.5765288 -2.35691215 -0.68665087 -3.98473347 -1.66151996 -2.17346297 0.92012179 -1.04772195 0.09832647 -1.50563537 -0.21159456 0.75649595 0.23367067 -0.6621888 1.55169409 -1.8832148 2.0565452 -0.99157171] Distance 11.565289635310853 Each least square approximations [-1.22225602 2.24734052 3.45245599 -1.24410196 -1.85357015 -0.34520598 -0.95216457 -0.50854053 -0.40679509 -1.42180935 -0.32714974 -1.41028225 1.08275602 0.03415828 0.41826556 -0.24615575 3.03200169 -1.08898554 -0.26169249 -1.10180466] Distance 12.66345146644304 Each least square approximations [-5.43402292 3.85055511 -6.75483853 4.43542245 1.51191402 -2.94169682 2.03034927 3.28527526 -1.97491547 1.20226726 0.20815204 -0.62997343 1.16948661 -0.50049581 0.44524609 0.35000496 -1.39072288 1.36419192 1.5974617 0.54697312] Distance 9.29674707451803 Each least square approximations [15.26629655 1.06106329 -0.50309122 0.38019008 -0.04088581 -0.76807697 0.21531287 0.15336368 0.13168613 -0.08486424 -0.28883454 0.39748824 0.16095085 -0.20373989 0.40861704 0.14184761 0.07947927 -0.13304714 -0.04973526 -0.07688456] Distance 0.7168734980052065 Each least square approximations [10.97143302 -3.25606907 -4.75337748 -2.16660971 0.38020316 -0.68143228 -1.76533727 -0.24783597 0.56133668 0.79208327 0.72253693 2.00778718 1.87878067 0.05716935 1.7661888 -0.33275778 -0.4047254 0.14904611 0.06338642 0.22516053] Distance 7.858879496922332 Each least square approximations [-9.27682643e+00 -4.67381505e+00 -5.30907791e+00 -1.32741931e-01 1.74303503e+00 2.34633463e+00 1.32696152e+00 2.01441995e-02 3.42233087e-03 -5.89443613e-02 9.50160585e-01 7.67191292e-01 -8.17177046e-01 -1.92937303e+00 -3.26168395e-01 6.80725438e-01 -2.71218079e+00 8.70231887e-01 1.14342445e+00 -1.53860557e+00] Distance 8.464989702444651 Each least square approximations [-10.8712683 6.08941668 2.8200664 -1.67137404 -4.62382734 -2.14497156 0.14751428 -1.20135297 2.71752065 0.58368038 0.65119654 -0.17384455 0.85730629 -1.92663976 0.43401696 0.60770874 -1.01198415 1.20778433 -2.02992362 0.61691135] Distance 4.762946319651794 Each least square approximations [-9.73028459 -1.88537841 6.63223875 -0.57473545 -2.24285052 0.97957921 -2.38438694 -0.79087438 -1.13264092 -1.17517781 -1.36112467 -0.71999152 1.36055206 1.31172223 0.5931794 0.60964321 -0.25622584 0.23211565 0.10453107 -0.42390055] Distance 8.474696933857969 Each least square approximations [10.34120996 -3.19865792 3.88728252 -3.80350311 1.8332365 0.48060754 -1.81418101 0.80802604 1.43222993 3.4406881 -2.5506042 0.87475197 0.13825419 -0.73057809 1.72711701 2.12717129 -0.01121783 -1.88862764 -0.18815009 0.98069151] Distance 6.945560691206114 Each least square approximations [10.55341768 3.89147157 2.96648952 -1.80208814 3.99772927 -0.13827967 0.37958863 -0.62520729 -1.02832946 -2.9518356 1.31243189 -1.71529432 -1.05328037 -0.92997117 -2.00711688 -2.51988341 0.07582817 -1.11760148 -0.54256314 -1.05749009] Distance 7.1940509348717665 Each least square approximations [10.79742442 -5.17553696 2.38630312 -3.81214117 0.41958426 0.32213849 -2.52319043 0.10537186 1.5625639 1.14055126 3.15805708 -0.27876299 -0.10413086 1.01952055 0.02684219 0.23130336 -0.67697781 0.16405347 -1.13804082 1.51700412] Distance 6.8612763675166315 Each least square approximations [-11.22186488 -4.52826998 1.99129189 1.9800817 -2.85916461 -0.1877435 -2.6439909 0.38068052 0.22741187 1.89756451 0.8237235 -0.72551615 -1.18152323 2.1574276 0.42822283 0.19181521 -1.89282605 -0.07691982 -2.62000715 0.94629426] Distance 6.645887800820572 Each least square approximations [-5.47880811 3.73687734 -7.23608933 4.16350941 1.45325929 -3.43466631 1.9646874 3.04912106 -1.78868871 1.14391131 0.41149466 -0.54819984 0.70520272 -0.83460318 0.51252141 0.1474774 -1.4277262 1.30076733 1.26532771 0.34621287] Distance 9.189224956377839 Each least square approximations [15.06148312 1.90609802 -1.9020425 -0.8731018 -0.20942765 -0.37747579 -0.12502741 0.4359338 -0.11408477 0.22103453 0.19341652 0.42014967 -0.13826302 -0.23402331 0.62957423 -0.12647584 0.3050466 -0.34496021 -0.60218555 -0.04969294] Distance 0.7070443436852023 Each least square approximations [11.07511831 -3.34620731 -4.65860732 -2.56854043 0.24914791 -0.20344814 -2.2596706 -0.55672975 0.4890447 0.65813801 0.38250107 2.00839536 2.07689086 0.33124218 1.75351848 -0.71569584 -0.64083773 0.03189455 0.23996894 0.70626133] Distance 7.455681953845238 Each least square approximations [-9.48309662 -4.50980052 -5.63375014 0.06581759 2.24314141 2.08384104 1.12632787 0.02211601 0.28733693 -0.03316473 0.9046015 0.58944372 -0.85612115 -1.9582721 -0.39948515 0.2836317 -2.55146327 0.41679034 1.11819621 -1.52319466] Distance 8.253921882306836 Each least square approximations [-11.09532109 6.05621599 2.69352589 -1.45611512 -4.6737529 -1.95495125 -0.4739023 -1.28084189 2.54283909 0.61436959 0.29085929 -0.30922188 0.47142898 -1.34787954 0.71527172 1.07579273 -0.61795949 0.83857819 -1.89342278 0.30870161] Distance 4.990529941456825 Each least square approximations [-9.78830541 -2.11946125 6.65135093 -0.86471463 -2.57479515 1.0551013 -2.46764746 -1.02191595 -0.89037855 -0.98204742 -1.37836966 -0.90228057 1.3239658 1.28038845 0.46627095 0.15046322 -0.14262785 -0.18232735 0.0218787 -0.52821382] Distance 8.275773859333237 Each least square approximations [10.33761564 -2.87525894 4.1530144 -3.76827033 2.61073602 0.52177515 -1.90965289 0.26736033 0.94333952 3.34483421 -2.08332882 0.3817386 0.21305016 -0.71669304 1.56616203 1.67784996 0.02840563 -1.59734377 -0.31761921 1.02674352] Distance 7.321691421434513 Each least square approximations [10.93545342 4.07681831 3.39217143 -1.40655816 4.18174679 0.11780816 0.25621147 -0.41445671 -0.91528399 -2.40483704 0.71047749 -1.58854748 -0.55494668 -0.95637266 -2.27426535 -1.78918888 0.09781231 -0.98216842 -0.4075724 -0.87017425] Distance 6.965750234069819 Each least square approximations [10.65714243 -4.94506142 2.17658 -4.44167553 0.39537998 0.18496872 -2.10845113 0.33602173 1.44085906 1.39624336 3.16782663 -0.45195521 -0.70872396 1.13375278 0.0433264 0.88504901 -0.50109038 0.24267579 -1.29680303 1.78429605] Distance 6.916367704529022 Each least square approximations [-11.43877705 -4.94796154 2.50572553 1.61325047 -2.96278078 0.30825062 -2.40437421 0.8246446 -0.01450139 2.03284239 0.64601104 -0.60658273 -1.30888116 1.64386568 0.09632391 0.35167252 -1.53878639 0.19420968 -2.14750601 0.21202348] Distance 6.404740107028385 Each least square approximations [-11.2783337 7.78524283 1.38499496 1.76740075 -0.97650462 1.41375833 -0.78941983 -1.79833313 0.42528746 0.40113098 0.30846408 -0.44888079 0.82629219 0.55783671 -0.19654159 1.06318859 1.22308041 0.41075536 -0.9016324 0.04914381] Distance 3.503177497931272 Each least square approximations [ 4.56418253 -1.22064175 1.52499882 -1.59122138 -3.33112283 2.27134519 -4.56017461 -1.78128621 -0.16555811 -0.93339791 -4.72511229 0.07577903 -0.5621709 1.55943863 0.57342573 -0.51987467 2.15923093 0.31500425 1.8628399 0.66478108] Distance 10.703329183557456 Each least square approximations [ 7.70492327 2.56277252 1.54588519 -1.73964752 4.32976318 -1.61601299 -0.55241215 -2.58799428 -0.84487641 4.38727793 2.52916886 0.59325488 -2.79730882 -1.72473583 0.43451883 0.42792665 1.61382835 0.52218523 -0.90430321 -1.21433224] Distance 8.628619252847372 Each least square approximations [-8.71538548 -3.43830226 -0.69612499 -1.71560867 -5.42578419 -0.5571694 1.39898247 0.92563581 -0.99262273 -1.94454837 -2.55913909 2.40575539 1.92930816 0.46609132 2.29783535 0.11737772 -0.42797675 0.08232811 -3.343415 -0.68772289] Distance 7.434141941743594 Each least square approximations [-7.48705336 -2.16613032 -0.01818206 -4.40377022 1.21655374 -2.48099331 1.80132128 2.47755508 0.62333742 -0.56356006 0.59579551 0.73237989 -1.06601533 0.55659669 -1.51927613 2.41640131 -0.34937369 1.44945715 0.13915468 -0.88294067] Distance 10.288002923014801 Each least square approximations [-9.54916193 0.180511 0.79241726 0.44244429 0.25219859 1.10555231 4.07914336 2.08473676 1.72728208 -0.47344651 1.91433011 3.03780846 2.99957797 -0.61773053 1.00941612 0.13261985 -0.60238876 0.95619195 -0.20511778 -0.13761016] Distance 8.662985053809154 Each least square approximations [10.40746214 0.4943313 0.11163903 4.07085397 -0.67663007 -0.24509656 0.9108847 2.29961672 -1.72837483 -1.67564727 2.9586521 0.61298457 0.23574638 1.33694961 -1.39611977 -0.22920795 -0.423497 -1.51023923 1.47978899 0.11870527] Distance 7.874187498104727 Each least square approximations [ 6.11368576e+00 1.34482749e+00 -3.25482495e+00 -3.80785380e+00 9.51096084e-01 -2.85780902e-04 -3.92803048e+00 -3.54605464e+00 8.96423042e-01 -1.69786783e+00 2.49783593e+00 -1.99902197e+00 -6.65383681e-02 4.92407808e-01 5.04621587e-03 2.24339676e+00 8.98507568e-01 -1.34251174e+00 1.04925407e+00 -3.68341266e-01] Distance 10.04889703608792 Each least square approximations [ 8.69460518 3.15371226 -4.00417721 -0.96571392 2.64870623 1.91393697 -4.22815252 -1.87384101 -0.78159954 -0.98609315 0.31795242 3.27399903 0.39731573 -0.31415072 2.25916382 1.59875364 0.18106923 0.46218293 0.02652651 0.86838686] Distance 7.830665982057412 Each least square approximations [-7.34661586 1.86160959 -1.79982758 3.69630123 -0.58363112 -3.30598812 2.71253809 0.18680173 3.03160034 3.42663527 -1.08493394 -0.12985262 0.02770009 -2.18365467 -1.41766787 2.24561548 -0.48303202 -1.69104711 1.33948201 1.36878889] Distance 9.138034459013275 Each least square approximations [-5.19425523 3.98979346 -6.48706687 4.3805159 1.4798404 -2.99776646 1.82457672 3.25543062 -2.30974416 1.30607516 0.41051434 -0.71340262 1.1048047 -0.50947003 0.32249224 0.22866824 -1.12272554 1.55262928 1.69174668 0.19328354] Distance 9.292255631013639 Each least square approximations [ 1.50962233e+01 1.84243245e-01 -1.05243006e+00 -3.27982668e-01 4.00252974e-02 -6.87758422e-01 4.41854017e-01 -3.91147998e-04 9.96713966e-02 3.40003750e-02 9.91064288e-02 4.38960286e-01 3.16606890e-01 -2.27211388e-01 2.31911330e-01 -7.51946626e-03 1.13286170e-01 -1.08881892e-01 -1.26185665e-01 3.13624728e-01] Distance 1.0821902809105397 Each least square approximations [10.89521373 -3.15128568 -4.56870787 -2.0531498 0.13778648 -0.43111332 -2.15821493 -0.26436701 0.45682277 1.05894462 0.85383346 2.01627798 2.15050336 0.11372902 1.56203457 -0.27599257 -0.43746783 0.06079161 0.01731204 0.54633821] Distance 7.688620120590505 Each least square approximations [-9.13498312 -4.7848323 -5.18394421 -0.26938864 1.76195558 2.20291366 1.02582557 0.0579917 0.15405582 0.05896031 1.06317339 0.80165297 -1.02579165 -1.83629343 0.06284924 1.21508178 -2.74105435 0.90161138 1.00745945 -1.80966861] Distance 8.301928434947138 Each least square approximations [-10.75601821 6.26919309 2.68075664 -1.51224459 -4.40257682 -2.27499343 0.41956553 -1.22972138 2.66567798 0.45167211 0.81011625 -0.02392871 0.83717009 -1.60487088 0.2693728 0.73554674 -0.66787153 1.14185138 -1.70103515 0.59673296] Distance 4.896275845138449 Each least square approximations [-9.5123214 -2.03659559 6.76495915 -0.67860776 -1.98230695 0.95658804 -2.33737959 -0.55020828 -1.39375552 -1.39332893 -1.19253223 -0.69303431 1.58540594 1.10932478 0.4905915 0.70662742 -0.14396033 -0.08203597 0.11149928 -0.59057711] Distance 8.331709110290188 Each least square approximations [10.25615524 -3.14179595 3.93554116 -3.60046159 1.54694038 0.48778948 -1.86545664 0.46428994 1.5315601 3.42144137 -2.81683712 0.7754882 0.15777804 -0.69146138 1.61276362 2.22201682 -0.30653015 -2.12745129 -0.25918193 0.86017398] Distance 6.756487647001706 Each least square approximations [ 1.04495966e+01 4.06717563e+00 2.85849223e+00 -1.39959991e+00 3.98765864e+00 -2.07655685e-01 1.64281328e-02 -7.28121097e-01 -9.60443418e-01 -2.87830860e+00 9.80524235e-01 -1.79698965e+00 -1.30462894e+00 -6.45853024e-01 -2.03289404e+00 -2.47727740e+00 -3.47143812e-03 -9.86722728e-01 -7.58409733e-01 -1.12284876e+00] Distance 7.113892339618499 Each least square approximations [10.86195894 -5.32497245 2.35313406 -3.45617344 0.41022236 0.51587212 -2.4788255 0.06639224 1.74203151 0.86660136 2.90780451 -0.47420268 -0.33930134 1.1897285 -0.10893534 0.24622434 -0.84783841 0.31423076 -1.16444959 1.85859505] Distance 6.437722226869031 Each least square approximations [-11.17847272 -4.71879601 1.56637372 1.76732788 -2.97319695 -0.09604477 -2.41111377 0.14289796 -0.0963253 1.95323612 0.79180617 -0.39043286 -1.30285606 1.80415 0.40938135 0.22209754 -1.96626006 0.14143703 -2.62824951 0.88596272] Distance 6.535070288543286 Each least square approximations [-8.41309563 6.24394782 -1.90845845 4.46073067 -0.35186114 1.98060112 2.01088535 1.48208972 -1.98985378 -3.10570539 0.13922938 0.48319041 0.46317364 0.76592678 -0.84776538 1.0897346 -1.38021735 -0.1648471 0.46313526 0.77184127] Distance 7.5203542457290915 Each least square approximations [ 8.82376307 -1.59620148 2.83740032 -1.79447189 -4.29337918 1.37336349 -3.42306329 -2.91619303 0.40641764 0.52172422 -1.65255409 -0.55840768 -0.99900216 2.12748153 -0.66525948 -2.12623042 1.89063525 1.60404378 0.92316454 1.6187977 ] Distance 7.978171373628385 Each least square approximations [ 8.84758616 -0.96502196 -1.66015208 -1.6661343 3.98850373 -2.92435367 -1.27552598 -1.33364388 0.36147311 0.95952853 1.18270088 1.80315286 1.49547954 -1.30352773 0.2950688 -1.63796301 2.17907723 -1.04329128 -0.14091797 1.43685412] Distance 9.30163647931575 Each least square approximations [-7.21429066 -4.49499149 -3.87810595 -0.69257561 -1.83558103 0.05789396 0.83008391 -0.7548733 -1.59050768 -2.1652179 0.88205505 1.95762638 2.5386752 -1.04635512 1.32562914 2.4133439 -3.67915112 1.33351661 -3.50054799 -1.81504244] Distance 8.321272153692071 Each least square approximations [-8.18534837 1.41498443 1.97904656 -5.98107363 -1.71400248 -1.74737443 1.16058332 -0.25366186 1.34667478 -0.39146094 1.69950521 0.54350009 -1.93523199 0.66170754 -0.8783807 1.88585234 1.53245745 2.58725561 -1.27443525 0.2656027 ] Distance 8.88620562348869 Each least square approximations [-10.22682995 -1.44709954 4.77205857 -0.81629249 0.63847902 -0.37458395 0.94876758 2.212012 0.44063272 -2.14910837 1.38438894 1.12347118 1.87638787 1.64936629 1.45328455 2.38269746 0.27144453 2.34176107 -1.8181123 -1.5351622 ] Distance 7.053619624278133 Each least square approximations [12.91934952 -4.01013415 -1.97512558 -0.14656607 -1.54518001 -0.45579004 -0.83541573 1.16830438 0.10501952 -1.35559185 0.34312159 -0.57162732 -2.04918004 0.60947661 -2.4833859 1.03492272 0.10626758 -0.36054654 1.98984023 -0.32267101] Distance 3.095014049465358 Each least square approximations [ 7.31191534 1.75454282 0.81855075 -3.33213836 2.0431857 0.17865899 -1.4344364 -3.63425672 1.02757801 -1.64589747 1.88077165 -0.53426311 -1.17400176 0.57812585 -0.5317896 0.38756279 1.61849341 -0.26984937 0.10364883 1.34005053] Distance 10.836878184518504 Each least square approximations [ 9.74308425 -1.90263241 -1.26649001 -0.57190662 -0.01737676 -0.66369387 -4.40071907 1.04684163 0.95084518 1.30122781 0.3166039 3.08094154 0.52023251 1.78758093 2.70472063 1.53028388 -0.71916845 -0.59646355 -0.05622019 1.65224086] Distance 8.316046912836672 Each least square approximations [-7.79435851 -0.77701771 0.41207345 3.66578961 -0.54837008 -1.8974418 -0.19732235 0.45470768 0.560761 4.02520483 -1.55376596 0.18970976 -3.57015818 0.87553045 0.15592585 1.69108836 0.34945832 0.65524166 -1.42751215 3.36807575] Distance 9.542038132939185 Each least square approximations [-7.45396599 4.09235089 -6.61158475 1.23446649 -2.94472338 0.22012461 -2.58701756 1.81867967 -2.10823522 3.10536034 -1.3133112 0.73680575 1.35754406 -1.0828665 -0.12494399 2.02584641 1.47165448 1.27250412 -0.66800078 -0.94770803] Distance 7.213482548529325 Each least square approximations [ 7.85585011 0.29411612 -0.82893064 -0.80148277 -0.76173931 3.22357713 -2.2952383 -1.8682867 -1.9683641 -1.34742853 -2.47500696 0.30439202 0.84557059 -0.29522585 0.41429048 0.4630191 1.16588152 -1.12867154 -2.00713329 0.27535768] Distance 10.687644346008648 Each least square approximations [ 8.84164679 3.49903663 -4.21329093 -3.65620803 2.35070836 0.74910263 -0.4010893 -1.95083092 0.01550072 1.30018448 3.23614246 -0.73446539 -0.98764677 0.37921907 -0.02745502 0.8216619 -1.66147262 0.14462148 -1.34685142 1.92312011] Distance 7.908069202846488 Each least square approximations [-1.33163376e+01 -2.94928958e+00 2.46241286e-01 -1.08455150e+00 1.14003312e+00 -9.39888300e-01 -1.34668295e+00 7.66952663e-01 2.49395581e-01 1.24238567e+00 1.22179914e+00 -3.39055874e-03 6.66305444e-01 2.04211788e+00 -1.37122513e+00 2.45751717e-01 1.53005735e+00 -2.36802629e-01 1.64435478e-01 1.75625028e+00] Distance 3.1485963559401684 Each least square approximations [-9.0812737 1.81369093 -1.8346044 -2.1865746 -0.42016959 1.1398777 -1.86606277 0.06570536 -0.36442425 0.94606437 1.26271461 3.07551689 0.83478297 -0.57885508 -2.06314638 1.03124098 -0.57334163 -0.5860001 -0.94415327 -0.31741171] Distance 9.89721753914438 Each least square approximations [-10.87066063 -2.26399114 0.69455437 -0.87844898 -3.39138754 -1.55723756 0.70350993 -1.23496396 -2.20369835 -1.89057667 -1.37862148 0.30318449 1.50230464 -2.47060745 -0.35115448 -3.33684196 -0.87302298 -1.54950226 0.80207404 1.68684045] Distance 6.303123288866462 Each least square approximations [ 8.13539521 -1.84797109 3.29435894 -1.30833162 2.60445819 1.65296717 2.19590881 -0.24178876 -1.77680739 1.90287975 1.71827254 1.34515344 1.96842355 2.5576777 0.46070142 -1.42588327 0.26939763 -2.77555427 0.08995408 2.4473156 ] Distance 9.076615684841485 Each least square approximations [ 9.89375042 2.95614715 0.70013474 -1.63158913 -0.63429009 -2.22586568 -2.58433295 0.59737948 0.4314352 0.16559374 3.7792958 -1.51462835 -0.99240703 0.17264757 0.05625351 3.26259332 -1.34380712 -0.98761429 0.75239233 -0.61821772] Distance 7.910002153335437 Each least square approximations [11.16748365 0.85301824 -4.00945112 -2.70932064 1.82902063 -1.50990855 2.74590982 -1.98211355 0.72279056 -1.81781529 0.97321846 -1.30616065 -1.69355387 -1.86207437 1.1750386 1.90526568 0.523105 1.4903584 -0.92291659 -0.66328672] Distance 5.418240258764894 Each least square approximations [-10.59798252 -0.26467831 1.02223494 -0.37411067 0.48715258 -0.52036432 -0.25970467 -0.93124565 3.34574417 1.97057525 -1.75134944 -0.85629379 1.59178654 -2.17488319 -0.93332078 -3.05290765 1.45824795 0.22104004 -1.20709416 0.17302992] Distance 7.8683114989432905 Each least square approximations [-5.31812721 3.85036722 -6.87483017 4.14582587 1.36841699 -3.22613456 1.90835292 3.08708238 -2.12543101 1.00852464 0.41818248 -0.62957427 0.69539858 -0.5711797 0.2656363 0.24241356 -1.36380928 1.23777752 1.66018721 0.21436598] Distance 9.379498472386462 Each least square approximations [15.05600512 1.01803768 -1.52497902 -1.16565738 -0.37746636 -0.58194733 0.62125216 0.17068606 -0.05163306 0.12354929 0.28030903 0.05568934 -0.12962105 0.09919033 0.14993881 -0.22262555 0.34031271 -0.05803507 -0.23493977 0.09411819] Distance 1.2424997302736396 Each least square approximations [10.91793523 -3.19813687 -4.42560131 -2.51289632 0.26963373 -0.18776777 -2.43093927 -0.36611535 0.73313794 0.89011967 0.3873203 2.05083449 2.25294315 0.15162828 1.76310837 -0.62823735 -0.31419999 -0.0576227 -0.02781552 0.77575564] Distance 7.599459753180993 Each least square approximations [-9.27887585 -4.58243674 -5.41938526 -0.26892554 2.03278333 2.14523395 0.95572609 0.08125555 0.2133348 0.03646824 1.06338232 0.82691056 -0.87607214 -2.0063434 -0.23541467 0.75307305 -2.71114338 0.6627279 0.97087057 -1.55505098] Distance 8.343012549382225 Each least square approximations [-10.91302057 6.08172003 2.43476025 -1.31896476 -4.71978075 -2.29863022 -0.22175417 -1.26795792 2.72280773 0.44310187 0.43731585 -0.08837422 0.54709407 -1.22294165 0.43875297 0.88978837 -0.64029417 1.05418664 -1.84944988 0.3975276 ] Distance 5.056837408735849 Each least square approximations [-9.73970264 -2.23108911 6.59834028 -0.78820461 -2.21762823 0.81337821 -2.38254867 -0.71544437 -1.24908474 -1.11819865 -1.24323111 -0.9776726 1.40470784 1.20139009 0.46441407 0.28326972 0.0262714 -0.03279884 -0.03021785 -0.49777753] Distance 8.317680683940958 Each least square approximations [10.45817132 -2.86220113 4.1068513 -3.65432306 1.92393894 0.47204743 -1.89322255 -0.09277296 1.08548998 3.29926455 -2.6278852 0.40413618 0.0985209 -0.59551889 1.5792334 1.97191469 -0.36174356 -2.00360972 -0.15967502 0.92800236] Distance 6.929007436696724 Each least square approximations [10.76628426 4.01554628 3.06318002 -1.11633946 4.06451825 0.05297949 0.14236713 -0.61473579 -0.73836663 -2.71673641 0.71411063 -1.61960402 -0.87784951 -0.7042789 -1.81130349 -2.03664427 0.2366657 -0.84210087 -0.32872783 -0.89716496] Distance 7.294183932437217 Each least square approximations [10.79448536 -5.20218823 2.10892999 -3.97974474 0.16151671 0.50720318 -2.18083612 0.20016305 1.9458124 1.24571282 3.00697317 -0.43211627 -0.6014615 1.46359017 -0.04402952 0.56748949 -0.43051388 0.30700977 -1.29763853 1.90497938] Distance 6.50304878900277 Each least square approximations [-11.33466129 -4.86082777 1.8783015 1.52677047 -2.98894994 0.28422731 -2.32946575 0.86276294 -0.21811922 2.03568951 0.71128555 -0.19411271 -1.2451741 1.72690147 0.30562438 0.28930186 -1.44961531 0.32560504 -2.37911612 0.84829158] Distance 6.56100577505728 Each least square approximations [-10.76080679 -4.72401543 -1.63095607 -0.10195391 -2.3253219 -2.38423005 -2.43724698 2.89946627 0.3266884 1.81445122 -1.53807995 1.46078457 -0.69975647 -0.72552562 2.1929747 0.78367333 1.70575199 -1.07915873 0.68873371 1.59104985] Distance 4.03082624950744 Each least square approximations [ 3.75872755 2.49133334 0.37140584 -1.63962325 -0.24014619 1.30448753 -2.25511548 -2.58227999 -2.71112943 -2.76615073 -2.76619612 -0.45638184 1.45771207 -1.2957251 0.91617413 -1.67231159 0.92459508 0.30168671 0.28274322 -0.39302099] Distance 11.650305695339789 Each least square approximations [ 6.06185679 3.49230523 0.06150929 -3.9638099 2.04762003 -3.14445511 1.80516666 0.34672687 2.66192795 0.14797489 2.97760136 0.3606813 -3.44784458 2.06927843 0.65486467 0.16634623 1.91155604 0.74899881 4.00117345 1.11770557] Distance 8.219796503999364 Each least square approximations [-7.50578145 -0.11406132 -0.3673247 0.54492258 -1.88956096 -1.11762197 2.13940276 0.65556132 0.5134152 -2.49391163 0.01836044 -3.40098739 -0.44401913 -2.2652198 -1.43927674 0.09910095 1.36424977 -1.56481048 -0.24196353 0.6139911 ] Distance 10.347588693158498 Each least square approximations [-4.07250744 -0.75087293 2.71456305 1.0606656 -1.62456496 -0.1679252 -2.94797935 -1.94572338 -1.62387678 -0.87298545 -1.20511197 0.92675203 1.99412363 -0.55138617 0.66462734 0.09250294 1.53263565 0.82326955 -2.07915992 1.31064718] Distance 11.982924917676035 Each least square approximations [-6.62322758 0.10947352 -2.20309628 0.73173497 -3.01591477 2.9516771 -2.37147417 2.29494538 2.27488904 -3.07343042 -0.0925669 -0.09653565 1.52939507 -0.58293719 -0.24980499 -3.0263707 -0.30859406 1.90793942 -1.03821289 2.84816807] Distance 9.298078511407043 Each least square approximations [ 6.14035594 3.7107237 0.6959418 -3.92524234 0.84014061 -0.35804956 0.66899435 0.33554688 -3.4571869 0.23975938 1.09588881 2.57804564 0.80513963 0.40125294 -1.05993863 -1.14484807 0.5771647 2.02294624 -1.58816055 1.11590092] Distance 10.189853911869385 Each least square approximations [ 5.24355772 -0.24095588 -0.02216295 -1.81455937 1.50128709 -0.23892233 -2.1419062 3.42958013 -0.54477434 0.71123577 3.90494937 -1.84661354 1.40078883 -1.23951622 0.32017955 3.28973784 0.81458967 -1.5162436 -1.58547486 1.63823397] Distance 10.598783113888906 Each least square approximations [ 5.46909664 2.53032863 -0.24315508 -3.61121402 0.79352324 -2.06974881 -0.47274757 -1.63824909 1.49935373 -2.94397138 0.43602806 -0.53891851 -1.57584937 -1.62966156 0.30754541 1.465722 1.41757168 0.05783075 -0.516154 -1.61843779] Distance 11.089416921652004 Each least square approximations [-3.9541475 0.17746793 4.02407517 -1.57753274 -2.1324037 -1.1201253 -0.40065902 -0.84059633 1.18533262 2.98572177 -0.77025565 -2.65737715 2.78708091 -2.58802462 -0.91008776 -0.36477395 1.67463649 -2.09209191 -0.20378924 2.20105085] Distance 10.835100550307718 Each least square approximations [-11.78891587 -2.73784316 -0.12580554 -1.9221906 -0.64881971 -3.52561969 -1.81625742 1.85797187 0.45511282 3.02457385 -1.07584336 0.09869847 -0.50163816 -0.15440017 1.26636732 1.07816157 -0.01799538 -1.13671665 0.07475745 2.3896611 ] Distance 3.323342113847899 Each least square approximations [ 3.74442285 2.33752782 0.06886556 -1.94793858 -0.56592355 1.30333347 -2.27028049 -2.78835167 -2.28749683 -1.70630274 -2.85012081 -0.4302501 1.86650571 -0.51221851 0.98054735 -1.61444273 0.15391357 -0.14859274 0.57719604 -1.17911298] Distance 11.731842296124935 Each least square approximations [ 6.72517519 3.31001396 1.45969553 -3.19825992 2.31118859 -3.73368496 1.29709637 -0.39744437 2.01644551 1.57281504 2.42010502 0.86525996 -3.42816935 2.27032682 1.31478293 0.46629393 2.09084218 1.04555876 3.21621464 0.24306818] Distance 7.991968139566579 Each least square approximations [-7.57981447 -0.08397209 -0.46694074 0.46709157 -3.2350968 -0.90131123 3.13419338 1.5213599 0.90170765 -2.93409496 -0.91722249 -2.4274335 -0.16588507 -2.76565866 -0.54709719 -0.51832732 1.01144494 -1.11253522 -0.35668256 0.74835994] Distance 9.630315807711284 Each least square approximations [-4.96719051 -1.82775388 2.21507127 0.94252204 -0.73835651 -1.92757989 -2.77908955 -1.04128518 -1.98058311 0.28880017 -1.45264614 0.30625982 1.39138143 -1.40285511 0.50297651 1.13963515 1.34215525 1.21685261 -1.26144624 0.45087282] Distance 11.738164948125346 Each least square approximations [-7.19027757 0.95426035 -2.24852234 1.29847811 -2.5580427 4.31343527 -1.34108508 2.8178722 2.16884342 -2.1639544 1.09424033 0.19988275 1.24939411 -0.48466801 -0.70610228 -3.1312071 -0.93737379 2.51856163 -0.07983737 2.30038806] Distance 8.480579367112869 Each least square approximations [ 6.86512071 5.22459666 0.53793668 -3.27046203 0.97731277 0.23593127 -0.15659969 1.48615037 -4.33388552 -0.06064783 0.27409452 2.86615271 1.60845977 0.49881593 -1.41626874 -2.10291141 0.16675843 1.3530262 -1.60355511 0.60429961] Distance 8.462447717639085 Each least square approximations [ 5.27387373 0.12424263 -1.4947289 -2.50839146 1.97889484 0.57339805 -2.84344535 2.3610556 -0.48748458 -0.37757038 2.69072027 -1.72525281 2.05028472 -1.37112598 -0.02248557 3.80325283 0.14692672 -1.70820169 -1.61459509 0.75815577] Distance 10.482224543000907 Each least square approximations [ 5.62785829 3.04924737 -0.70761391 -4.15917674 0.91022896 -0.69305312 -1.27630273 -2.86697196 1.0232877 -2.19106671 0.54303062 0.34185841 -1.57111077 -0.94191349 -1.04296374 1.58437662 1.0809277 -0.25182299 -0.95570293 -1.51369119] Distance 10.66895809753844 Each least square approximations [-4.44131367 0.73269424 3.18543728 -0.83531342 -2.49275482 -1.16030971 1.07352731 0.05869401 1.91998143 2.94981887 0.86626433 -3.37161395 2.73223871 -2.21486855 -1.6431277 0.72824744 1.68271839 -1.77331238 0.57899339 1.88029064] Distance 10.565372257631745 Each least square approximations [-5.50055576 1.9145098 -1.76624521 0.40399723 -3.19563233 -4.04212604 -1.24576177 0.75265341 -0.42829653 0.6370056 -2.30402731 1.86773254 -1.10314754 2.70945134 2.88395417 2.38742279 -3.06287386 0.41408832 2.16922511 1.03942122] Distance 9.27538816463593 Each least square approximations [ 5.54763146 0.99121873 -1.03300145 -1.59421982 -1.01872935 2.4895509 -1.21395202 0.01522794 0.78269288 -1.80791957 -0.99360668 -0.8425016 -0.5445685 0.17128506 0.34906748 -0.69636463 -1.21576659 1.39854212 0.21731872 -0.85420634] Distance 12.016964890504754 Each least square approximations [ 8.85742578 2.49681067 4.00472251 -4.0252835 -0.91348201 0.58114779 2.47156614 3.40103758 2.52847158 -0.62117996 -0.66750862 0.73261598 -0.65567551 -1.35411639 1.40578711 -1.04248986 -1.00554502 0.02588725 1.75857179 -1.4414973 ] Distance 6.6452530581039975 Each least square approximations [-5.87307979 -1.54451315 -1.04450836 -3.10572808 -0.2545658 0.49934 4.514343 1.10327924 1.2756301 -0.11599553 -0.70408628 0.25586891 -3.8784122 -3.90679117 -0.20206195 -1.10968325 0.55591528 -1.36035836 -1.32655205 1.40511094] Distance 9.48722808124442 Each least square approximations [-6.49264838 -0.6023551 2.20680761 -0.48818057 -0.03928077 -0.7948741 0.20099024 -2.04276518 2.18850997 0.86815243 0.17717984 -0.50336827 -0.34866646 2.71729331 -0.68792842 -2.49931771 1.34326455 0.70419875 -1.50418406 1.43539522] Distance 10.957080150996353 Each least square approximations [-4.92664211 -2.69279806 1.68701269 0.66146282 -0.87413615 1.46203328 -3.21614803 0.28486989 0.57178427 -0.58183321 -1.01153148 3.24648826 2.79459577 0.5121382 -0.20064611 0.09095954 -0.25924853 0.76913997 -0.30836326 0.45459862] Distance 11.391392031072783 Each least square approximations [ 6.15120436 0.97195978 3.37520447 -1.072452 1.29775027 -2.07988476 -2.35728727 0.21896093 0.9216394 0.38343371 -0.01984327 -0.76067626 1.98512937 -0.35836584 1.77751251 -1.75074496 -0.35127041 -0.28587542 -0.42910359 -2.65745769] Distance 10.814184489547948 Each least square approximations [ 7.72933529 -1.69396969 -0.85172144 0.99683381 3.48164269 -1.02695514 0.61610236 0.36887943 3.39505549 -0.81594438 3.89917694 -1.34954618 0.10926062 0.11716843 1.20514413 -0.94239732 -0.50495798 -0.90154239 0.17845293 -1.01536012] Distance 9.352490245374156 Each least square approximations [ 6.22942206 0.33171666 1.56683399 -2.284522 -1.01128234 0.93637122 -1.04210943 1.3533102 2.77336221 -0.67239291 0.89390175 1.3986444 1.64402559 -2.9055377 -1.26076496 0.84332652 3.11478684 0.35636318 -2.40644705 -0.52558399] Distance 10.371055966784468 Each least square approximations [-5.84610273 0.21620373 2.03481423 -0.31203559 -2.4979406 -1.70348614 1.95061915 1.5475923 -0.08695642 1.96341795 -2.19203784 0.01719565 2.39837883 -0.21473836 2.50878983 0.67586152 -1.25572292 -0.2313329 -0.89976567 0.14108729] Distance 11.032963867760762 Each least square approximations [-3.66506629 3.23886685 -0.09234071 0.72210242 -1.5257061 -4.73660941 -1.99930843 -0.37203799 0.38919729 1.58038581 -1.73417149 2.37467503 -0.70142032 2.8318363 2.14749023 2.54315297 -3.0885178 -0.08162017 1.73724583 0.97908001] Distance 10.081414047707852 Each least square approximations [ 4.47819006 -0.00596931 -1.37312544 -1.29693898 -0.21382479 1.77124429 -0.77887076 0.44427333 1.39449425 -0.73256032 -0.78333072 -0.67460344 -0.49642822 0.40213593 0.32996307 -0.33306045 -1.19107045 1.14570715 0.54796965 -1.25275879] Distance 12.767436518159077 Each least square approximations [ 8.31941111 1.70784752 5.32016436 -2.44174688 -2.82651047 1.3325277 2.57672683 2.76895026 1.68342577 -0.60807859 -1.39837887 1.62036992 -1.98640487 -0.87223075 0.57170475 -0.53687857 -0.33391099 -0.04246901 -0.32722372 -1.72708938] Distance 7.25385820854456 Each least square approximations [-4.2270907 -1.74231213 -0.28884762 -3.62466641 -0.64744485 0.95050557 4.54589173 1.71845609 2.02601165 -0.07149832 -0.57874266 -0.49717714 -3.72411427 -2.89747658 0.66802081 -0.90332023 -0.03725366 -2.1900094 -2.18408261 0.54885499] Distance 10.111432517997358 Each least square approximations [-5.2138282 -0.34911277 2.05674794 -0.67715407 1.19732841 -0.78584468 0.72996569 -1.62549639 2.39578411 0.68827649 0.77350929 -0.18918701 -0.99215984 2.50991278 0.02754065 -1.82380398 1.36840448 0.88196723 -0.61982281 1.64338963] Distance 11.788988823863734 Each least square approximations [-2.96274403 -2.0431287 2.25889647 0.91862156 -0.125681 1.23225325 -2.28020633 0.14723577 0.29793114 -0.17442278 -0.4922057 3.07056503 3.23429284 0.87420812 -1.23024905 0.25804966 -1.29497498 1.03239645 -0.93653862 0.57106662] Distance 12.132613199959954 Each least square approximations [ 4.84293576 1.12912219 3.17254429 -0.32897953 0.12556064 -2.48719608 -2.57199922 0.53080903 0.88170918 0.3339031 -0.2528555 -1.59220434 1.23133551 -0.67532312 2.57479566 -1.73387462 -0.89377007 -0.4801722 -1.06271308 -1.97284746] Distance 11.412584398703812 Each least square approximations [ 6.04152407 -0.70083152 -1.20409103 2.19472029 3.15867074 -0.66518829 1.23029957 -0.65467994 3.13215698 -1.30362548 3.03876963 -1.70322454 -0.60500801 0.83434291 1.10827818 -0.81906724 -1.20519628 -0.38076619 -0.27438214 -1.28762322] Distance 10.669507280006927 Each least square approximations [ 4.69877513 -0.13099871 1.46200853 -1.71363228 -0.79479352 2.59160369 -1.16722968 1.36988166 2.25407619 -0.54386554 0.90524808 1.48440474 0.87397688 -3.24905208 -1.69180623 0.71294281 2.80042518 0.47567004 -2.28658042 0.20560381] Distance 11.189670822557988 Each least square approximations [-4.34377565 -0.42950637 0.81171007 0.11227398 -2.32771306 -1.37817715 2.61900528 1.32138073 -0.43493143 1.71898518 -1.95965729 0.5842396 2.14576061 -0.31476925 1.36910015 1.35316517 -2.25484319 0.1777496 -0.94434204 0.74491497] Distance 11.893308763879716 Each least square approximations [-4.18255332 5.33457118 -3.35150986 5.91271717 1.16592352 -1.90779757 0.10656967 3.14756203 -3.91282231 3.024493 0.45482153 -1.81769875 1.47029578 1.23466839 0.95020719 0.86301932 -0.3523606 2.96745856 2.00974297 -0.53896065] Distance 8.731782530751637 Each least square approximations [ 1.32827397e+01 -6.23230529e+00 -1.51561964e+00 -3.07090743e-01 5.39940658e-01 8.57177435e-01 -8.41893413e-02 -3.91517766e-01 6.39681700e-01 -1.95445762e-01 -3.65070846e-01 1.83198817e-01 3.12227473e-01 1.89543387e-01 -1.03950422e-01 -9.50310222e-01 -2.75361386e-01 -2.04447975e-03 -1.15770373e-01 -2.98547788e-01] Distance 3.029370112346332 Each least square approximations [10.59613693 -1.24777919 -3.05582248 0.44318749 -0.91899366 0.82592718 -2.65209414 -0.62898876 -0.53491844 2.50366519 1.80366725 2.29313536 1.73159045 -1.16400146 0.74878479 0.04979674 0.26908394 0.26851797 -0.09642386 0.82657506] Distance 8.759151052244004 Each least square approximations [-8.63086767 -5.95207043 -2.91908388 -2.30354624 -0.90314253 3.5600469 0.76141166 -0.3052376 0.51998829 1.40478653 0.9686597 1.29284054 -1.40397016 -0.75323089 0.65222963 3.62896428 -2.52691013 1.96018017 1.15785169 -2.15644776] Distance 7.399570921205351 Each least square approximations [-9.99255186e+00 6.42487589e+00 9.42870552e-01 -2.14712273e+00 -2.69768807e+00 -2.25379748e+00 2.63440070e+00 -9.15185514e-01 1.15104999e+00 -8.46849959e-01 2.84278466e+00 2.89259440e+00 1.29754936e+00 -7.84963554e-01 -1.21938693e+00 6.19577874e-01 -9.17355332e-03 1.76899602e+00 2.53622586e-01 7.27329315e-02] Distance 6.102754367653701 Each least square approximations [-8.74802201 -1.52035581 6.72096132 1.24829222 -0.98568986 -0.65535071 -1.17625572 0.99940627 -3.23369601 -1.78002022 -1.19232734 -0.27234485 2.10332837 0.60721047 0.62625001 1.77758454 0.71393531 -1.12819177 0.32064506 -0.42100524] Distance 8.659510634237602 Each least square approximations [ 9.14338291 -3.79410711 3.4029767 -2.36732578 -1.21923218 -0.12323942 -2.36801105 1.44843981 1.85674293 3.37374919 -3.65563053 0.17403608 0.85773087 -0.88690806 1.67226899 2.24265222 -0.56071391 -3.68229371 0.3130935 -0.14997195] Distance 7.342575718658512 Each least square approximations [ 9.52949446 4.5962564 -0.42537183 -0.173507 3.22353627 -1.4426919 -0.06494985 -2.11668608 -1.69980388 -3.31020456 2.09848342 -2.70381517 -2.44868343 1.47081799 -0.68932514 -2.71232707 0.06998446 -0.03146515 -2.1007539 -1.44821614] Distance 7.25907598911109 Each least square approximations [11.27096413 -5.60968439 1.14552717 0.29777827 0.57284287 3.1339573 -3.03706344 -0.40979384 3.10709188 -0.52694319 2.15759316 -0.58794664 -0.47458528 0.24235886 -0.70902299 -0.67139107 -1.57567833 0.81788442 -0.70951372 1.73496907] Distance 5.252331565638636 Each least square approximations [-10.85309147 -3.96738383 -1.98706119 1.48532505 -2.05783466 -2.23274303 -1.55595626 -1.82919211 -0.49727365 1.3350038 0.18832144 0.78420174 0.37763526 1.5753066 -0.05207749 0.8988603 -2.05138044 0.91313944 -3.36537581 1.13678107] Distance 7.170908662905186 Each least square approximations [-10.32953614 5.78758121 5.30649117 -0.4245325 -2.86408492 -0.17806055 -0.93418047 -0.19408523 -2.87014928 0.12383982 -1.38912899 -0.50043196 0.40908718 1.7574552 -0.03815528 -0.6799539 -1.72849286 0.85605962 1.28024782 -0.40471221] Distance 3.8872899888353776 Each least square approximations [ 3.01507345 -3.9049342 2.79425708 -2.48951456 -3.4521727 0.19366703 -3.21817954 -0.26801129 1.64335417 -1.8776507 -2.51983141 0.08411366 0.20806009 0.05058893 0.66052956 -1.24545546 1.10540693 0.98609449 0.88801451 -0.65847677] Distance 11.563134568164179 Each least square approximations [ 6.03053038 3.31751299 4.31268439 -1.91574025 3.60731636 -3.27896974 0.49428633 -0.90313589 1.18682479 4.00683691 3.56979913 0.09391915 0.61521262 -1.91839306 1.19495143 2.11711053 2.42094962 0.64174062 -0.8197132 -0.55272321] Distance 8.400324006228786 Each least square approximations [-5.83381426 -3.81230303 1.72590181 -2.95885275 -4.73014992 -0.59965479 2.84101014 0.25922105 -1.4452676 -2.52297243 -2.20208808 2.98422859 1.7776225 -1.28265957 2.83682718 0.80182191 -0.20571533 0.34635859 -2.62854186 1.07598054] Distance 8.795451762146202 Each least square approximations [-5.41824455 -3.50316106 0.36408271 -1.51282225 0.74626099 -4.45984729 2.27466907 2.9489697 1.22148738 -0.29014881 1.06352477 2.00503508 -2.29695059 -0.50714502 -1.45212548 0.44951744 1.18874785 3.17280916 -0.43538478 -1.10211266] Distance 10.326814500963767 Each least square approximations [-6.92041994 -1.03565056 -0.26757759 2.33185035 0.81448533 2.46780936 3.82274712 3.77053913 -0.23865923 -0.53081662 2.66651012 2.84795499 2.73746562 -1.85976108 0.72367779 1.60359923 -0.34781699 1.28273175 -0.11054306 -0.28863656] Distance 9.536233522111944 Each least square approximations [ 8.22711590e+00 6.89510147e-01 -2.46702088e-01 3.45286533e+00 -2.35900390e+00 -2.34295590e+00 -3.87268443e-01 3.24033992e+00 -2.36533500e+00 -2.50471277e+00 -6.54822739e-03 1.40703154e+00 1.00807994e+00 1.25454476e+00 -1.75453128e+00 -1.15639688e+00 -2.02479327e+00 -1.81957312e+00 4.94714595e-01 -2.16817811e+00] Distance 8.798210083789675 Each least square approximations [ 4.64018185 -0.60950918 -5.00898889 -1.60595568 1.70681148 0.11777141 -6.10402442 -1.64931998 1.50889916 -1.71735392 2.69219472 -1.94893544 0.96784238 1.67641937 0.24004015 2.35567759 2.14177741 -1.90900771 -1.28039053 -1.47817293] Distance 9.072288558819904 Each least square approximations [ 7.45987543 4.33828268 -1.10681654 1.48697272 1.96893586 2.25517329 -3.0501495 -2.43105697 1.0320207 -2.13146575 0.78487998 4.06277287 2.70744512 -0.11026324 0.59757213 1.89045917 0.09491038 -0.13949737 -1.13101133 0.8474245 ] Distance 8.62292754940395 Each least square approximations [-5.45387735 2.85139524 -3.1876632 0.48062248 -2.54223069 -3.47392569 4.34050619 -0.04985593 1.80151348 3.80284511 0.05122896 -1.83479337 0.73590063 -2.26297388 0.3609439 1.38762223 -0.38140204 -0.80013219 1.66328695 1.25129922] Distance 9.639160161553072 Each least square approximations [-10.88878105 3.82574271 5.89959271 -1.74505127 -3.08957368 1.50938244 -1.18379096 -0.16446814 -3.22290879 0.45143887 -0.28650135 0.19195527 0.34168226 1.0261236 0.02909437 0.10278962 -1.16795302 0.30256591 1.16253717 0.15593393] Distance 3.7044040233571263 Each least square approximations [ 1.46209003 -2.87470523 2.47837501 -1.43780872 -3.83727126 0.11178386 -2.47835561 -0.33491073 0.86487284 -2.19435939 -2.73476631 -0.2452634 -0.55848539 0.00726763 0.49458691 -1.57015367 1.9856496 1.0638831 0.41380112 0.59327593] Distance 12.305463664479692 Each least square approximations [ 4.61149235 4.31219966 4.64796339 -1.88896355 4.24984176 -3.49249558 0.70785133 -0.83036097 1.95421727 4.11954185 3.98688743 -1.13358827 0.45574376 -1.93378834 0.51458601 0.97832847 2.31866769 0.26460573 -0.46109677 0.02606978] Distance 8.213946760228975 Each least square approximations [-5.57627844 -1.77160163 2.00821129 -2.41059386 -5.56085421 -2.1046239 2.31850675 0.14793586 -2.20030762 -1.86144554 -2.08446279 2.7685524 1.99513984 -1.17130915 2.79777989 0.85468134 -0.42607311 -0.33931745 -1.97990065 1.4662979 ] Distance 9.344980650673767 Each least square approximations [-4.20727019 -4.42590883 0.08064934 -0.94361692 1.04717598 -4.27275999 2.37422268 2.37170996 0.72389713 -0.77373209 1.37295673 1.71535541 -1.45778819 -1.05325355 -1.35437684 0.7335033 1.23578258 3.57984549 -0.72551333 -1.25195094] Distance 10.768217094355373 Each least square approximations [-6.69977674 -0.01613227 -2.31650242 2.04144676 0.62160583 1.95793558 3.35205682 4.26067305 0.57808452 -1.91251694 3.06132374 2.27355439 3.21936536 -2.34868809 1.17646826 1.02786419 -0.89735226 0.38857227 -0.91383789 -0.42328864] Distance 9.267930319045456 Each least square approximations [ 7.37802488 1.9067793 -2.00926225 3.40598492 -2.38902145 -1.95432638 -0.38466421 3.06336784 -3.35581203 -2.38658754 0.28724429 2.03338575 0.85074842 2.10188594 -1.12386389 -1.38962135 -1.31830158 -1.10586857 1.3799217 -1.95109844] Distance 9.044301170924092 Each least square approximations [ 3.80062993 -1.39412899 -5.46800674 -2.01756712 0.08680087 -0.1955173 -6.53052196 -0.79559613 1.84465659 -0.72040077 2.32273319 -1.52401464 0.25009364 0.61547261 0.20658676 2.82375941 2.47929165 -1.4936009 -1.13477528 -0.47899135] Distance 9.43784518129554 Each least square approximations [ 6.35059928 6.18426081 -2.34046535 1.27029428 1.75196762 1.13530159 -3.0224362 -2.56612245 1.75483968 -1.75982083 -0.16482985 3.11349905 3.26939852 -0.00828954 0.47139656 2.00563793 0.01549356 -0.28419477 -1.25707517 -0.00749938] Distance 8.63201997234197 Each least square approximations [-4.7120657 3.94930133 -2.67614788 -0.61124209 -1.86194964 -3.80911306 4.31446452 -0.42103221 1.43610843 2.79800318 0.29134152 -1.94336051 -0.18562167 -3.04837981 0.35511019 1.16232024 0.8783328 -0.9284664 1.17228948 1.89316574] Distance 9.974799314920274 Each least square approximations [-5.532914 1.37488218 2.39171183 0.34139427 -0.31028722 2.95696309 -1.06626722 -2.02943784 -1.6445488 4.13718195 -0.52739445 -0.11127893 0.91780262 3.08681106 -1.51734878 1.71519636 -1.09382869 0.78231576 -1.02958704 1.43203057] Distance 10.779831409867317 Each least square approximations [ 2.74837453 -4.11504605 -1.15973046 1.66858089 0.37039742 -0.73739121 -1.21172586 -0.39735815 -0.93799438 1.1679757 -3.18548062 0.28692997 -1.42640472 1.91452075 0.52832333 0.88635143 0.63659281 2.36942735 -0.81219434 -0.20593733] Distance 12.34515213921477 Each least square approximations [ 7.68762257e+00 3.95558709e+00 2.54311211e+00 6.02955728e+00 2.45967943e-01 2.30121003e-03 1.58347010e+00 2.15733948e+00 1.10775903e+00 2.53585191e+00 3.14499703e+00 -1.21103241e+00 -3.35385504e-01 5.46215649e-01 -2.01408395e+00 -6.20823454e-01 1.39578734e+00 -2.27876493e+00 -1.23837088e+00 -3.73590477e-01] Distance 7.198104071844774 Each least square approximations [-5.5640027 2.68435329 0.50653151 -4.53877152 -6.26703667 -1.17049415 0.38587786 1.61092999 1.48864191 1.21273207 0.57223806 -0.39953051 -2.8257598 0.07962198 2.02848531 1.73982391 -2.45962766 0.78169151 -1.64989557 1.3293294 ] Distance 8.741764596946062 Each least square approximations [-3.25288157 0.42537808 0.00708434 -2.03951415 5.08620811 -4.36987979 0.84085496 -0.80807127 0.61576599 0.54477623 3.04704814 3.28421559 -0.84398572 -1.42133607 0.45064189 1.50338583 1.80997382 1.87856505 1.24947517 0.39271414] Distance 10.657211187691292 Each least square approximations [-5.09622367 3.38741603 -0.82986246 2.93783787 2.16597429 -0.7539801 -1.70088713 0.21450363 -0.46371915 -2.38475628 3.89876029 2.57367208 3.86511185 -2.15107064 -0.57602379 0.17611538 0.41201742 -0.51670863 0.51947636 -1.50067772] Distance 10.183693423570649 Each least square approximations [ 4.62947288 2.49876687 -0.86086215 1.35573913 -3.67107171 1.95023268 -1.96129219 1.8344621 -0.72612839 -1.94811483 -1.95771152 -0.34477698 0.87406093 0.28178227 3.11301152 -0.51685157 2.70426822 -3.51410612 0.74830276 2.38616388] Distance 10.466518118883666 Each least square approximations [ 3.54256153 4.6853293 -5.44626402 1.30707573 -1.67406167 -1.53661069 -1.54012462 0.16182972 1.17104912 -2.01999206 1.42590957 0.41839763 -2.58888212 -0.91154636 0.45386814 -0.80155315 -0.61260231 -0.66196628 -0.02292407 0.08804223] Distance 10.9081849171836 Each least square approximations [ 6.35070603 3.67371084 -3.18551221 2.21975859 -0.33082873 3.84977312 -0.59886261 -2.67946851 0.49087213 0.93105481 -0.98331631 -1.27003973 1.8891158 -2.30634844 -2.80789763 -0.5750309 -1.59862695 -1.97928862 -0.36597361 1.25561299] Distance 9.430847668510703 Each least square approximations [-4.50527155 -0.35580503 -3.41075153 0.53980419 -1.6280493 -0.57572722 4.03462649 -3.13474233 0.83605211 -3.15689734 -1.28721891 -1.20719444 -0.66222572 0.27025049 -1.07737816 0.49064721 1.95752669 -1.56140415 -1.9538389 1.28579371] Distance 10.973497055312329 Each least square approximations [-4.44172484 4.800151 -4.09402642 5.26979058 1.21764356 -1.79667012 0.69928302 3.38018571 -3.63056735 2.46785924 0.47227449 -1.84691327 2.09761046 1.14581219 0.4823001 0.48081111 -0.69123407 2.6703489 2.59589992 -0.72643109] Distance 9.274802941779676 Each least square approximations [ 1.38956267e+01 -5.95771501e+00 -1.18148054e+00 2.01524303e-01 2.22334023e-01 1.05370455e+00 3.19551890e-01 2.01291318e-01 1.46790425e-01 -6.40301043e-01 -4.64404844e-01 1.09651015e-01 9.98790130e-03 -3.87764061e-02 -1.83161193e-01 4.61845508e-02 -1.31801494e-01 2.27700173e-01 -2.87506643e-02 -3.09167438e-01] Distance 1.3125141057729408 Each least square approximations [10.69592071 -1.77763862 -3.72569853 0.19880621 -0.85768406 0.1159797 -2.1625069 -0.26986709 -0.13532963 2.27316177 2.24183266 1.98684714 2.43398987 -0.67523638 1.00036946 -0.23296992 0.1119541 0.31293215 0.01761786 0.61474898] Distance 8.651138331314332 Each least square approximations [-8.64156416 -5.65764408 -3.28379112 -1.83770262 -0.26204012 3.18374076 0.92749337 0.17218269 -0.1568795 1.26434414 1.20676884 1.39638448 -1.65862324 -1.0982423 0.62172805 3.20414495 -2.71814107 1.7049237 1.58316022 -2.08257945] Distance 8.073880186530028 Each least square approximations [-9.89168309 6.91609286 1.78055218 -2.16943701 -3.31627108 -2.50780066 2.56456647 -0.87931938 1.60146545 -0.33427005 2.62767445 1.99763509 1.51699258 -1.21605948 -0.73932267 0.15596498 0.0938633 1.42546122 0.65467266 0.04769654] Distance 5.9431281315734115 Each least square approximations [-8.94309343 -1.71183919 6.506219 0.56520805 -0.88597912 -0.11848382 -1.60319201 0.72659267 -3.11576422 -1.70889181 -1.05988954 -0.19691733 2.29141106 0.66544566 0.77697458 1.69102626 0.81850325 -0.70282508 0.21157255 -0.57274348] Distance 8.942365521960326 Each least square approximations [ 9.35959916 -3.72545201 3.53760799 -2.62098986 -0.8036679 0.06608995 -1.87716693 1.72528017 2.1033098 3.32436573 -3.84877652 0.7499908 0.52483414 -0.70329672 1.7798694 2.62821368 -0.36626336 -3.28858352 0.73056746 -0.061054 ] Distance 7.260011901693106 Each least square approximations [ 9.59570341 4.57802437 0.4225248 -0.390113 3.50462033 -1.58256038 -0.16940567 -1.60773014 -1.47308823 -3.87355897 1.95362816 -2.31463614 -2.26209625 0.5549101 -1.15373088 -2.96345007 0.55160472 -0.22977717 -1.73195415 -1.42287778] Distance 7.474724683714084 Each least square approximations [11.3556435 -5.69136455 1.55895317 -0.29379852 0.79398514 2.45069517 -3.23177221 -0.29482426 2.92076485 -0.39326709 2.12285475 -0.66623208 0.10152565 0.56825379 -0.81019091 -1.24123705 -1.11664454 0.33655322 -0.73094091 1.91355245] Distance 5.581905813100707 Each least square approximations [-10.96183358 -4.43954966 -1.36037974 1.67743955 -2.76783572 -1.85177526 -2.05605377 -1.82486442 -0.47522076 1.08232277 0.58013355 0.44257547 -0.1193823 1.91770334 0.43376928 0.93771884 -2.07767031 0.42728997 -3.4380024 0.97733267] Distance 6.838119417684324 Each least square approximations [-5.45107902 3.8143142 -6.86665768 4.21693879 1.35146968 -2.96686584 2.00628577 3.00066538 -2.05394959 1.07197007 0.41184871 -0.59960349 1.24902921 -0.39205113 0.49784424 0.36688917 -1.31516203 1.26380438 1.79803347 0.39966577] Distance 9.431746912659586 Each least square approximations [15.22903434 1.17164204 -0.84286204 0.19070398 -0.67640737 -0.60571934 0.52491298 0.29023651 0.14093078 -0.34983073 -0.32863953 0.11299884 -0.12801712 -0.16474712 0.38993797 0.32856339 0.07812845 -0.2253808 -0.29721108 -0.05446945] Distance 0.7637785388677575 Each least square approximations [11.02153443 -3.1202786 -4.54367248 -2.26331943 0.44244225 -0.57399135 -1.86242896 -0.24938613 0.50771429 0.83274023 0.84002264 1.89127458 2.08611892 0.05126341 1.85516941 -0.44236485 -0.5552492 0.15033227 -0.01505328 0.347935 ] Distance 7.862155921169434 Each least square approximations [-9.2699038 -4.61693228 -5.39235738 -0.32577505 1.93137704 2.15065758 1.33307573 0.13409829 0.01787264 0.01918475 0.91641692 0.87894211 -1.10887457 -1.85779461 -0.29759134 0.74336069 -2.65774565 0.6504193 1.23087736 -1.52040159] Distance 8.467310165423912 Each least square approximations [-10.86087521 6.00599941 2.78572201 -1.62331426 -4.63971842 -2.21783624 0.28563926 -1.38266604 2.85024766 0.48882217 0.47184 -0.20184427 0.79096571 -1.65681328 0.55256039 0.72139211 -1.05482424 1.12249906 -1.88448941 0.65118274] Distance 4.948689584646828 Each least square approximations [-9.71510618e+00 -2.15950825e+00 6.53507132e+00 -7.13855366e-01 -2.15956560e+00 9.76198963e-01 -2.44746924e+00 -7.91360205e-01 -1.19596205e+00 -1.11019239e+00 -1.26219795e+00 -6.93994772e-01 1.63624656e+00 1.36556141e+00 7.77395461e-01 4.70691453e-01 -1.69466779e-01 7.80074540e-03 5.94467705e-02 -5.09434432e-01] Distance 8.463530513440078 Each least square approximations [10.36375953 -3.00041125 4.00510718 -3.70946868 1.96414401 0.38114647 -1.68893221 0.71311747 1.56373643 3.27313736 -2.49630167 0.96800832 0.23113309 -0.41317455 1.75675016 2.33903025 0.15514312 -1.86240846 -0.11747098 0.84053621] Distance 7.0447548553227355 Each least square approximations [10.71418788 3.80122339 2.98732399 -1.67286029 3.8784848 -0.19856052 0.14613735 -0.66004352 -0.71239249 -2.81242081 1.13057972 -1.71421483 -0.96269995 -0.9365814 -2.0841066 -2.41801244 0.09528469 -0.94908549 -0.38659237 -1.17692418] Distance 7.276529767472828 Each least square approximations [10.80869868 -5.05357303 2.3180908 -3.86002184 0.29057911 0.40563436 -2.54795294 0.22611374 1.60501039 0.9421162 2.86381674 -0.28310544 -0.15244804 1.17271869 0.06080092 0.38543187 -0.55258026 0.03198543 -1.33083064 1.681509 ] Distance 6.992304468936476 Each least square approximations [-11.33438067 -4.43180053 1.93349391 1.98855452 -3.01019869 -0.01635325 -2.40788641 0.45474453 -0.08338997 1.88163947 0.82414016 -0.48388342 -1.19440697 1.99613093 0.46591848 0.3532449 -1.80728852 0.08781002 -2.5563767 0.7447697 ] Distance 6.714136801572245 Each least square approximations [-11.02535001 6.28968309 -0.38885044 0.02530176 -3.43464306 -2.14358761 -1.27354793 -2.98350235 0.20546955 1.25035119 -1.99411272 -0.70555441 -0.97426532 0.57264899 0.70905161 -0.07863942 -0.68913373 0.85274185 -1.2741433 0.18769289] Distance 3.664937285820467 Each least square approximations [ 5.08646313 1.31789519 0.22167035 -2.91054598 -1.94049431 1.8263432 -4.18998163 -1.85748352 0.82247192 -3.12390177 -4.28635209 -0.03984002 0.64021708 -0.16853777 1.10697439 -1.31673242 0.75626415 0.69926883 0.80488345 -0.29385187] Distance 10.6819903043281 Each least square approximations [ 8.65597178 3.43959509 1.62262735 -3.26101033 3.87468363 -1.51501468 -0.01869043 -1.66548865 0.16309697 2.47806761 1.79313493 -0.50425216 -2.12121558 -0.82165712 0.7996987 1.34166663 0.34122128 1.399155 0.11740488 -1.50288927] Distance 8.404729678364355 Each least square approximations [-8.56964225 -3.82331879 -0.93667143 -1.7587469 -2.82362755 -0.15615722 2.85734688 0.25270667 -0.18298431 -2.07483624 -1.60563092 2.0364192 0.01722658 -0.52687999 1.14776685 -0.39295321 1.24463066 -1.36400406 -3.88634205 1.56041783] Distance 8.386283203868329 Each least square approximations [-8.14826265 -2.08724466 -0.32443972 -1.8753345 0.5414267 -2.41650401 0.90309952 0.83171154 0.39225165 1.88276008 -1.01660529 0.65119235 -1.95173873 0.55184305 0.02896826 1.95733456 -0.11718038 0.93784687 -1.49866313 -0.57892191] Distance 10.665570711580559 Each least square approximations [-8.69049525 -2.39915578 0.22702709 0.8670363 -2.03388727 2.305426 1.12141518 2.04339146 0.64426497 0.90629145 2.52545373 2.95139243 2.17836364 -0.30140335 1.18965518 -0.76517018 -0.69191407 1.15222364 0.15074381 -0.15615434] Distance 9.505768083230267 Each least square approximations [ 9.07908508 0.85750277 3.11297691 2.21439157 1.64051259 -0.68630913 -0.34462428 2.24991719 -2.37331586 -2.70915198 2.34759746 0.18741282 2.09522956 1.69636978 -2.30428964 -0.81613576 -1.90683923 -1.12979826 0.58735898 -1.2847823 ] Distance 8.220168430924002 Each least square approximations [ 7.90686079 0.36800275 -2.34024631 -2.80653561 1.45588817 0.11251176 -4.77927008 -0.13018374 0.81978163 -1.81119819 2.35974331 -1.78730989 1.70162503 0.61851946 1.0270102 2.90530129 -0.89439366 -1.8412924 -0.17048738 -1.43403796] Distance 8.920818677682405 Each least square approximations [ 9.27675557 3.50083057 -0.5805889 -1.76374321 1.98374294 1.23334461 -1.77549805 -1.28080892 -0.52834392 -1.84711801 0.33676177 3.08521463 0.7737491 -0.86756552 0.68189157 3.29570831 1.75272029 1.33436119 0.60318108 0.64737582] Distance 8.28831333928474 Each least square approximations [-8.10039616 2.10410859 0.46282607 0.99470647 -2.08273177 -1.84744108 3.31535054 0.32693926 3.49059424 3.62213035 -0.38306753 -1.21470447 2.14140965 -1.98648421 -0.05178074 1.46456633 -0.7487045 -0.39356719 1.98396192 0.32103972] Distance 8.937940474925542 Each least square approximations [-8.41710583 8.59678912 -1.37902983 6.61770294 -0.73998512 -0.48100982 -1.63717363 -0.47705621 -2.12249683 -0.17396109 1.20275288 -1.01438419 -0.58532221 0.39529098 0.07311828 0.21389254 0.03433765 -1.17423508 -1.08854696 -0.86510165] Distance 3.8427208250265554 Each least square approximations [ 8.01341499 -2.44233709 1.09889919 -3.87875274 -2.58099555 2.05385126 -5.40007241 -1.5739238 1.68327201 -0.62415611 -3.11226409 0.02760112 -0.01841486 0.53553818 0.3621228 1.39112657 1.51296458 -0.51531238 2.10687414 -0.12136019] Distance 8.279734376108708 Each least square approximations [ 9.54926009 -0.41897467 -0.09444737 -1.92081387 2.06247392 -1.2105021 -2.52208888 -2.40133547 -1.19044159 3.94958448 0.84026714 1.42874616 -1.93103594 -1.6788314 0.87156759 -0.0134692 -0.34521105 1.37118141 -1.3296171 0.05697152] Distance 8.719261063809205 Each least square approximations [-8.63490948 -5.74408129 -2.49588674 -1.61160199 -2.42548342 1.49080756 2.05323479 0.31080817 -1.15153776 -0.57620582 -1.12616716 3.04819793 0.85254967 -0.05234791 0.41913266 1.42466212 -0.98185567 0.48308575 -3.39283014 -1.73907386] Distance 7.751720417980538 Each least square approximations [-9.0324753 0.65083866 0.27383644 -4.80070009 -1.39666495 -0.61513706 2.39381431 1.3344377 2.10072854 -0.64584698 0.86446668 1.86155408 -0.56285305 1.39621833 -0.45495162 1.41638389 0.3424824 1.93718928 -0.11769624 -0.85307089] Distance 9.309717420790923 Each least square approximations [-9.65976112 -1.58374049 4.31155051 -0.24748686 -0.73771634 0.59781563 2.87943799 1.22323223 0.64009757 1.45028213 0.38498401 2.25228342 3.02012245 0.32055748 1.67462252 1.38752439 0.83019644 -0.22161731 -0.45364097 -0.06119449] Distance 8.484178418262006 Each least square approximations [10.88088066 -2.89214379 3.22527978 1.81710438 -0.50528064 -1.77120043 2.02393562 1.42708088 0.35771069 -0.69930067 1.76661603 -2.13618081 -0.10033963 0.13701512 -0.92356443 0.23683113 -1.76720775 -1.58487304 0.51908305 0.19309072] Distance 7.389677408125422 Each least square approximations [ 7.78850729 1.73589325 -1.22745495 -3.52036127 3.16856497 0.33159516 -2.53751656 -3.04631071 1.20129507 -2.83480157 2.21480613 -2.92266029 -1.00289128 2.49530175 -0.54765005 1.54827977 0.29700846 0.20077591 0.01398429 -1.79837534] Distance 8.950662375923141 Each least square approximations [10.03361639 -1.02554857 -1.59372573 -1.02118297 2.20184087 2.2365171 -3.71974104 0.32999251 -0.59645689 -1.17424881 2.2641643 3.00320519 0.13298592 0.75822402 1.38210801 0.34709117 -1.19993993 1.69513241 -0.12379724 1.49311148] Distance 8.100036659759192 Each least square approximations [-8.88557092e+00 -1.24915506e-03 -4.98762025e-01 3.96785388e+00 -7.78613757e-01 -3.13801744e+00 9.71785911e-01 1.04963119e+00 2.02246492e+00 4.16452697e+00 -8.71508725e-01 1.21073216e+00 -8.92056491e-02 -1.07222517e+00 -9.43110358e-01 1.81241392e+00 -2.84512955e+00 6.80029098e-01 1.84159399e-01 1.38225870e+00] Distance 8.534486807083164 Each least square approximations [-8.05478679 3.65628822 -1.8437116 0.71871873 -0.40118072 0.24429462 -3.39910497 2.43717199 -2.30069281 -1.41459581 1.81124107 -0.31234675 3.68082605 -2.76340542 -0.72920439 1.00351102 0.67808325 1.47870049 -0.38666861 0.29191031] Distance 8.580225953968277 Each least square approximations [ 6.50082258 -1.44934164 0.48335127 -0.34969791 -3.1198707 1.10607802 -1.57938532 -0.85759273 -2.15101296 0.78709679 -2.63430869 0.11017194 -0.26216825 -2.05601491 0.10797881 -1.11629639 0.4860936 -0.38739978 -0.6947981 -0.50824107] Distance 11.488790179098942 Each least square approximations [ 5.87666921 2.55612234 -2.81434156 -3.819829 0.26101821 -2.80904342 -2.78329567 -2.54447309 -0.22636531 3.63566654 1.54468523 -1.07400572 0.85938148 -0.55246952 1.33370887 1.80560542 2.40594612 -0.26136725 -0.52310935 0.19013204] Distance 9.74457886903928 Each least square approximations [-9.95540806 -3.16623768 2.489988 0.73981009 0.62329591 1.16869808 -0.32259758 1.2841508 -2.07660122 -0.36747086 -4.32109893 1.04926105 2.43705176 0.94234836 -1.06599396 1.71750609 -2.94287532 -1.00826707 1.6118608 0.16045458] Distance 6.553708335494142 Each least square approximations [-6.33962642 1.34179476 -0.34649269 -2.31371111 -3.24602866 -1.18797861 0.68693461 3.07371556 -0.67318553 0.48246819 -0.10498071 2.02632675 0.64350354 -1.1646708 -3.04925794 0.19255767 -1.59737041 1.68628606 0.64760723 -1.17289033] Distance 10.832573752166967 Each least square approximations [-10.66637726 -0.40375244 -2.05025769 -0.20839318 -0.97025792 0.13256589 4.41239538 1.29788698 -2.50618631 -0.60818691 -3.3213014 -0.44893551 1.77006591 -0.73170989 -1.79768236 -0.53857547 -0.55131862 -0.84430445 -0.79194984 -0.42582621] Distance 6.525512165711981 Each least square approximations [ 8.43285010e+00 1.47717478e+00 2.36793250e-01 7.59277963e-01 3.06298099e-03 -2.00836217e-01 3.17438204e+00 2.21314275e+00 -1.63958577e+00 2.58037333e+00 1.21149347e+00 1.82289064e+00 5.79290070e-01 9.14658519e-01 -2.88406460e-01 -1.81818747e+00 -1.41411971e+00 -1.74034421e+00 1.08764388e+00 1.37810587e+00] Distance 9.696595832614875 Each least square approximations [ 5.64411361 1.47224141 -0.5096103 -3.53482891 0.52048885 -0.06265168 -5.44328242 -1.46678786 -2.01612815 -1.66121362 2.58480009 -1.85372543 0.50406225 0.84225898 -1.17008134 2.55814992 2.51335273 -1.56975633 0.07921479 0.23383586] Distance 9.81229694653638 Each least square approximations [ 7.66646328 1.93405237 -3.73972249 -3.64327716 2.30922805 0.22480656 -0.59161159 -2.48417119 3.12175816 -3.70346767 2.31849139 1.1502645 -0.73077824 0.83283846 1.36866081 0.49517268 -2.16660219 0.44802769 -1.12071822 -0.37282193] Distance 8.264485189470763 Each least square approximations [-7.3610801 0.22934896 -1.35174803 0.53199332 -1.19805303 -2.451654 -0.98837818 -0.1168093 1.01796624 4.59611022 -0.05193844 -1.22192584 -1.03639126 0.34717293 -1.08459362 -0.23432162 1.41960195 0.17034366 0.0919063 0.05570325] Distance 10.809848706268792 Each least square approximations [-5.63032409 5.62343561 -4.7464134 2.66733906 0.73776366 -3.00817442 2.54982368 -0.7212885 -2.5782135 0.85726951 0.13487231 -0.38348001 0.12165528 1.44386894 -0.07261104 2.36315695 -0.51996689 3.27838152 -1.9854298 -0.42505136] Distance 9.154768655780222 Each least square approximations [ 9.04328376 -0.2597352 -2.48495669 1.56918721 0.49500241 5.68760657 -2.49086369 -2.15965897 2.19394114 -0.08977966 0.38718845 1.19633363 1.49136728 1.50345357 0.45951054 -0.10733564 -0.35352921 1.19149352 1.28010651 0.93707701] Distance 8.640009648014367 Each least square approximations [ 9.08681326 -2.09064403 -1.89732182 -1.2313883 2.89228271 3.72109139 -1.77037865 -3.42391175 -0.87136667 1.63024468 1.01933413 0.52203333 -0.80798855 -1.52070261 0.40203822 1.54834144 -1.49045764 -1.54484652 0.94191451 0.10049493] Distance 8.88170170703826 Each least square approximations [-8.64653966 -3.90445074 -3.93778431 -2.06226934 1.69941661 2.2273684 1.12459168 1.73773814 -0.30528649 -0.62038422 1.68521754 2.42227367 -0.72615115 0.09344392 2.91938234 -0.56064175 -0.84581626 1.69558352 0.70324487 -1.10108673] Distance 8.832505715952355 Each least square approximations [-13.11972092 2.75273942 -3.17210554 -0.66586273 1.42601301 0.61909041 1.63841079 0.99538906 -2.4524957 -0.57453039 -0.1393683 -1.73078735 -0.75530314 -0.1787421 -0.184362 -0.1552666 0.17150426 -0.02033623 1.88962425 -0.08705532] Distance 3.7200093671469836 Each least square approximations [-9.30702737 -3.21551141 4.45048724 0.28197712 -0.7044087 3.60159445 0.07924888 -0.96692101 -1.7425162 1.28823556 0.7134799 0.13855005 0.36560019 0.99292179 1.62561985 1.12098622 -0.93886745 -1.08455789 0.16127478 -0.61947355] Distance 8.933265353455688 Each least square approximations [ 8.22997544e+00 -9.71371557e-01 4.30366495e+00 -1.33828115e+00 3.08096761e+00 1.91667182e+00 -3.53954677e+00 3.06513484e+00 -7.84197345e-01 2.47451746e+00 1.64366157e+00 -1.69143344e+00 1.52270182e+00 1.09052550e+00 6.52218025e-03 3.85949533e-01 1.25620980e+00 -2.75422567e+00 1.46817845e+00 -1.25740046e+00] Distance 8.416241385868823 Each least square approximations [10.41262052 4.12181226 -0.77843511 -4.43745979 0.98503686 -1.00931189 -0.13355135 -2.36441239 -1.26951351 -0.86678346 -0.57638353 -0.63462341 -1.70513141 0.54814783 0.91837913 -1.08314514 -0.64353753 1.1344711 0.34625229 -0.51269898] Distance 7.749611677682684 Each least square approximations [10.65176605 -2.41966085 0.28427707 -3.34369598 -1.14919306 0.15593618 -1.28351503 -1.78556526 -0.70760338 1.49023094 -2.00919488 2.06952394 -0.06456955 -0.67485361 -0.68561559 1.17981212 -0.05811834 1.94936479 -0.44765144 1.09033759] Distance 8.27387825236549 Each least square approximations [-1.24354437e+01 8.97586499e-01 -4.42433202e-01 4.36880395e+00 -4.65565812e-01 6.65973892e-01 -5.93039602e-01 -1.77496056e+00 -1.13254324e+00 2.33537883e-01 5.29063478e-02 -2.31291859e-01 9.97984046e-01 -6.23947487e-01 5.42091998e-01 6.80951828e-01 -1.00345320e+00 1.04343219e-02 7.08048054e-01 3.20552739e-01] Distance 6.303268396550383 Each least square approximations [-4.68162596 4.10535755 -5.57660379 4.71283483 1.12691743 -3.42489418 1.38143818 2.63310062 -2.65446939 1.71140532 0.91713857 -1.47483037 0.65375662 0.01830485 0.68944774 0.44192908 -1.5991336 1.89893812 1.45964614 -0.36724958] Distance 9.771064987024525 Each least square approximations [ 1.42718499e+01 -1.97246132e+00 -3.35626135e+00 -2.83570949e+00 7.64191845e-02 4.15231420e-01 6.80385704e-01 2.66855362e-01 5.09584322e-04 5.80693225e-01 1.46857662e-01 -9.99883158e-01 -3.69229038e-01 7.16284779e-01 -3.32651848e-02 -3.35828680e-01 -5.32843664e-01 4.04349440e-01 -2.57849518e-01 -3.78576849e-01] Distance 1.2413523924604892 Each least square approximations [ 1.12517123e+01 -2.54599497e+00 -3.20313793e+00 -1.16772395e+00 -9.84096502e-01 8.31836656e-01 -3.45352710e+00 -2.88943904e-01 5.73494713e-01 1.34674848e+00 5.86935489e-01 2.73883420e+00 2.99034752e+00 3.24188501e-01 1.54707313e+00 -1.06104725e+00 -3.73775188e-01 4.14050100e-03 2.00214309e-01 9.21878820e-01] Distance 7.067699117842603 Each least square approximations [-8.78975028 -5.06831753 -4.88354458 -1.36926115 1.03979722 2.43985921 1.09393719 -0.16888823 0.60982965 0.82630543 0.86266963 0.95843295 -1.48473896 -1.676661 -0.23782656 1.4869205 -2.96048865 0.47663488 1.01250334 -2.22323774] Distance 8.368002411424458 Each least square approximations [-1.05900009e+01 6.31663740e+00 2.19087766e+00 -1.33635933e+00 -4.01597913e+00 -2.69657459e+00 5.81657354e-01 -1.46268165e+00 2.15056387e+00 1.16018171e-01 1.04194316e+00 1.36340003e+00 5.50807943e-01 7.29132886e-03 1.45683772e-01 1.31383216e+00 -5.11314624e-02 9.67261704e-01 -1.68490020e-01 -1.95740645e-01] Distance 6.063383420572338 Each least square approximations [-9.21270231 -2.16248963 6.66807667 0.04492434 -1.99082645 0.11067694 -2.14866892 -0.14346224 -1.54551085 -1.05717465 -0.92115353 -0.37613901 1.91308806 1.48699203 0.58141886 0.69493183 0.80707607 -0.89310275 0.03118334 -0.95917553] Distance 8.702165185554506 Each least square approximations [ 9.98232458 -2.46093125 4.42273058 -2.93541595 0.9877609 0.25901129 -2.66781107 0.07720835 1.39077691 2.82173812 -3.13623915 -0.47884577 -0.16984397 -1.01805729 1.38756515 2.00616335 -0.46687531 -2.6456223 -0.05534882 0.3330339 ] Distance 7.453855817866303 Each least square approximations [ 1.06378432e+01 4.32806506e+00 1.68039959e+00 1.71570615e-01 4.55825826e+00 -1.98863885e-01 -3.38781669e-02 -1.11147809e+00 -8.41723572e-01 -3.10066023e+00 7.10429983e-01 -1.54536018e+00 -1.18515376e+00 4.89945582e-01 -1.37039724e+00 -2.27841246e+00 2.46203068e-01 1.00085112e-02 -1.10537282e+00 -1.04030791e+00] Distance 7.128644453857067 Each least square approximations [10.75192618 -5.6726234 1.68571537 -2.62940509 -0.45391283 2.17767309 -2.59232201 0.02857639 2.8896662 0.89187384 2.8756311 -0.80132365 -1.07027827 1.18033514 -0.84244919 0.2547412 -0.57132722 0.25259708 -1.13565542 2.23569865] Distance 5.8871593500785515 Each least square approximations [-11.17495862 -5.02919473 0.62555279 1.10536731 -3.28662774 -0.3300486 -1.5510612 0.51966894 -0.72328661 1.5865412 0.07213765 0.67414447 -0.74293437 1.76105851 0.15992664 1.03977192 -1.35641987 1.03992381 -2.79468638 0.22626592] Distance 6.891979967410081 Each least square approximations [-6.27434069 9.48626568 3.07922873 4.66530326 -0.32767619 1.19090425 -1.84543602 1.2683169 -2.51379533 1.43657632 0.50685295 -1.59512223 0.49503061 0.29996048 -1.08788516 -0.14540931 1.71774821 2.67554412 1.47256879 0.10414018] Distance 5.577239974151537 Each least square approximations [ 7.44660794 -7.24890145 0.32944026 -1.63671912 -1.60098 -1.17557592 -2.02086376 -0.80442012 2.8002777 1.07262501 -3.07521949 0.98583416 -1.45967251 0.4290235 -0.53730582 -1.17102172 1.44499405 -0.09557518 0.04436697 0.10468084] Distance 8.848360250380415 Each least square approximations [ 8.09529258 1.01329511 0.91971862 0.882003 0.28935323 -0.73395737 -1.40341251 -1.15681463 -1.55634516 5.42239098 3.41937951 1.28922515 1.24721669 -3.56361648 0.17009702 1.09776726 1.64053899 0.73036649 -1.6780445 -0.01301966] Distance 9.189020832292396 Each least square approximations [-7.39629054 -5.92553219 1.09096781 -3.44799747 -5.23878041 1.82548079 -0.75228587 -0.53862008 -1.64198301 -1.22254642 -1.30105583 2.44285854 1.06419427 0.22486098 2.28125583 3.88754622 -1.70251097 1.40742908 -2.07809166 -1.64678323] Distance 6.593253319493772 Each least square approximations [-7.10339182 1.10736213 0.8119763 -3.70108014 0.16003605 -3.31610454 4.47492124 2.56882469 1.57473004 -1.59075133 4.13236726 4.51110276 -2.3244635 -0.09588961 -2.25037621 1.23339439 -0.08439394 2.61978026 0.36416709 -1.20227936] Distance 7.529309575386529 Each least square approximations [-7.81624594 -0.1789165 3.80551103 1.92974278 1.34440948 -1.30970848 4.62592858 2.31419608 -1.75038899 -2.7500998 0.70153371 2.13032569 3.58401633 -1.9047134 1.08574247 2.7536065 0.27975106 -1.08717112 -0.46812871 -1.70205239] Distance 8.269473579759827 Each least square approximations [ 9.47186602 -3.0209147 0.26076754 4.29464987 -3.8816636 -1.60214585 0.28472235 2.63459704 -1.25131316 -0.23285588 -1.53093735 -0.01435541 0.84129554 -0.36591043 0.79509967 1.68003589 -2.0639701 -4.04526862 -0.29519137 -0.24267211] Distance 7.226347098109922 Each least square approximations [ 4.7616673 3.29771506 -3.17123332 -0.58498811 1.802644 -0.64275346 -3.48516948 -4.08098295 -0.05561595 -2.67863315 3.13984649 -3.06691875 -2.60941367 2.68264628 -0.44933529 -0.40031851 0.94356253 -0.79619843 -1.44734301 -2.1932792 ] Distance 9.879790877287057 Each least square approximations [ 9.65460554 0.92235663 -2.19814427 2.59856509 3.18551323 4.66147896 -4.59485172 -0.21051002 0.97375017 -1.00592709 1.76288969 2.22310239 -0.44454206 -0.22105686 0.56862477 0.51727105 -2.01533928 0.93317303 0.01881229 1.89789201] Distance 6.722991683751608 Each least square approximations [-7.14251765 -0.7172003 -5.56796916 2.39058269 -1.75955921 -3.42812887 1.37375214 -1.28874079 2.20690862 2.61272393 -0.88868887 1.10584966 -0.63909494 -1.49535237 -1.17099323 1.78524179 -2.63677011 0.46738775 -1.07901936 1.6441162 ] Distance 9.20148002520207 Each least square approximations [-10.38493931 -4.13349198 7.03357967 -0.39015907 -0.8431535 -0.5078046 -2.61027324 0.77885673 -0.33752261 -0.77400807 -0.37379478 1.46014192 0.25109038 -0.06380503 -0.80522931 -1.20794184 -0.80684264 0.69363027 0.25707313 -0.6365268 ] Distance 4.396401820082935 Each least square approximations [-0.42438429 -1.37114284 0.16448816 -0.41158696 -3.26299044 -0.71984328 -0.57140741 -0.32829382 -1.51505849 -0.7186261 -3.13367875 0.05569472 0.01983254 -1.1119722 0.73286027 -0.60493412 -0.21687903 -0.04776521 1.90944528 -0.54728258] Distance 13.281959769215907 Each least square approximations [ 2.46844138 3.12741678 4.92800815 -0.69881692 1.23110907 -6.17123821 0.63915278 -1.01492846 2.69246756 3.11614589 4.01793978 -0.61441847 -0.20949147 1.24548687 -0.9417155 0.59545955 3.65026928 -0.54169092 2.64324083 1.04735145] Distance 8.326528036857445 Each least square approximations [-2.74140178 -0.39661162 3.17491309 1.2404969 -5.69705985 -0.54654702 3.4501423 1.24271215 0.23520031 -1.1080598 -1.19644966 -0.04517283 1.98354177 -3.02261698 0.08979751 0.13898902 -1.34057113 -0.4242046 -0.23567797 1.02342653] Distance 11.164541610541214 Each least square approximations [-0.1761995 -2.19086409 1.63932911 0.05005721 -0.04224991 -5.12477835 -0.23072603 1.96858421 -1.48560075 -2.02752109 0.10306419 1.84676404 0.03912278 -0.95656933 0.2605551 0.72590759 2.08429708 1.71524735 -0.91534022 -0.37006971] Distance 12.321124493197583 Each least square approximations [-3.80332592 2.59176871 -3.13422464 2.65178066 -0.3200541 4.24652374 1.04002081 5.6617412 0.63830283 -1.55340265 1.24679144 0.36434254 2.26254116 -2.41724379 -0.89290841 0.12932531 0.23735492 -0.03386327 0.10457148 1.49387475] Distance 10.05693878634548 Each least square approximations [ 4.26943024e+00 6.05405762e+00 -4.41061479e+00 9.44290218e-02 -1.12264787e+00 -3.07123829e+00 1.56578269e+00 2.20020215e+00 -3.02554121e+00 -2.50265804e+00 -5.75525497e-01 8.59299345e-01 1.97685068e-01 4.68832735e-01 -1.68579098e+00 -1.06291133e+00 -2.15810717e-02 5.45316784e-01 5.05114551e-03 -1.17472492e+00] Distance 9.71151346963816 Each least square approximations [ 0.33233128 -0.79892196 -5.13932209 -1.51545978 1.65182325 -1.04434393 -5.02251951 0.97278118 0.43276293 -0.02463659 1.88956617 -1.84075332 2.0954212 -0.24651152 -1.72977119 2.91483324 3.10171566 -0.80935153 -0.89052724 1.65060563] Distance 10.616364084865618 Each least square approximations [ 1.80281802 4.64133747 -0.85675523 0.32598463 3.15546065 -0.12090216 -2.23388184 -4.56292207 3.91328741 -1.82389432 0.62031373 1.52599536 0.10234313 0.49583471 -0.52982282 1.50291867 0.78877558 -1.10351795 -0.83924301 -0.48875491] Distance 10.985850823700003 Each least square approximations [-0.85353749 0.53790444 -1.49892597 -1.75689789 -1.20296447 -4.47877148 2.03404717 -1.00781496 1.08196907 2.07804445 1.59852159 -2.77956088 0.97076388 -2.46819719 0.56559606 1.02978395 1.85663714 -1.4401058 1.79919825 1.0101501 ] Distance 11.918972296404794 Each least square approximations [-3.69679813 5.8984634 -2.82491643 6.37646852 0.57387071 -1.90010134 -0.28742728 3.11452678 -4.48812672 3.67927549 0.33256518 -1.98283899 0.51186831 0.88455169 0.51862055 1.45451216 -0.29835781 2.81903167 1.41245487 -0.27343536] Distance 8.195879105423666 Each least square approximations [12.62237016 -6.17398642 -1.36646798 -0.75155972 1.02093962 0.06280179 -1.03950074 -1.26629434 2.08745697 0.1180807 -0.51417148 -0.08673523 -0.03703113 0.5470022 0.3104916 -1.11106128 -0.16495135 -0.27223879 -1.15146272 -0.04824505] Distance 4.235691176074147 Each least square approximations [10.63227336 -0.96719594 -2.62690689 0.45937297 -1.57714063 1.289188 -2.69146161 -0.43811444 -0.53485176 2.43078422 1.8415315 2.52736534 1.59138858 -1.40749584 0.69091628 0.16210103 -0.08457676 0.67808387 -0.47977209 0.54828944] Distance 8.636196434525122 Each least square approximations [-8.42858862 -6.03437435 -2.45430899 -2.9513648 -1.0697889 3.42789969 0.44514844 -1.1555972 0.5352028 1.14908333 1.26468272 1.36075857 -1.64806811 -0.67936046 0.81065716 3.9352595 -2.49087447 1.74769459 0.26798021 -2.34774953] Distance 7.308281328446366 Each least square approximations [-9.87783758e+00 5.57674407e+00 9.82767162e-01 -1.90703042e+00 -2.17386879e+00 -1.83506334e+00 3.15078693e+00 -1.46055521e+00 1.04857287e+00 -5.13923642e-01 2.75087565e+00 3.93601754e+00 5.79252273e-01 -3.33201065e-01 -1.32766823e+00 7.10649355e-01 -5.19442517e-03 2.01278221e+00 -8.54951377e-02 2.01761591e-01] Distance 6.677208599691307 Each least square approximations [-8.29623366 -1.76421904 6.62854235 1.53720297 -1.15328499 -1.01612867 -1.13313174 0.98881518 -3.12139164 -2.21225736 -0.42437359 -0.23648788 2.44108712 0.68037939 0.6830165 2.30463175 0.61850697 -1.15158285 -0.01338144 -0.57942709] Distance 8.790209432732858 Each least square approximations [ 8.96457434 -4.22781761 3.63840411 -2.45974114 -2.09994519 -0.41628112 -2.60525092 1.84224008 1.48735641 2.6415464 -3.57679358 -0.01338455 1.32748979 -0.81311793 1.80090182 1.76662601 -0.943968 -3.80899866 -0.18584777 -0.41690061] Distance 7.11198874330611 Each least square approximations [ 9.06203114 4.45216495 -0.27964519 0.01903967 2.75096337 -1.07310801 -0.32410034 -1.79684401 -1.56534451 -3.17197671 2.58954986 -2.43458383 -2.82422159 2.26046935 -0.07104936 -2.65041803 -0.28584909 0.02796424 -2.26292528 -1.99903508] Distance 7.792073980995977 Each least square approximations [11.34967859 -4.89051611 1.19168485 1.15701684 0.1207111 3.31933356 -2.73745933 0.36887968 2.23139655 -0.63395832 2.13016242 -0.60426579 -0.76158567 0.3122881 -0.86599176 -0.54362481 -1.83686967 1.06841008 -0.86037255 1.71640311] Distance 5.9066064878273306 Each least square approximations [-10.36370956 -3.15632759 -1.87759074 1.2342557 -1.97243621 -1.66062736 -1.05172901 -1.8587152 -0.01545466 1.13107017 -0.24564244 1.21360768 0.35659012 1.27369853 -0.18993896 0.92882013 -2.38686039 1.66347154 -3.25490102 1.2135647 ] Distance 8.344518360790286 Each least square approximations [-7.40201915 -1.04660521 6.53482237 3.93719837 -0.95388542 -4.52895115 5.03574474 0.23352201 -1.43780421 -1.15459734 1.50356074 1.67536805 -0.66918438 1.28370159 0.74557044 -3.48038469 -0.57728181 0.9969128 0.03861859 0.61049008] Distance 4.993806947143468 Each least square approximations [ 2.46456336 -0.09929804 0.55934996 -1.14336474 -1.01176329 1.39428309 -1.42152516 0.98968973 3.52036091 -0.47568915 0.4126628 0.03386663 -0.92918746 1.26562929 0.43302243 -0.17125356 -1.27901301 1.04141035 3.33801471 -0.69981383] Distance 12.934451405090886 Each least square approximations [ 3.92848297 -3.98388329 6.06336291 -0.15763166 2.90161146 -2.91327438 -2.22041222 0.09109273 1.04433736 -0.13829816 2.43310429 1.12707535 0.51411592 -1.53214539 -1.06505324 1.00780151 2.99305084 0.93679115 3.14030761 -0.37307306] Distance 9.37870787647136 Each least square approximations [ 0.18982919 -4.97423131 -2.88210632 0.10100917 -4.47540459 -0.6149423 3.2682968 0.03799596 0.15400912 -2.37899771 -1.09251964 2.47886957 0.9039206 -2.28094279 1.02664284 -1.55541529 -2.55789473 1.8975331 -0.78959417 -0.31573708] Distance 10.640931863051463 Each least square approximations [-4.42797615 -1.94148317 4.05314063 0.26870057 0.3076251 -5.0477216 -1.23465029 1.29058428 -1.44791744 -3.3715116 -1.71043877 2.54887657 -0.74706885 0.42517884 0.27786976 0.0274613 2.09562267 2.27088821 -0.60761985 -0.54626014] Distance 10.40373478322239 Each least square approximations [-2.18049168 -0.6458393 3.83599187 4.37137318 -1.8517292 5.01435192 3.05327657 3.44840615 3.69593377 0.02650607 2.6383545 -0.38316278 -0.39643166 -0.59211949 0.47918299 2.27543806 0.57125564 -0.06523411 0.28482751 -0.45267088] Distance 9.732174675469343 Each least square approximations [ 5.24849153 2.30654137 -0.64441837 0.48702542 -0.32098596 -3.68427626 -4.37824912 1.94198792 0.22598338 -4.16686987 0.10878272 -0.27662181 -0.88322074 -2.06259634 -0.81695001 -0.86518831 0.53682089 1.48162246 -1.63384085 -1.84105393] Distance 10.400278292475349 Each least square approximations [ 1.78932018 0.72217945 -4.15056515 -3.83143022 5.04139985 1.11878361 -2.27992474 -0.09498544 0.02670037 0.27459383 0.50419124 -0.21384536 0.34310659 0.44532507 -1.59393842 -0.19990945 2.77265997 0.89867346 -1.19840736 0.96934064] Distance 11.364362943197017 Each least square approximations [ 2.2210185 -0.79790954 0.89717627 0.29303957 0.43557536 1.36159669 -3.83756594 -3.05700938 -0.01104819 1.24900366 2.41179912 3.76092701 0.76338992 1.22619727 -0.11065881 2.40550823 1.35585551 0.24315503 -1.25917303 -0.12207514] Distance 12.054731338017822 Each least square approximations [-2.65877821 0.0747403 0.28882962 1.62943179 -1.51638532 -2.92059952 1.48503937 0.78137001 0.5246273 0.9830829 1.20187165 -3.266856 1.54423686 -0.52047446 -0.425763 2.79482041 -0.31038955 0.49136275 1.92449319 1.31704201] Distance 12.552148033433705 Each least square approximations [-6.33371612 5.51792952 -3.49569533 6.52956145 1.23148933 0.44017854 1.1556924 4.20331409 -3.29217229 0.46550662 -1.02554955 -1.57267189 1.78574357 0.8842492 -0.59195978 0.33360903 -1.1611403 -0.20404658 2.07668558 0.71208017] Distance 7.675900755738586 Each least square approximations [12.60827031 -3.84168543 4.63534567 -1.3130865 -1.86530002 -1.11889828 -2.4305498 -2.37948829 1.33597205 0.22450509 -1.68866547 0.223963 -0.98334764 0.75497039 -0.69389354 -1.0118957 1.33822379 0.0904436 0.35353451 -0.88533067] Distance 2.5589789948969437 Each least square approximations [ 9.80102008 -2.42879021 -4.81007056 -0.80887654 0.98338702 -3.56142738 -0.80426281 -0.06149008 1.38650316 2.84918779 1.44712906 2.27548663 0.89568958 -2.14936381 1.98166256 0.41557052 0.83487818 -0.49734722 -1.17181006 0.0141556 ] Distance 7.814780141765327 Each least square approximations [-8.30804229 -5.10080039 -3.47564104 -1.33291636 -1.07629882 2.83512673 1.37103232 -0.12253414 -1.50700975 -1.24654571 1.40789647 0.92307825 0.71649332 -1.34174232 0.4668086 2.98503393 -3.66852656 1.82013791 -1.0714055 -2.86666584] Distance 8.12690460987269 Each least square approximations [-8.65967317 4.37510714 2.93363565 -3.60016007 -4.10581475 -0.60367988 2.06036804 0.25770172 3.37098055 0.99430449 1.75014724 2.41400731 0.35490469 -1.87912388 -1.01232357 0.19072014 -0.27206819 3.00930842 -1.32401078 0.64806884] Distance 7.468445261766146 Each least square approximations [-9.78905161 -0.43300251 6.20340227 0.70616776 0.11487075 0.2767679 -0.17916917 0.68968153 -1.15481569 -1.65137558 -0.57254941 0.44530859 2.04329565 1.32820239 0.56467453 2.20277103 0.47383388 1.75687526 -1.24129347 -0.29587407] Distance 8.605003549383113 Each least square approximations [11.00375052 -5.35519021 2.36475312 -2.6491516 -3.03743682 -0.06284063 0.71822734 2.539837 1.44846827 1.95607524 -2.38309903 1.54550879 -0.58888369 -1.60365805 0.71530125 1.8787751 -1.47764423 -1.70196621 0.25907499 0.75124757] Distance 5.004312922660278 Each least square approximations [ 7.31480168 3.02719982 1.30573348 -2.56242792 4.62074652 0.83325432 -0.59931871 -1.90084218 0.20791793 -3.83557525 3.09527194 -1.91916622 -1.89606192 0.91598307 -1.00441222 -1.05643983 0.65484055 -1.08991425 -0.70269629 -1.78181882] Distance 9.667038104911507 Each least square approximations [11.12691126 -4.3132325 1.12199942 -0.11333725 1.44568385 0.76841258 -4.63762588 0.64040629 0.34401363 -0.66458195 3.35852858 0.90472578 1.26143651 1.03099869 0.40095529 -1.44662354 -2.87618423 0.08990725 -1.04187273 0.51915607] Distance 5.898350181254937 Each least square approximations [-8.49759175 -2.83646113 0.03398357 3.35419701 -2.52876886 -1.48427215 -1.36988023 -0.68714617 1.50284202 3.99850562 -0.27544048 -0.1218656 -1.24103529 1.91391483 -0.40593467 0.29643266 -1.93546684 0.2428657 -3.44596894 2.96777128] Distance 8.918552792851546 Each least square approximations [-10.96541392 2.29052975 6.93438186 -0.90642056 -0.30523565 2.2823569 0.08807465 -0.03831969 -2.69900479 -0.05310744 -0.20552169 0.08806535 -1.77021911 0.89808771 0.8028573 -0.01130637 1.12521697 0.74747453 0.90916295 0.83269937] Distance 3.7718535055800113 Each least square approximations [ 1.01332605 -2.67689836 1.55768198 -0.83934913 -3.06017055 0.10431894 -2.26412618 -0.53288078 0.16781444 -1.40377091 -3.00935 -0.21471576 -0.9630205 -0.23600714 0.29681879 -1.80895036 1.92706395 1.30178728 1.33583198 1.44752513] Distance 12.584033608040322 Each least square approximations [ 3.79451131 3.41172278 4.91825563 -0.75345132 5.06684671 -3.56371652 1.29238399 -1.34403666 0.80759788 4.15547166 3.31087715 1.21334227 0.36629287 -1.34886606 -0.06317818 -0.27024258 4.04075058 0.59336233 0.79096737 -0.59907972] Distance 8.155104082677687 Each least square approximations [-4.72993047 0.07878396 0.82256383 -1.48111381 -7.20602244 -0.31103791 2.22509627 -1.86109704 -1.02757767 -2.32867444 -2.56555649 2.49837322 1.85774079 -1.20867556 3.30981689 0.92346254 -0.63497014 0.47126484 -0.47827406 0.28629944] Distance 9.303458608412864 Each least square approximations [-3.37501581 -5.06266108 0.865684 -2.45258653 0.46010407 -5.26162959 1.51153053 2.73398854 -0.76109735 -2.75785998 1.17074928 0.57470751 -0.90336354 -0.95518136 -1.14967701 1.54489876 0.99142451 3.51327013 0.29194144 -1.22071656] Distance 9.875914775144366 Each least square approximations [-5.64128246 2.97456597 -0.61863505 2.40984775 1.44039046 2.13152664 3.26648086 4.21282692 1.42560879 -1.94675241 3.40905955 0.95426236 2.72902692 -2.85994187 2.02632381 0.64010507 -0.14326871 0.55078457 -0.29898301 -0.34278769] Distance 9.395408119078981 Each least square approximations [ 6.85561949 3.2664044 -3.61995843 2.4322394 -2.68176544 -1.72447509 -1.0645227 2.89170305 -3.134571 -1.89245979 0.25433252 0.59600165 0.32266301 1.15116088 -0.84921636 -0.26290762 -0.91242222 -0.61890761 0.90879678 -0.71318691] Distance 9.708425606198023 Each least square approximations [ 2.50364732 -1.26566867 -4.94014954 -2.38496349 0.57241751 -0.10553273 -5.91508988 -3.19547822 0.71986689 -0.15325731 2.13793397 -1.25950618 -0.18815697 -0.82009174 -0.16886829 2.38345068 2.69270474 -1.97685149 -1.8193709 0.13664775] Distance 9.904277903143708 Each least square approximations [ 4.52647051 4.90383147 -3.42982607 0.78824095 2.21938389 1.56991264 -4.01074586 -2.83326997 1.80245284 -0.62349081 -1.12103471 2.79521401 2.75708405 0.63348219 1.33789402 1.080083 -0.84464751 -0.73782259 -0.39198566 0.40650136] Distance 9.773985448660154 Each least square approximations [-3.45063472 3.13974135 -3.0147638 0.80406669 -1.44789259 -3.91737126 3.53794252 0.27674909 1.79831786 2.34705916 0.46393495 -1.59446793 0.11102593 -2.98428996 -0.05332854 1.45889292 1.10586818 -1.95092834 1.5223287 1.31287839] Distance 10.77236130207788 Each least square approximations [-10.42083086 3.86666987 6.56380138 0.39230877 2.11647691 1.82767637 -0.48979279 1.65735065 -1.23212068 1.16289266 -0.56058775 0.19778973 -2.22832534 0.01278161 0.53011878 0.99555434 1.42938514 0.95858245 0.23525292 0.3470711 ] Distance 4.581581819147794 Each least square approximations [ 2.41844278 -2.61156078 1.25270678 -1.07153061 -2.67401126 -0.97492603 -2.95278707 -1.26529961 0.08206939 -0.29782236 -3.53677078 0.51262933 -1.19314747 -0.47467062 0.50109212 -1.04360148 1.90567617 0.06964461 2.17972966 0.11534042] Distance 12.373954174183888 Each least square approximations [ 4.59834959 2.51965812 3.25682732 -0.72785565 3.45539561 -3.83022799 1.81344898 -1.43829422 -0.640897 4.26133556 3.37582672 2.58706484 -0.6853577 -1.35508164 0.01240791 -0.35572904 3.68399761 1.08694479 -0.06708856 -0.59792178] Distance 9.293784679960387 Each least square approximations [-5.66511588 -0.50681832 1.14289605 0.1164812 -7.59578554 0.8591722 2.37498298 -1.74726351 -0.30323794 -2.06298226 -2.69348654 1.82790046 2.10489134 -2.06792852 3.35237742 0.85469557 -0.97921108 1.14723915 -1.34990205 -0.47679375] Distance 8.392673816387225 Each least square approximations [-3.7026738 -3.8872217 2.61953488 -3.53862605 0.492365 -4.44036981 1.21132298 2.63225851 0.15270516 -2.82654634 2.31618908 0.08117753 -1.27548612 -1.33945024 -1.67268562 2.27810198 0.67152669 2.81822928 0.33516727 -1.21258372] Distance 9.992543030556208 Each least square approximations [-5.75104495 4.61489958 1.28846646 1.31473927 0.88529795 2.87436534 3.69074356 3.26139069 1.02793158 -3.0419791 2.28994975 0.65621602 3.57534448 -2.15429244 0.90766006 1.56627414 -0.57352974 0.27154514 0.34918585 0.293304 ] Distance 9.100445303051837 Each least square approximations [ 7.48053609 2.18384349 -3.68115014 2.60045271 -2.34801757 -0.98075246 0.28857862 3.55392805 -2.53429632 -0.81079111 -0.38062531 0.1789813 0.73057961 0.10688372 -0.09986622 0.08273241 -1.53239642 -0.13834574 0.0706082 0.50462619] Distance 10.025148912801631 Each least square approximations [ 2.02772636 -0.0954462 -3.23763573 -2.24857207 0.86091422 0.35278974 -4.4281114 -4.01122078 0.36261541 -0.81261588 3.9345952 -2.71699236 -0.308685 0.09981717 -1.16810802 2.52319535 2.31278129 -1.87813234 -0.94653036 -0.008633 ] Distance 10.66268168328475 Each least square approximations [ 4.50256358 4.03383148 -2.89019319 0.17922313 3.59455739 1.52803062 -4.73385397 -2.3161484 1.13302341 -0.48188787 0.61933104 1.64798974 1.29979722 0.64404666 0.51182148 1.06781995 -1.43469863 -0.28168372 -0.73620077 0.92380159] Distance 10.562399937664267 Each least square approximations [-3.07685855 1.54735068 -2.21354848 1.62049244 -0.52981552 -4.29634275 2.78000914 0.04386925 2.44646907 3.06156647 0.43344138 -0.78789292 -0.05493785 -3.29982575 -1.51322153 1.52530311 -0.63061497 -3.33079697 1.04912492 1.37558798] Distance 10.916145789309471 Each least square approximations [-8.58399606 -4.49455812 5.14725882 -0.28417016 -5.80755446 0.2229114 0.40083661 -0.45510582 0.18271491 0.71372942 1.98571609 1.5226799 -0.43346152 1.67846126 0.38519077 -1.14541807 1.28706286 1.45425893 0.91260255 0.56822637] Distance 5.541101728333336 Each least square approximations [-0.55162167 -0.43739205 -0.99761174 -0.60245904 -1.26731602 -1.27740272 -0.13245154 -1.13672124 -0.82904124 -3.98204328 -2.36199687 -0.93663015 -0.07848498 0.11905529 0.68632997 -1.19327131 0.58324986 1.18386096 0.78889851 -0.07436526] Distance 12.954558681045613 Each least square approximations [ 1.86915595 3.69150178 5.56665345 -1.1922074 2.41879227 -3.82114116 -1.08351105 1.09712973 3.27675854 1.02884639 3.76212218 -0.01006838 -0.09358494 1.15773624 -0.22850545 0.11709838 1.05735925 0.99309393 4.03410064 0.90437531] Distance 9.087755325795392 Each least square approximations [-1.2604406 -1.0708811 0.44100661 -1.24968274 -4.55079367 -2.65581779 2.78320616 0.02542095 -0.59386614 -0.60273025 -1.68156939 -1.20996339 0.30993088 -0.72456017 0.56796856 0.90765793 0.03002203 0.1386727 -1.29259394 1.67111565] Distance 12.25751670957464 Each least square approximations [-0.51194897 -2.56755757 3.16444569 2.22993395 0.31244231 -5.03281032 0.52573124 -1.04848719 -2.9240517 -3.20074925 -1.06021814 1.47446383 -0.30800288 0.64884231 -0.39397698 1.48370658 0.79210666 1.14702319 -2.51599805 0.07308375] Distance 10.937076839240538 Each least square approximations [-2.30146998 -0.58078401 -2.84535475 4.30092175 -1.51071375 2.45520813 1.05724886 4.15504609 1.70547487 -3.36121623 2.63781036 1.66031331 1.13557635 -1.00320524 0.29362018 -1.06207327 0.48075269 0.97963314 -0.46009414 0.76805543] Distance 10.637803367139258 Each least square approximations [ 3.51025841 5.15764842 -2.0015308 0.50563907 -1.80054534 -2.71156347 -2.4034414 0.04878959 -2.59236685 -3.53703581 0.17917881 2.61017321 0.32676831 1.02198416 -1.40472691 0.23607525 0.14461224 -0.31910949 0.10533292 -1.30986945] Distance 10.528183649183854 Each least square approximations [ 1.3461695 -3.30888465 -4.97475303 -0.86595422 2.08903299 -2.54040284 -4.08521239 2.06400699 0.73865115 1.39189357 2.07165455 -0.74634249 0.57753353 -1.88102316 0.39506398 0.21764759 2.06869672 -0.47121174 -1.61801151 1.56477905] Distance 10.512197849906867 Each least square approximations [ 1.44217635 3.59362902 -0.62037421 0.97284893 -0.35706675 -0.12651163 -2.83944978 -3.29949206 2.17191392 -3.3300535 0.29387498 2.70178362 0.92228918 -0.27679973 0.21866952 1.52271816 2.70706616 -0.25103854 -0.33694416 -1.35055645] Distance 11.413770114023636 Each least square approximations [-0.57231461 2.26218609 -0.2685505 -2.0008036 -3.20273885 -3.63637805 1.54489333 -0.32414303 -0.10900426 0.31541912 0.68880988 -2.85370512 2.07329363 -2.03423026 2.7605896 0.66715037 2.02384087 0.33716491 0.78847756 0.38374914] Distance 11.653477289112146 Each least square approximations [-8.07869739 2.55091366 -1.79361374 0.62953837 -3.82944742 -0.6852763 -1.46297407 2.71040674 1.56838399 3.94879001 -0.53782313 0.50030179 -0.07275054 -0.55714167 -0.07784574 3.98641227 -1.16723487 -0.53442389 -0.94393898 -1.49852788] Distance 8.153120738440723 Each least square approximations [ 6.07166094 -0.37634391 -1.98960547 -1.34099903 -1.45099646 1.41584172 -2.2970751 -1.91688484 -1.31451437 -1.86310663 -3.16679021 -0.40207848 0.166149 0.26797851 1.0933877 1.13735936 -0.74435797 0.1432556 -0.75242673 -0.40901896] Distance 11.443773997041347 Each least square approximations [ 8.38424765 5.08653525 -1.17019553 -2.55711664 -0.15993025 -2.4113966 -0.35196444 -0.10773801 1.43243325 -0.13328943 3.77905325 2.878435 -1.36289975 -0.7208716 -0.88142729 0.2017201 -1.62009286 0.48510341 -0.79310506 2.00470939] Distance 7.789664812356908 Each least square approximations [-11.0445756 -2.16151622 2.38456762 1.06852087 -2.11562883 -3.57378218 4.14427925 -1.01460376 -0.51209145 1.03642051 0.9721027 -1.57898018 -1.84805983 -0.57040732 0.50517959 0.35618552 0.37616516 -0.7195071 -1.97333784 -0.44556164] Distance 4.846262666684672 Each least square approximations [-5.99150365 2.09735872 -0.48340558 -2.18445934 0.10967919 -1.34022329 -2.10261002 -1.5619003 -0.52652284 -0.18103548 1.86351869 1.74297591 -0.30964346 -0.98033141 -1.9114212 2.32784089 1.59605097 -0.40571462 -2.08636795 -0.82785789] Distance 11.287108281876506 Each least square approximations [-8.75921803 1.21789977 -0.54998533 -0.11928249 -5.17808042 0.81627408 -0.10900933 2.457716 -1.40949592 -3.03844489 -0.09764234 2.26595657 4.72596827 -0.79916121 0.30735012 -0.90515959 0.11562068 0.66252608 1.70610558 0.88843785] Distance 7.043637285469508 Each least square approximations [ 7.23663269 0.45839595 1.69600696 -0.31201787 2.75123742 -0.59928887 -0.39987179 2.01235337 -2.15385156 -0.54063347 0.06312726 2.8631807 0.37816822 1.82079057 -0.31215863 0.08170584 0.02997426 -1.78231726 0.08297269 2.33062776] Distance 10.63333602672139 Each least square approximations [ 8.42084151 0.71711298 0.03705165 0.63664464 -0.32708224 -3.50984137 -1.69032631 -0.11685224 1.24221774 -0.1315342 4.14311281 -0.34661199 -0.25553487 0.85615583 -2.0653665 2.70561129 -0.11258803 -0.06141799 0.77887673 0.43472252] Distance 9.321996967602438 Each least square approximations [ 8.42400744 1.26571895 -1.33934597 -1.04936861 1.64817111 -1.08122506 0.50764008 -1.47419332 2.82416961 -0.63049632 1.66551221 -1.12408211 -0.88190182 -2.10055678 0.24130333 1.92858055 1.29562956 -0.46403295 -2.31786551 0.32047965] Distance 9.7747143077875 Each least square approximations [-7.72145062 -1.04170703 1.32080436 -1.23519171 0.4765578 -2.29755032 0.28006035 -1.09976887 1.44538692 2.26284378 -0.43208544 -0.92955245 0.18223946 -1.75501141 -0.04127416 -2.53168926 1.66496537 0.07148615 -0.93238864 -1.28167905] Distance 10.59369302620204 Each least square approximations [-4.78383768 4.23116934 -5.47362953 4.74863618 1.52140937 -2.35470716 1.59648959 3.36078651 -2.82250946 1.76992301 0.37526358 -1.06792994 1.6958585 0.06465406 0.54811217 0.43900995 -0.90286431 2.35176858 1.98265003 0.08983404] Distance 9.268960746234969 Each least square approximations [ 1.46998241e+01 -2.58207574e+00 -1.08189393e+00 5.03731495e-01 7.87550525e-01 2.97699593e-01 3.50432217e-01 -1.66340211e-01 1.33827540e-02 -5.57466650e-02 -8.28771021e-02 -2.11943255e-02 -2.04027147e-01 -3.71442419e-01 2.39403619e-02 -2.05217807e-01 -1.25319752e-01 7.00431110e-01 -2.29247381e-01 2.06163607e-01] Distance 1.0409753316400314 Each least square approximations [ 1.08143152e+01 -2.59018600e+00 -4.38598249e+00 -9.85150536e-01 -2.81873411e-01 -8.50112909e-03 -2.23991551e+00 -2.48082898e-01 3.39407763e-01 1.35443178e+00 1.34056795e+00 2.11609919e+00 2.46631583e+00 -1.22764411e-01 1.12656303e+00 -3.52452787e-01 1.07822147e-01 9.65449083e-02 2.88095506e-01 3.75889484e-01] Distance 7.871988125854062 Each least square approximations [-8.87583601 -5.11288175 -4.56324866 -0.93544967 0.93081391 2.75851119 0.96861984 -0.19407697 0.08912249 0.59743731 0.92070646 0.82916195 -1.17934968 -1.39663032 0.28616506 2.19072171 -3.08955476 1.16868726 1.43559465 -2.03437003] Distance 7.977965470841504 Each least square approximations [-10.42604844 6.64479853 2.52487134 -1.98776518 -4.09953961 -2.3841287 1.49922041 -1.23976434 2.01317464 0.15417544 1.55121305 0.89863672 1.20173658 -1.65459991 -0.28093316 0.40939886 -0.41438819 1.09890646 -0.47122236 0.52858719] Distance 4.888433999818144 Each least square approximations [-9.28377934e+00 -1.69202555e+00 6.79051769e+00 3.80925642e-03 -1.52873721e+00 2.46071141e-01 -2.14914804e+00 -8.12093555e-02 -2.07873863e+00 -1.64173547e+00 -1.06745103e+00 -6.40247888e-01 1.74757095e+00 9.45201655e-01 4.86422593e-01 1.21027297e+00 2.05122835e-01 -1.97493581e-01 -7.71753815e-02 -6.56532247e-01] Distance 8.368695215603541 Each least square approximations [ 9.90542125 -3.39859301 3.54517922 -3.20121879 0.45535326 0.42583263 -2.30718152 1.02234801 1.87221748 3.62403542 -3.31058724 0.70992386 0.14401007 -0.89293304 1.60123746 2.34213393 -0.29996766 -2.63709055 0.11739058 0.52575025] Distance 6.58845080954432 Each least square approximations [ 1.00865805e+01 4.28929043e+00 1.91372470e+00 -1.03355019e+00 3.85654524e+00 -6.09859241e-01 -6.28244151e-03 -1.13260164e+00 -1.53595543e+00 -3.19737386e+00 1.53242131e+00 -1.67897426e+00 -2.08987802e+00 -1.68254918e-01 -1.39993478e+00 -2.92739171e+00 2.03473148e-01 -7.53527881e-01 -1.45277555e+00 -1.05682031e+00] Distance 7.0033149232211045 Each least square approximations [10.97143767 -5.66224827 1.8606605 -2.2055062 0.36540088 1.33758337 -2.79855259 -0.15941726 2.56710074 0.35763284 2.6773776 -0.65076034 0.03161413 0.71625303 -0.33809139 -0.27466295 -1.10644875 0.44634428 -0.67923769 1.98202739] Distance 5.965473099989463 Each least square approximations [-11.06346399 -4.61186359 0.48606138 1.70449202 -2.87804518 -0.91147169 -2.36864539 -1.03339064 -0.31322779 1.63765618 0.42401645 -0.13090842 -0.80219124 2.2718455 0.4147898 0.5964921 -1.84597137 0.33114667 -3.23034445 0.99378601] Distance 6.3324894291855305 Each least square approximations [-11.74039264 5.32539231 4.34440848 -0.57197889 -1.12035979 1.96467407 0.26517182 -0.82265236 -1.55561891 0.74846597 -0.68559428 0.11930124 0.549185 0.46559039 0.53021099 0.57737329 0.38449964 -0.0157802 -0.12414928 0.07844703] Distance 3.6079983917286014 Each least square approximations [ 2.60763628 -1.44951758 2.01155068 -1.17263748 -2.94176792 1.05291443 -3.58511869 -1.13380989 0.14233027 -1.40497001 -3.99627585 -0.42316999 -0.91056895 0.69666115 0.96063394 -1.15826467 1.96848212 1.06597976 1.38657814 0.61158389] Distance 11.907591947754277 Each least square approximations [ 5.58378189 3.2636255 3.2643888 -1.57980686 5.42984794 -2.70711328 0.36197221 -1.37285199 0.41636848 4.02182335 3.42212113 0.64518064 -1.21331041 -1.05484909 0.81592215 0.65874755 2.6842741 0.100829 -0.61146505 -0.86032173] Distance 8.645547530936343 Each least square approximations [-6.99333366 -1.6366983 0.19014688 -2.02831433 -6.09489002 -1.48205502 2.44554861 -0.12913608 -0.591409 -2.36352115 -2.69997162 2.98139456 2.74915121 -0.22332543 3.08745973 0.07844005 -0.58881872 -0.43176298 -1.88328961 -0.16140544] Distance 8.037439586247494 Each least square approximations [-5.72262031 -4.52710244 0.44345461 -2.99885741 1.24012649 -3.94332322 1.35611123 2.60479957 0.50808442 -1.13138859 0.88894012 0.5995623 -0.68591949 -1.08452031 -1.71429448 1.85748549 0.06830325 2.49735778 0.38523102 -0.95970458] Distance 10.142258780682475 Each least square approximations [-7.76205146 1.36937349 -0.18813461 1.58972757 0.62668276 2.07227715 3.89043577 3.38668265 1.82096112 -1.32763365 3.12602968 2.48990462 2.52006527 -1.63119272 0.93947536 -0.06690108 -0.96197181 0.51777634 -0.44770484 0.18847827] Distance 8.982583425576383 Each least square approximations [ 8.46345541 1.68019735 -1.21915874 3.55621784 -1.88490638 -0.46692616 -0.18986634 2.95126378 -2.52336206 -1.85245321 2.22849406 1.03464058 0.52363404 1.32232408 -1.75736005 -0.89196818 -0.24963373 -1.15110512 1.05865838 -0.49074814] Distance 9.135108068614525 Each least square approximations [ 4.65365754 -0.28852355 -4.87019819 -3.4226832 0.640427 0.43773112 -5.51149296 -2.79664036 0.79380862 -0.75293049 2.63756231 -1.55248321 -0.39838949 -0.19246678 -0.03457735 2.6979749 1.95380562 -1.88549973 -0.17273994 -0.45442322] Distance 9.350016596370661 Each least square approximations [ 6.92942859 4.81322843 -3.97521755 0.25949403 1.80860539 1.50980169 -3.94970215 -2.9557185 0.11573924 -1.18892362 0.01821602 2.94527354 2.36406619 -0.15577956 1.94593234 2.03442974 -0.33418867 -0.27068061 -0.64543956 0.25348468] Distance 8.233913905630502 Each least square approximations [-5.685989 3.43960119 -1.94146968 1.95521571 -1.17274231 -3.6086438 3.96388323 -0.25613845 2.69062761 3.0697539 -0.39078036 -1.65046835 -0.06498139 -2.73452978 -0.49346286 1.43624636 0.84067353 -2.25835987 1.69800342 1.16639638] Distance 9.366800388841648 Each least square approximations [-12.16238941 3.33343858 0.75803259 -2.90939141 -2.78142811 -3.33179524 -1.49814906 -1.63994122 0.92460788 0.12535728 -0.75574677 -0.93626178 -0.76809037 0.07086916 1.02385491 0.22798241 -0.90150482 0.1659833 -0.39533677 0.67660176] Distance 3.3915662225091765 Each least square approximations [ 3.85192293 1.60339338 0.19390005 -2.46261332 -2.30121747 2.09248694 -2.40641993 -1.75531739 -1.3377144 -2.59955009 -3.40316541 -0.26797832 0.99859667 0.01722102 0.85872683 -0.83348891 -0.22491463 0.43394962 1.58951126 -0.69207801] Distance 11.8695225036286 Each least square approximations [ 7.46254261 3.52189905 2.77021048 -4.13899284 3.54268165 -2.86709254 0.49104211 -1.07725355 0.97029952 3.11730157 1.99279861 -0.58298506 -1.98637394 0.18915567 0.88533365 1.519869 1.44878347 1.02338559 1.35388882 -1.05128585] Distance 8.100333899034958 Each least square approximations [-7.86724652 -2.60115562 0.01277821 -0.83776921 -2.98328079 -0.85081023 2.94238875 1.43215228 -0.51687401 -2.36847549 -2.11636534 1.36848128 -0.37580243 -1.93324015 0.77117821 -1.14744222 1.24618334 -1.14950633 -2.79522699 1.70614367] Distance 9.354418457702737 Each least square approximations [-6.86859624 -3.04809955 0.13275929 -1.02931582 0.06744905 -3.60008745 0.29229369 1.18041163 -0.66608478 1.10819863 -1.65858511 -0.02607071 -0.85396552 -0.04412373 0.1839643 1.25585626 0.57571704 0.47838791 -1.8009597 -0.54029492] Distance 11.22343672175963 Each least square approximations [-8.37428187 -1.70186602 -1.78236394 0.62912649 -1.60566932 3.45456045 1.28229492 3.06178973 1.01952566 0.66525208 2.03624949 2.34964727 2.1296479 -0.97864847 0.98282137 -1.80685964 -0.60901723 1.64253673 0.84567634 0.60928414] Distance 9.036572857193995 Each least square approximations [ 8.71664438 4.41142144 1.72257368 2.1805723 2.7003845 -0.71651474 0.12611579 2.0502264 -3.01730446 -2.29367488 1.27786995 1.41708459 2.12884035 2.13070368 -2.27883143 -1.22005117 -1.57620414 -0.43237945 0.32144345 -0.92538755] Distance 7.499218838490797 Each least square approximations [ 6.53424128 -0.38807192 -2.7417871 -3.23017104 1.43779239 -0.08918021 -4.94005759 0.26502837 0.78390759 -1.72689164 2.21540091 -1.39083611 2.37120602 -0.14554105 0.14802592 3.50422157 -0.02756991 -1.65906399 0.28235767 -0.40137099] Distance 9.491577730800962 Each least square approximations [ 7.50821476 4.31130508 -0.85407 -3.41659177 2.14487432 0.61690588 -1.6982131 -2.27990081 1.34061406 -1.35641604 -0.23767598 3.18266619 -0.085697 -0.72658043 -0.01734335 2.69379955 1.93261062 0.92557706 -0.17540636 0.35157266] Distance 9.056996009694288 Each least square approximations [-6.59551533 2.2536021 0.49536268 0.82824618 -2.34657796 -1.9676017 2.59442982 0.73764678 3.16364756 3.42737677 0.4146515 -2.2276882 1.55511032 -2.17840493 0.01766207 1.42859705 0.16171292 -0.61813583 2.18164325 0.76290291] Distance 10.0402921807773 Each least square approximations [-6.08364551 1.17579745 -3.80672265 -0.85097648 0.44553918 1.72961216 -4.05438232 3.77996663 0.57016674 3.0528406 -2.21754836 0.99326176 0.01687786 0.21806816 -1.53001331 2.47722557 0.08890063 0.69497628 -0.77889298 -0.52264243] Distance 9.40104750080537 Each least square approximations [ 4.53096072e+00 -2.98454064e-01 -8.96244268e-01 3.63325925e-01 -6.24396611e-01 1.34874444e+00 -1.75243298e+00 -1.12935014e+00 -2.95329237e+00 1.29662448e-01 -3.02166407e+00 5.46450612e-01 4.58615234e-01 -1.49226250e+00 4.80924689e-01 3.96848095e-05 4.86481290e-01 -9.79590899e-01 -1.73948092e+00 -3.13529673e-01] Distance 12.168961405427195 Each least square approximations [ 6.20575193 5.13700792 -3.87776115 -2.59484119 -1.3853184 -1.53523724 1.62675755 -0.67841234 0.44778047 0.87882783 2.30818417 -0.11064326 -1.45530257 -0.98139786 0.65774401 0.69890649 1.67830404 -0.86395986 -0.33245948 2.37653548] Distance 9.36269280126426 Each least square approximations [-11.27035155 1.99780085 4.47003614 2.1792502 -0.26913721 0.23316992 0.63176073 0.94767938 0.59370312 0.892995 0.73426888 -3.04528321 -0.3906048 0.80053863 0.20471201 0.68703498 -0.98370287 -0.90497804 1.34735699 0.50512693] Distance 5.296778000219874 Each least square approximations [-4.28665481 2.33461946 -1.34742706 -2.3918089 -0.30482956 0.83816427 -2.42832548 0.80975223 0.61320511 0.01789644 1.13524587 1.39440529 0.04073287 -2.44900619 -2.73822162 0.92769301 1.1275589 -0.78510614 0.59207923 -0.1578251 ] Distance 11.933526615650319 Each least square approximations [-7.95437766 3.17019472 -1.90034471 -0.99036235 -1.64822824 1.03411733 -0.0590009 -0.91325271 -3.84691435 -2.10000828 -2.68626401 0.0139818 3.55005288 -2.55842008 -1.34473461 -2.76300077 -0.85661353 -0.24845977 -0.3990288 1.11203329] Distance 7.848850005807052 Each least square approximations [ 5.02331266 1.55478847 0.54461734 -0.93538423 0.98205312 1.84353451 3.49561103 0.46983645 -2.40501443 3.1937005 0.50956404 1.65685264 0.57349647 -0.06612672 1.86728558 -1.62152251 0.1200529 -1.0985853 0.92471222 1.63799302] Distance 11.203862600679734 Each least square approximations [ 5.62100287 2.39024786 1.45908841 0.8989117 -1.35286957 -1.85275886 -1.4199959 -0.87745968 0.79222784 0.05377165 3.50345407 -1.0370379 -0.31317441 -0.45245398 -1.19585883 2.72373056 -0.67297215 -1.36214655 0.02126502 -0.22019119] Distance 11.294484873764162 Each least square approximations [ 6.86437924 2.62163804 -3.01901798 -2.78551249 3.54680053 -2.37327777 2.16026565 -2.3959538 3.0313249 -1.84044452 0.38864943 -2.13640082 -1.03508434 -2.19730543 0.34249514 -0.21453405 -1.04029974 -1.5128276 -1.37017037 -0.35484122] Distance 8.551921099272981 Each least square approximations [-5.9947731 -1.72809724 0.13216655 -1.0902543 1.15598429 -0.21576688 -0.05496923 -1.25397436 2.16251981 1.99228571 -0.70323422 -0.66834328 1.00113954 -1.10668957 -0.91360711 -3.97845181 1.28633381 -2.24831724 -1.94961698 -1.23797871] Distance 10.85088271009464 Each least square approximations [-7.90760474 -2.13281384 -0.73449374 0.42107711 -2.04880793 -5.94735211 1.49969964 -0.23547837 -2.41619228 1.28170819 1.69312298 -0.76980997 -1.98855706 -0.45821491 -1.4385781 2.78548191 0.54729229 -1.07103409 0.75067089 0.9926139 ] Distance 7.97448975814854 Each least square approximations [ 5.21014722 1.67698797 -0.76988776 -2.96942794 -0.26246982 1.23172688 -1.24619525 -1.332879 0.34463238 -1.75663532 -0.70765128 -1.1458931 0.67304138 0.36942281 0.23245625 2.17733974 -0.68041883 3.23498336 -0.72436664 0.31851747] Distance 11.616757343089432 Each least square approximations [ 7.83026472 0.36863241 2.68737036 -1.89835919 1.21026728 0.27408302 -2.42792224 0.04575664 3.41297847 -0.52477182 0.78894249 1.6981174 0.65712889 0.80872845 -0.13715455 1.44825873 1.30215897 1.34632633 2.81266247 -0.70860526] Distance 9.535457176469947 Each least square approximations [-5.13238253e+00 -1.89118438e+00 -3.11832239e+00 -7.26573118e-01 -4.12500726e-01 -1.04115029e+00 4.12232492e+00 -1.00982571e-02 -1.24787249e+00 -2.32611364e+00 -3.78977304e-02 -1.05478167e+00 -3.41163773e+00 -1.78432575e+00 1.12954504e-03 -4.01290033e-01 -2.74183403e+00 -2.01941628e+00 5.40278739e-01 1.63990204e+00] Distance 10.253251413238553 Each least square approximations [-6.39355986 -0.76029026 2.7744271 2.36143797 -1.91018121 -2.05700483 -2.01889898 -1.17149999 -2.02072319 -0.37133383 -3.3081418 2.1953741 0.7990385 -0.01669448 2.79060768 1.28028385 0.8777625 3.04469372 -0.28285556 0.80272145] Distance 9.60816309680942 Each least square approximations [-5.61173466 -1.20478912 -0.51169563 1.52177333 -4.83804159 3.25127274 -0.72129087 1.49444222 1.90446388 0.47352515 3.79322798 -1.00354692 2.78791499 -0.04905802 -0.08848485 -1.82416327 0.69952584 1.88899627 -0.5165054 0.21010155] Distance 9.706300045436844 Each least square approximations [ 6.68211792 6.11821248 6.2132524 -2.99881029 -1.14336002 -1.75299156 -3.2746196 1.09874101 -2.85722452 -1.11603623 -1.88447646 0.18723868 0.24124859 0.14007709 -0.58513495 -1.15444054 0.65257594 1.99081451 -0.71928564 0.83196456] Distance 5.903497526214791 Each least square approximations [ 5.87196877 1.04620796 0.21491832 -1.62938836 2.70011349 1.08205864 -3.39593675 2.91731047 0.82598624 -1.68207388 0.14075379 1.17557612 -1.33876384 -1.09243799 2.45684418 0.07012363 0.96402474 -0.36309388 -0.93771208 0.31670678] Distance 10.8824911711516 Each least square approximations [ 5.59657009 -0.36398496 0.39869419 -5.60169141 -2.62321228 2.33932544 -0.18784081 -0.8891479 0.97766561 -2.0226462 0.09529092 0.50907088 0.88597077 1.15079033 -2.0751774 0.53970886 2.24889149 0.76582929 -0.93256223 0.22506737] Distance 10.316578811271144 Each least square approximations [-5.7521159 -0.1834526 3.46857435 -0.55382655 -4.42894032 1.12745056 1.34934653 2.96499262 0.31760864 0.17461289 0.79357266 -0.18025381 1.89879932 0.27490365 0.5623721 1.58832873 0.9067541 0.84951063 0.58550539 1.98949707] Distance 10.539187997243184 Each least square approximations [-6.08887864 4.47381814 -7.08910013 3.57137084 0.23171131 -3.17014721 1.44490694 1.36851281 -2.41552527 1.65326653 -1.28031326 -0.18064222 -0.41638882 1.83875916 -0.13057665 0.38285944 0.45903239 2.00191654 0.20012255 -1.22032421] Distance 7.612169631797892 Each least square approximations [ 1.13056651e+01 -3.34837188e-01 1.38252095e+00 -1.39087068e+00 9.21967691e-01 2.83704769e+00 -2.61494796e+00 -1.44628060e+00 -2.20003318e-01 -9.16658064e-01 -2.89433461e-02 -1.34010564e-01 2.80488334e+00 3.18982842e-01 5.97369567e-01 3.78444623e-01 -9.73248757e-02 6.53063144e-01 8.90706298e-03 1.71327460e+00] Distance 7.0329009138883425 Each least square approximations [10.72040374 -1.69121448 -4.73889467 -2.01780466 2.33935724 0.81907105 -1.28590086 -0.94582364 -0.15468002 -0.09279131 1.33641632 0.20135562 -0.80398634 -0.28983234 -0.27820846 1.4987087 -0.69878867 -0.45685177 0.12877758 -0.75087106] Distance 7.253714319164122 Each least square approximations [-10.02923375 -3.81909878 -4.6095363 0.48662821 1.39356088 1.278824 0.24948301 0.7468553 0.60595811 -1.59854785 2.48535865 1.95000508 -2.23611326 0.1756005 0.22242721 1.00091359 -0.66823305 1.75471086 -0.5215112 -0.31954516] Distance 6.9337694083355395 Each least square approximations [-1.10146153e+01 4.59584190e+00 -6.72352945e-01 -1.78588824e+00 -1.46187890e+00 -3.33940607e-01 -1.84567994e+00 -3.33473671e-01 1.01608662e+00 1.38387165e+00 -2.74562594e-01 8.40563502e-01 1.17104417e+00 6.23249454e-01 6.18938715e-01 -3.65191315e-01 -5.24978046e-02 6.03833375e-01 -5.25740857e-01 -7.35721553e-03] Distance 7.301607256984487 Each least square approximations [-9.19206555 -2.39725728 5.10973981 -1.68810862 -2.97365092 2.1492225 -2.03002387 -0.93077092 -0.31796697 0.69626265 -0.44926891 0.33257583 0.3475892 -0.92313645 1.2079831 0.34987702 0.95912016 0.74982109 -0.10397755 -0.58480137] Distance 8.299231283325398 Each least square approximations [ 8.96938383 -2.80384181 5.74675616 -3.59495674 2.82726144 2.52550058 -1.04174045 1.25199064 1.08688109 1.38120209 -0.7683694 0.0993839 -0.40576552 -0.59658184 -0.14923012 0.42018625 -0.62850925 -2.08043005 -0.19720402 -0.45821145] Distance 7.151853537531608 Each least square approximations [10.32974073 4.94501632 2.47793307 -2.61065969 3.11996563 -0.25235239 -0.90047822 0.38437719 -0.09029894 -2.22391118 0.83513691 -1.10341428 -1.11311384 0.42459046 0.45191617 -0.02966836 -0.52797545 -0.35814895 -0.55515826 -1.93943449] Distance 6.631399068262187 Each least square approximations [12.07647737 -4.63512287 2.07494097 -3.41818102 1.04540885 0.34524255 0.62940727 -0.98728815 -1.64890136 0.57743454 0.37977992 -1.00767321 0.21502474 -0.81894998 1.13697797 -0.41545672 -0.34929959 0.39526166 1.03703536 -0.37247476] Distance 4.246142954368338 Each least square approximations [-11.39610103 -3.52045899 1.91559569 1.85325772 -1.15357059 1.05576183 -1.57191843 -0.35040389 2.11236267 1.65438775 -1.2170204 0.06928219 1.61046747 -0.26622368 -0.6424466 -0.56609299 -1.51496316 0.87944414 -0.61561243 1.44112415] Distance 6.308674460205295 Each least square approximations [-6.47578007 4.89262956 -6.61760919 3.90009468 0.9121886 -2.60585931 2.3289921 0.4067641 -2.37039136 1.35495171 -0.11906997 0.17608721 0.44673286 1.61392218 0.32899041 1.54412136 -0.10787829 1.82194981 -0.64983475 -2.09106209] Distance 7.482292394794868 Each least square approximations [10.39044945 0.80546657 -1.2514064 -0.11114067 -0.52676921 6.31430424 -2.15216099 -0.76809671 1.37242021 -0.99795649 -0.68825638 -0.05613166 0.45582724 0.55948098 -0.34800595 1.61665054 0.1121315 0.40953946 0.91036772 0.73450189] Distance 7.160869166536986 Each least square approximations [10.04574151 -1.98681824 -3.42297529 -2.20562639 3.50586276 1.59212303 -1.79243644 -3.52736756 -0.56167042 0.54303997 0.5871669 0.08323829 -0.80836109 -1.71189392 -0.53678773 -0.56643887 -0.98802077 -0.71475727 0.08864453 0.30528233] Distance 7.505095283541031 Each least square approximations [-10.29974246 -4.17875658 -4.38930966 0.34370972 1.14857482 1.48755385 0.55348073 0.89320721 0.31786563 0.10521352 2.84000072 2.79699721 -0.94561423 0.33086713 0.82540377 -0.65109827 -0.76629682 1.57567845 1.15719296 -0.49384142] Distance 6.683325556274878 Each least square approximations [-12.13033017 3.88092581 -2.69645297 -3.1657147 -1.108608 0.29226579 -0.93013278 -0.35024898 -0.43161633 -0.92837367 -0.89396593 -0.19651882 0.64155502 0.6010427 -0.50259513 -0.29171421 -0.53925336 -0.19321438 1.08971196 -0.87630546] Distance 5.2834910393696966 Each least square approximations [-9.99521951 -2.41213499 5.33906857 -1.08124972 -2.76457635 2.12573054 -1.14717711 -0.84754193 -0.63908875 1.87998624 -0.76822143 -0.82331174 0.63119935 -0.57462482 2.0681727 -0.07471258 0.16801313 -0.93384685 0.88440763 -0.20001606] Distance 7.311520835280444 Each least square approximations [ 8.87585629 -2.11565444 4.52456392 -2.55485619 4.4984918 1.06121205 -1.15865627 0.86502959 1.3043436 1.3671902 1.60772953 0.14311537 0.8298613 0.50843536 0.45114429 1.30926866 0.87121115 -1.22002288 1.83382177 0.1078313 ] Distance 8.162402874183634 Each least square approximations [11.33085467 4.49471319 1.07429096 -4.56622903 1.2971737 -0.58241231 0.17646174 -1.96131514 0.36952276 -0.29703592 -0.4826796 -1.36910395 -1.05764167 0.42039988 0.4282404 -0.33618349 0.41098209 1.03010042 0.60695483 -0.57081405] Distance 5.714318841624701 Each least square approximations [11.17467045 -3.51349836 -0.37860225 -3.20154851 0.92563649 -1.17273344 -0.21356127 -1.73814713 -0.48972027 1.6942102 -0.57529832 1.0749536 -0.17383704 0.05268117 1.08930721 0.58551398 0.7349901 1.01623389 -0.95450794 1.11173053] Distance 7.225479052808644 Each least square approximations [-13.01845411 -1.48968656 0.58612175 3.60227206 2.42758918 0.64312951 -1.87078752 0.3404969 -0.07693722 1.17164205 -0.7703 -0.02238489 2.27264714 -1.24572391 -0.23832155 0.19008829 -0.61432825 -0.60351748 -0.29429587 0.18791144] Distance 3.226310926200956 Each least square approximations [-5.93781133 3.59126533 -8.01639145 4.105322 1.46598352 -3.54861697 2.70717307 2.81796604 -1.47364975 0.5348961 0.15822237 0.10101705 0.55667254 -0.64671586 0.53032339 0.20854097 -1.54155044 0.91981541 1.03599694 0.74623548] Distance 8.28258668640924 Each least square approximations [ 1.49293859e+01 3.46835051e+00 3.69683218e-02 -3.49040013e-01 1.22937195e-01 1.51721792e-01 -5.84766830e-01 9.30389656e-02 -2.21132052e-02 -2.45279183e-01 -1.11234450e-01 3.88240914e-01 -1.69769477e-01 -1.59525895e-01 -3.52743564e-01 8.10894758e-02 -6.07835789e-02 -6.80203998e-03 9.26982593e-02 -1.16697998e-01] Distance 0.6474977158551324 Each least square approximations [11.15910641 -3.88296747 -4.91810262 -3.14108625 1.35237241 -0.58263974 -1.70459432 -0.41306217 0.67904558 -0.1855305 -0.04000417 1.750033 1.27091805 0.20900777 1.83407625 -0.37655019 -0.63244998 0.18598675 0.04299307 0.17858912] Distance 6.941735416281225 Each least square approximations [-9.50688836 -4.20735433 -6.50739883 0.54583786 2.59577951 1.81305907 1.37166979 0.17956353 0.19437467 -0.65987971 0.98971159 0.61600902 -0.74064577 -2.14875147 -0.48546954 -0.33943615 -2.4473414 0.53361251 0.70310225 -1.31543774] Distance 7.6005607214645385 Each least square approximations [-11.39619304 5.17062188 2.99995179 -1.92889456 -4.64340677 -1.17338946 -1.07262607 -1.37137333 2.83756938 1.01013824 -0.40798715 -0.88274018 0.68894942 -1.4961546 0.81075386 0.76120555 -0.9299364 0.83986892 -2.45986971 0.75025871] Distance 4.339617694323541 Each least square approximations [-9.99257700e+00 -2.20279415e+00 6.73758390e+00 -1.25642777e+00 -2.74162353e+00 1.60764857e+00 -2.63541743e+00 -1.59439640e+00 1.91077455e-01 -5.79235540e-01 -1.35743307e+00 -7.47420433e-01 8.15921914e-01 1.42354852e+00 5.42687539e-01 7.04812984e-03 -3.52068172e-01 4.74630961e-01 -2.84260376e-02 -3.67168546e-01] Distance 7.666236089881619 Each least square approximations [10.60889486 -2.89738313 4.41572508 -4.19889952 3.05928277 1.03617291 -1.67415027 0.38975841 1.3368413 2.92113177 -1.43439327 0.51412471 -0.1390907 -0.92848984 1.43848322 1.47871911 0.04256238 -0.81482807 -0.29345252 1.08668623] Distance 6.716380364850141 Each least square approximations [10.95807228 3.5188225 3.9649001 -2.81947117 4.30036742 0.7342665 0.67528099 -0.24881774 -0.58346577 -2.31209345 1.13552022 -1.21916422 -0.65706025 -1.19066057 -1.80240683 -1.98063552 -0.12409667 -1.05859935 -0.07505542 -0.76857047] Distance 6.433142941575125 Each least square approximations [10.54606981 -5.14547027 2.12931431 -5.33923137 0.02140405 -0.82386788 -2.09763705 0.44871459 0.60570379 1.56323087 3.18775142 -0.10769404 -0.20187966 0.77619652 0.40658605 0.82119016 -0.378348 0.18007689 -1.20340029 1.37121298] Distance 6.503378035429347 Each least square approximations [-11.24920081 -4.09106231 3.77919585 2.53684749 -2.5168643 0.55014114 -2.46004395 1.1113976 0.49132736 2.42654642 0.35667448 -0.78576242 -1.00917854 2.04460133 0.13586902 -0.04954022 -1.8129308 -0.05123538 -2.13723335 0.91267841] Distance 6.12981821526478 Each least square approximations [-7.14614048 4.4384993 -7.9016532 5.06698414 1.38655425 -1.28774692 2.01818838 2.96120329 -2.64315599 -0.55917303 -0.22598803 0.121994 -0.61040121 0.56389594 0.12417322 0.59099335 -2.25459492 -0.65071306 1.42062499 0.29947576] Distance 5.9273527044117085 Each least square approximations [11.4898587 1.26139112 4.49702546 -3.0072397 -0.76272077 3.88081582 -4.15720511 -1.73225127 0.49048198 0.66499892 0.97677795 -0.32728937 -0.68600619 0.03082173 0.63358613 0.07972148 2.03976164 0.38790015 -0.64120761 0.24303983] Distance 4.501552085171376 Each least square approximations [10.45947494 -3.38775164 -5.13736678 -4.34667846 2.82626299 -1.04897442 -1.52483975 -0.96777891 1.37376508 0.23411752 -0.60021418 0.89073015 -0.85189744 -0.83244075 1.93087596 -1.1881984 0.60089619 0.06626017 -1.11563141 -0.03157829] Distance 6.057210039333518 Each least square approximations [-9.47474788 -3.11804755 -6.55933707 0.7368888 1.82965253 1.89537299 0.69494878 0.16555128 -1.04581167 -1.53533125 1.29346591 1.30486688 0.03897646 -2.25093452 -0.03618361 -0.01259005 -2.09094224 0.16721163 -1.51388832 -1.67993032] Distance 7.385596003264731 Each least square approximations [-10.32491299 2.42759138 2.12038852 -3.97408572 -4.28671171 2.35735928 -1.69606521 -1.73079321 3.4038464 1.21805029 -1.73701062 0.49381288 0.576153 0.34917406 -0.07192809 -0.38781215 0.12170124 2.32734698 -0.53606684 -0.87199371] Distance 6.360634577969341 Each least square approximations [-10.48647842 -1.58307166 5.81657397 -2.2655671 -1.4087961 1.28485601 -2.07122335 -1.50489198 1.86372083 0.10234449 -1.15370617 -0.64421771 0.6016366 1.50277713 1.17617758 0.26230089 0.4312095 1.53012063 -1.37555565 -0.376794 ] Distance 7.13982639268404 Each least square approximations [11.47733528 -4.2282784 4.09863689 -4.414465 1.14828957 1.77304559 0.7949599 0.22501886 1.57580298 0.75060615 0.27024814 0.70361948 -0.7045446 -1.09308189 0.43798654 0.61688911 -0.93229025 1.42437204 -0.62666054 0.2825736 ] Distance 5.116764026872423 Each least square approximations [ 9.33821387 2.71579287 4.35332191 -4.55491838 4.68537906 2.44251304 0.62890007 -0.63719352 1.28231682 -1.83259183 2.04459391 -0.23829609 -0.63535047 0.95135465 0.79837615 0.82409868 1.59784749 0.18395944 -0.58019048 -0.93034407] Distance 6.915050094256526 Each least square approximations [10.6335519 -4.15679568 0.40832788 -4.53723815 0.05080215 -1.90523173 -2.26970623 2.30980144 -1.54425294 0.78359665 2.63677707 0.08628978 0.66533943 1.7358361 1.74652772 0.15974708 -1.48389505 -0.88787231 -1.65131858 0.37291796] Distance 6.236852061841714 Each least square approximations [-9.43113487 -2.16997014 5.09812785 3.84872983 -0.73111414 1.11293324 -1.35623711 1.53252927 0.89927698 4.00603194 -1.63575699 0.01115517 -0.56362933 0.89798356 -1.09033213 0.81568231 -0.57816411 0.16573764 -2.07390409 1.74978463] Distance 7.470834544873461 Each least square approximations [-8.17666804 4.18874735 -5.94409443 2.65319922 -1.6117831 -1.9578282 -0.99675293 -1.44446034 -2.81426879 0.96883394 2.16209213 0.19886448 1.2542421 -0.93165162 -0.06662447 1.03355217 -1.5374364 -0.56279454 -1.2928737 -1.58158432] Distance 7.178172846190209 Each least square approximations [ 8.54996332 1.71032078 0.4333835 -1.69685062 -2.14532147 4.17008639 -2.5527942 -0.71540028 -1.4881115 -2.18456261 -2.40067591 -0.45035146 1.19634783 -1.05281919 0.86462078 0.60592162 -0.96667553 -0.38434848 -0.17454043 0.29390114] Distance 9.264521484724614 Each least square approximations [ 9.16001534 1.01824529 -1.74734109 -4.3775387 3.85825738 -1.05340047 -3.59088183 -2.23460983 -0.49197155 2.02643877 0.69071036 -1.259494 -0.39101688 0.61899779 0.18137428 0.6933016 -2.01245953 0.19698914 -1.83823388 0.21421747] Distance 7.465562753908237 Each least square approximations [-10.08171021 -3.80082185 -3.71358465 0.30191309 2.0739435 -1.36000041 2.77071372 1.36311406 -0.13607276 2.8256748 -1.06424569 2.14662112 -0.04345869 -0.01105062 -0.51463113 0.52559098 -0.25293553 -0.66644204 -0.40724137 1.12368793] Distance 7.062176127982116 Each least square approximations [-9.46809891 1.19567354 -1.30433517 -3.30013042 -1.22470819 -0.11775069 -0.63314464 -0.05626032 0.65659427 2.15816163 -1.1306528 0.43264227 2.51086485 0.23743752 -0.06452868 1.16098552 -0.64859738 0.93634812 -1.67434269 0.56967553] Distance 9.35282407638427 Each least square approximations [-10.88232027 -2.99946777 1.96308285 -3.01258156 -3.22529296 0.76395467 -0.55135664 1.0796845 -0.58846094 2.69378343 0.59177135 0.3458803 1.61080069 0.34901916 -0.9991613 -0.90900164 0.28629712 -1.41619151 0.90098652 1.03103648] Distance 6.509181176460097 Each least square approximations [ 9.05132566 -0.54045517 3.63771224 -2.35695486 3.40582211 0.68568479 0.8400504 0.58159248 0.44795189 0.16398447 2.28054889 0.11332997 1.76722468 2.66584211 -0.74820422 -1.22687866 -0.5045702 -1.66318053 2.15399452 0.1362785 ] Distance 8.498043224895163 Each least square approximations [10.85907055 0.29030566 0.2476753 -4.66013865 0.31798698 -0.40466841 -3.79283782 0.01141476 0.68168735 -2.34157938 0.43562138 -0.37861347 0.75814191 1.30153021 -0.73314059 1.50729962 -0.54700351 0.09793562 1.00503421 0.10549004] Distance 6.680629505267243 Each least square approximations [ 9.81037691 -1.56527117 -2.11548103 -3.89568562 -0.23007485 -1.13038181 1.03531076 -0.27176045 1.47960463 -1.49977161 1.76506255 1.32178299 0.08500998 0.65377466 0.73305973 1.58360974 -0.10233201 0.56195592 -0.60189851 0.93025799] Distance 8.751908868403534 Each least square approximations [-10.846552 0.76748001 3.18774747 1.5421847 -0.02656968 -3.0269676 1.78661288 0.89888765 0.82721051 2.95949713 1.1254731 -0.0371049 0.11582258 1.47483428 -0.67485647 -0.37208003 -0.11701145 1.65185694 1.24336304 -0.24312365] Distance 7.069060307820769 Each least square approximations [-7.45501458 4.83538923 -2.55806376 2.13232925 -0.40352729 1.70316382 -0.01264353 -2.22657355 -3.71635424 1.22164161 -0.70401556 -0.49493877 1.35193377 3.34227552 0.23512742 0.03592296 0.79943378 1.05252949 1.19244902 -1.49749778] Distance 8.781519127423614 Each least square approximations [ 7.25559181 -3.67471771 0.16407437 -2.59120531 -1.56316977 1.54393537 -2.06649973 -0.89929895 -0.99871427 -0.03507532 -2.22666874 -0.0662097 -1.93934646 1.98755258 -0.97778666 -0.29307751 1.99178047 1.23634771 -0.80409712 1.19061754] Distance 10.22872281993634 Each least square approximations [ 8.75360366 3.2843802 -1.36013832 1.52171467 4.47335746 2.30079601 -3.28755653 -0.76917665 0.86569627 3.17341464 2.37751437 0.21783297 0.99565237 -0.62965885 0.95835746 -0.08162896 2.16079806 -1.85724281 -0.62215927 1.22530608] Distance 7.250766869674154 Each least square approximations [-8.57194187 -1.49087169 -2.35464025 -4.25443933 -2.80994558 0.48988027 -0.39678199 1.94688102 1.2304668 -0.80380199 0.89832863 3.72983492 0.40016248 0.35329304 1.63271568 3.2107325 -0.59755857 0.07389132 -1.21983669 0.5315822 ] Distance 8.123761806610638 Each least square approximations [-8.24728455 1.16854189 -3.0643179 -2.42037597 0.9309324 -1.76433254 0.6146846 1.2738378 2.05182501 0.398624 0.68394847 3.58254659 0.54085442 1.05514267 -1.25484727 2.43918494 0.37810387 2.36155204 1.17001688 1.00069594] Distance 9.186558691119505 Each least square approximations [-9.27248714 -1.71477638 1.90680741 0.17971104 1.99347683 -0.10947781 -0.5108351 2.51753503 -0.33979332 -0.74894555 1.32523398 1.97442005 1.07694283 -1.02698971 1.57319227 -0.75709551 0.79685178 -0.27463948 -0.65131908 -1.82519369] Distance 9.511249462135057 Each least square approximations [ 8.85365452 -1.20189769 2.98554759 0.12924373 -3.01978708 2.4225168 -0.6372741 -0.34044144 -0.59391352 -0.26561717 -1.0723879 -0.77306514 -0.45947795 2.39269696 -1.86054222 1.47401404 -0.06102676 -2.65041354 2.56570299 0.11849607] Distance 8.835022448817593 Each least square approximations [ 8.45599192 4.67142834 -4.33756596 0.28111023 1.28646669 0.2624825 -2.9326302 -2.21120306 -0.03770322 -1.76873462 0.86541646 0.80396746 -1.92997127 0.65258019 2.50849707 0.67925126 0.93950985 -1.3429446 0.665975 -0.70321666] Distance 7.950398537216713 Each least square approximations [ 1.14586986e+01 6.93113303e-02 -2.49292085e+00 1.14840048e+00 -2.82654128e+00 2.88901047e+00 -1.19670422e+00 -1.84739782e+00 -2.64082331e-01 2.05695174e-03 -2.18700299e+00 1.94721465e+00 -1.18204116e+00 -6.36854085e-01 6.95366832e-01 1.21639633e+00 -5.23029061e-01 -2.96369624e+00 2.07072234e-01 1.27540088e+00] Distance 5.151534372734645 Each least square approximations [-9.72178818e+00 -8.16333889e-01 -3.91324367e+00 1.42442151e+00 -1.76947767e+00 6.87971026e-03 3.13073471e+00 -1.19562821e+00 1.40408668e+00 7.65893620e-01 -3.41920835e+00 8.34543817e-01 -1.66830324e-01 2.66806375e-01 -4.34492271e-01 8.56852907e-01 9.38948587e-01 -2.99227323e-01 1.16517383e+00 2.92605756e+00] Distance 7.480222071685293 Each least square approximations [-6.3608564 4.43307794 -5.49315775 2.18100001 -0.64663177 -1.82526859 1.74068673 -1.23926617 -3.52753599 1.17361385 -0.58166373 -0.92845584 0.83657172 2.68953241 0.05347462 1.477966 0.07134936 2.46815357 0.35034207 -2.30458007] Distance 8.901372350090895 Each least square approximations [10.32871159 -0.20460043 -2.7230982 -0.45454142 -1.23512711 3.94108144 -0.98699802 1.52346841 0.11782318 -1.32924447 -0.39857077 0.49167789 0.68171658 1.29456149 0.05297065 1.18126787 1.58721756 1.23367253 -0.8692644 1.38238887] Distance 8.493523891649668 Each least square approximations [ 9.59399101 0.12322238 -2.39495159 -0.85738125 3.24459676 2.95840208 -2.36515503 -3.06953845 0.52849636 1.45268569 1.73120595 -0.46995163 1.0972713 -1.26859586 -0.37432596 0.10336836 -0.58297619 -1.8971607 0.37924056 0.28662654] Distance 8.585087414850127 Each least square approximations [-10.06042248 -2.97441789 -2.89938497 -2.31153623 0.82112789 1.11738163 0.12489661 1.14093034 0.50034162 -0.18975935 2.6154437 4.18300698 -1.47821335 1.26842353 0.75183339 -0.48995285 -1.04791057 0.86575469 1.62953965 0.55549484] Distance 7.627737900858203 Each least square approximations [-11.59200467 4.33530136 -4.42550584 -0.51925921 -0.93850228 -2.46369687 -0.4332227 0.94283884 0.62110732 -0.86006323 -0.61077826 0.45729871 -0.09924287 0.47245768 0.07545515 0.95292779 -0.66905302 0.3645251 0.88311342 0.10846933] Distance 5.829988951812807 Each least square approximations [-9.81046084 -3.18588489 3.01160218 0.08061503 -1.8864643 1.3283401 -0.98627383 -0.13219969 -1.95909714 2.28950106 0.27952909 -0.78367351 0.99163755 -1.22173388 2.49272808 -0.45870433 0.58807287 -1.21348765 0.66264922 -0.8008534 ] Distance 8.712691318809522 Each least square approximations [ 8.27398131 -0.94457896 4.8093814 -1.49817015 3.04509232 0.42455712 -2.28089951 0.40242951 0.23304301 1.62707902 0.24497952 -0.18533747 0.12910688 2.29001331 0.38520403 1.00526262 1.45562036 -3.79892654 2.39625957 -0.17698658] Distance 8.842168855633043 Each least square approximations [11.86168652 5.50647341 -1.09616069 -1.28381066 0.10251153 -1.57456902 -1.47713845 -0.98681418 0.19915649 -1.04763753 -1.82453231 -0.49433436 -0.13612437 -0.51842407 0.47894448 -0.63436478 1.27936158 -0.62546461 1.14946116 -0.95568389] Distance 5.4642942970055675 Each least square approximations [11.87420319 -1.38043058 -0.02068635 -2.10101294 -0.55509097 1.54029854 0.91057068 -3.23648807 -0.0179832 2.08131142 -1.54253719 1.0155479 -0.03768175 -0.13198803 1.23091732 0.55580246 1.01493358 0.60709073 -0.86911429 2.00430481] Distance 6.496773556973679 Each least square approximations [-13.8656456 -1.82584707 -2.67464626 1.17804182 -0.43943353 1.97839315 -0.36845751 0.33787767 -0.70288413 -0.45080885 -0.45384961 -0.30052814 0.97287905 -0.64458793 0.16537302 -0.14795476 0.56312978 -0.47084433 1.54175461 -0.02383083] Distance 2.336059435561571 Each least square approximations [-5.29212738 3.93065787 -6.37131474 4.54055226 1.44719428 -2.96395326 1.83547649 3.23234589 -2.16458701 1.29378388 0.34190603 -0.84000166 1.16371814 -0.29261295 0.51148773 0.38515232 -1.40602895 1.5107376 1.74453378 0.46549048] Distance 9.217753277573534 Each least square approximations [ 1.51193912e+01 1.75560787e-01 -1.00655012e+00 -9.09877861e-02 -1.12596628e-01 -5.64540213e-01 4.62295568e-01 4.59934229e-02 2.70086461e-01 -1.62535206e-01 -2.11414019e-01 1.70263651e-01 1.81653315e-02 -2.99123748e-01 8.22454115e-02 -1.40809233e-01 -1.90672419e-02 -6.01369570e-02 2.29699804e-01 1.30183459e-02] Distance 0.5826732652974053 Each least square approximations [10.96548305 -3.07774602 -4.4009017 -1.98647171 0.09386442 -0.54826973 -1.9954836 -0.44602025 0.51675651 1.023452 0.81052773 2.11224774 2.07679865 -0.03085501 1.74019814 -0.44696424 -0.36439936 0.16200839 0.07740122 0.46828741] Distance 7.681354396037316 Each least square approximations [-9.14703124 -4.82880015 -5.09171808 -0.53107773 1.56153296 2.49469407 1.29729282 0.02974007 0.02308563 0.1109228 0.97713814 0.87518645 -0.99702052 -1.97858616 -0.14089131 0.95488517 -2.75058365 0.87089481 1.18325934 -1.74075045] Distance 8.186200035443516 Each least square approximations [-10.80226017 6.18828165 2.5829731 -1.58409533 -4.56496515 -2.2179374 0.47006266 -1.24245019 2.55163356 0.36698751 0.8212216 0.04058114 0.79296216 -1.6699098 0.26652289 0.64440975 -0.74317004 1.09751201 -1.62162489 0.56456905] Distance 4.823200856324254 Each least square approximations [-9.65822148 -2.00274131 6.65586509 -0.34710519 -1.96223963 0.88446256 -2.33385649 -0.50891398 -1.42334391 -1.27464514 -1.34583032 -0.74370053 1.4939714 1.39423263 0.66028776 0.75111573 -0.03728106 0.01217461 0.08751282 -0.4921271 ] Distance 8.208969881474902 Each least square approximations [10.28409926 -3.16648127 3.7918683 -3.69646585 1.58742692 0.29908853 -1.91695844 0.84091623 1.42608665 3.3642674 -2.75992922 0.7161102 0.11710839 -0.72193427 1.76775215 2.26513354 -0.21946404 -2.05339826 -0.05934951 0.7535458 ] Distance 6.704472818101519 Each least square approximations [10.52781667 3.88388073 2.56364904 -1.45833733 4.03854744 -0.24837357 0.32785485 -0.83327448 -0.97828358 -3.00215542 1.3063976 -1.77286902 -1.03665053 -0.65265127 -1.84847976 -2.56760654 0.08095638 -0.82366129 -0.6905716 -1.07663242] Distance 7.102016272653303 Each least square approximations [10.84677422 -5.28068535 2.33314974 -3.38409333 0.3366203 0.64947057 -2.68605727 0.09174671 1.89498958 1.04895328 2.94917412 -0.16028841 -0.27581784 1.16906443 -0.18329556 0.20160632 -0.68361385 0.22779119 -1.14700229 1.65791073] Distance 6.4166897371690395 Each least square approximations [-11.21414139 -4.49834179 1.454737 1.90380355 -2.95354983 -0.271245 -2.4771564 0.16441508 -0.16518132 1.96382945 0.84685317 -0.46390854 -0.99940095 2.06061651 0.34590883 0.25698243 -1.900579 0.16729218 -2.7313045 0.89917006] Distance 6.483250606893642 Each least square approximations [-9.48550618 8.48189908 1.4510651 4.1749525 -1.62685258 -0.93414393 -3.17312002 -0.38427755 -0.30797683 0.2438929 0.42938916 -1.45640011 -1.62391289 0.33212439 0.18710883 -0.46954652 -1.54956088 -0.77724581 1.18587649 -0.24650105] Distance 3.0315327933624254 Each least square approximations [ 6.00172827 -2.24534429 1.65694912 -3.46215913 -3.66787848 1.48759228 -4.50449337 -0.90365023 2.28129474 -0.04302156 -3.39784811 0.71194177 0.36522158 0.13094606 0.55056743 -1.1970607 1.03038088 -0.65101494 1.54444364 -0.45606331] Distance 9.925857044374593 Each least square approximations [ 8.69156255 1.82524554 2.379336 -2.72939335 2.03580031 -2.53400659 -1.12906503 -2.08759377 -0.78875662 4.83928597 1.290078 1.22013136 -2.0342632 -2.90848421 1.28834998 0.15982393 0.91248711 1.5392028 -1.97799081 -0.23740017] Distance 7.581731123174616 Each least square approximations [-8.14640532 -4.96026718 -0.24449264 -2.00874655 -4.07949275 0.86312133 2.4448685 0.20188439 -1.75462614 -1.68263341 -2.31177202 2.22160519 0.56025843 -1.59930175 0.97776776 1.11279576 -0.12718926 -0.17686701 -3.3804226 -0.34778087] Distance 7.93689162730121 Each least square approximations [-7.44579009 -1.14783864 -0.77856298 -4.21955189 -1.04850234 -1.36480872 2.22798633 2.09578979 2.07971738 -0.66581167 1.48859316 2.02058344 -1.76776096 0.93955613 0.09287011 0.48831257 1.47291268 2.80341816 -1.34110623 -1.27410645] Distance 9.902278453227659 Each least square approximations [-8.90759455 -0.97546406 2.39636494 0.46432678 0.15422506 0.92563915 3.15780315 2.75504255 0.45295891 0.68608032 0.28056176 2.3539587 3.72562199 -1.12636757 1.28761458 1.14760564 0.76092039 0.65548091 -0.46774594 -0.08305864] Distance 9.163111697004648 Each least square approximations [10.3447599 -1.75158661 1.30328342 3.29322401 -0.14099398 -2.98658464 1.47247376 2.12800107 -2.32984866 -1.00186619 1.05876792 -0.67419286 1.59075549 0.6260069 -0.61147538 -0.39013343 -2.18652165 -0.84738201 0.16681984 -1.28779809] Distance 7.576993875861231 Each least square approximations [ 6.66308948 0.71779045 -2.59428018 -2.62077143 2.49832272 0.19810695 -3.26994241 -2.79583156 1.57890266 -2.02995748 1.97171375 -3.49058479 0.22349141 2.59549281 -0.76314122 2.79999741 1.07248397 -0.53330565 -1.29575446 -1.73964836] Distance 9.326249093144655 Each least square approximations [ 8.98427209 1.93264915 -1.32704911 -0.71893201 3.58767375 3.01641776 -3.61589544 0.93741341 0.61485198 -0.8584592 1.72866084 3.90982078 0.26247153 0.23450448 0.87482546 2.44160311 -0.76484593 0.84587734 -0.30567364 1.04979755] Distance 7.9324440664541145 Each least square approximations [-7.36217899 0.66367281 -1.45882777 2.7149384 -0.77287758 -3.7173067 2.53589608 0.93982846 1.48940895 4.62877141 0.05201537 0.30827449 0.52406776 -1.95507809 -1.19361776 1.5325534 -2.42423959 1.10151778 0.7774699 1.79418368] Distance 9.269156916236891 Each least square approximations [-5.73283473e+00 4.37033941e+00 -4.07606465e+00 1.71018454e+00 -1.99896676e+00 3.73225537e-01 6.13602141e-01 -9.88505286e-01 -4.35723341e+00 2.00086834e+00 -2.06661475e+00 3.34469538e-03 -5.51350473e-02 2.99456866e+00 -4.48070846e-01 1.09958186e+00 -4.49077719e-01 2.28340407e+00 -2.08609595e-01 -1.97797550e+00] Distance 9.468696776554646 Each least square approximations [ 8.10299259 -3.16532061 0.04860611 -1.13233059 0.34192517 1.60966361 -2.83121871 -1.7050697 0.59529526 -1.16981606 -0.9033901 -0.30658029 1.16690636 1.77276361 -0.10170962 -0.03701102 1.15061816 1.68244887 -2.12046088 2.36281177] Distance 10.08389534580612 Each least square approximations [ 8.82776303 2.452284 -2.86632237 0.24943234 3.08919821 3.41547734 -1.73334227 -0.51023029 1.81623912 1.05703515 2.37742921 -0.01174546 1.44436982 -0.16559921 -0.63179064 1.02220514 0.69146475 -2.26231715 -0.25023624 0.48945022] Distance 8.800116287538545 Each least square approximations [-9.15103133 -1.47643742 -1.67436005 -3.41008801 -0.08172809 -0.32953952 -0.34418131 0.08257307 0.50160321 -0.55611308 2.66813308 3.70884952 -1.0345473 0.45273086 1.95255928 1.93031074 -0.80545143 0.08684681 -0.69278578 0.71524198] Distance 9.009441145985173 Each least square approximations [-9.62083409 2.59255042 -4.04343355 -0.60320973 1.23623976 -1.29111222 0.60825552 0.46405662 1.31782635 1.52304591 0.58880077 3.44730006 0.26068178 0.38707503 -0.1108587 1.06778781 0.99422022 1.41596776 -0.18844923 1.49777479] Distance 8.423541078081561 Each least square approximations [-8.5641802 -2.77403441 1.74105474 -0.24457219 -0.50931848 0.72626354 -1.8747519 0.70057867 -1.64565197 -0.0964387 1.76420955 1.12203856 1.31322033 -1.64376487 1.49498588 1.05155242 0.58328592 -0.14782784 -1.07248507 -1.30441117] Distance 10.327981722140837 Each least square approximations [ 7.44586069 -2.28366816 4.38406254 -1.43307166 -1.0287528 2.52806846 -2.72302032 1.10459651 -0.32298285 1.07690635 -1.50086126 -0.88225396 -0.26936116 2.34344471 -0.81211915 -0.22567125 0.21485743 -3.53886474 2.03788968 -0.47818086] Distance 9.38753338003281 Each least square approximations [10.0292117 5.15620478 -2.22805954 0.72487436 -0.24421858 -0.67041611 -3.04833375 0.27320447 -0.44005427 -1.54249204 0.69100515 1.2601256 -2.70002184 1.2703103 2.54707395 0.04718344 -0.0765218 -1.34224907 0.16005069 -1.52048366] Distance 6.851773396010062 Each least square approximations [ 1.23958992e+01 -6.53446923e-01 9.61607315e-01 5.58940471e-01 -2.97508958e+00 1.82805148e+00 1.83381731e+00 -2.73933941e+00 -1.38625951e-01 7.60958091e-01 -2.51852106e+00 4.63922483e-01 1.23852259e+00 -1.15979205e+00 4.42316562e-01 8.21883985e-01 -7.99137345e-01 -1.37954874e+00 1.74420118e+00 -6.91273955e-03] Distance 4.334526770831948 Each least square approximations [-11.35468787 -0.80644483 -2.06721176 -0.58817226 -1.27950706 1.32956697 2.33385048 -2.37131681 1.17557071 -0.6685319 -3.01746283 0.56145072 0.01958329 0.53183357 0.4661714 -1.39668663 0.69671272 0.24713212 0.54713828 2.85507963] Distance 6.503055522591683 Each least square approximations [-8.04479125 6.7292663 -3.16771128 4.58476639 -0.33658197 -0.93595643 -0.82906289 0.83674111 -2.92892853 1.34977854 0.75663453 -1.43230426 0.90439779 -0.71620534 -1.42485026 -0.87573039 -0.50976844 -0.21047624 0.88534527 -1.88579983] Distance 6.704173776210146 Each least square approximations [ 8.8333545 -1.80738538 2.82170819 -1.27073104 -3.02981516 2.17661257 -4.16043481 -0.20334641 1.65293325 -0.88287427 -3.40122772 0.23462995 0.29135019 -0.66668494 0.75241729 0.76668997 0.68408253 -2.25661925 0.09970455 -0.61013673] Distance 8.079306991422614 Each least square approximations [ 8.91882231 -0.87035725 -2.36062812 -2.47365524 2.49568483 -3.080934 -2.48374716 -1.47799545 0.20877013 3.60567049 1.59372314 -1.43421345 -0.75141901 -2.21362322 1.35805338 1.02092911 0.08936227 1.57591003 -2.34586389 -1.25282629] Distance 7.651814609499071 Each least square approximations [-9.32875225 -5.07253865 -1.99033299 0.5741386 -1.37964524 0.99646734 1.58162908 1.2254241 -2.62983485 0.28714725 -0.31132788 3.32204642 0.68784123 -1.33979473 -0.61039328 2.08814264 -0.91818986 0.04254862 -1.15159968 0.35937544] Distance 7.667856204535027 Each least square approximations [-8.3897947 1.95760638 -0.01394948 -4.1432267 -2.81562789 -0.68406355 0.89862181 1.95192179 1.73338898 2.19375128 -0.34808427 2.48131745 1.2953669 -0.94440477 -0.71989697 -0.89451215 -0.43981025 2.13239406 -0.45684493 -0.86614485] Distance 9.060463936494168 Each least square approximations [-10.10462798 -1.11868235 3.09628749 -1.5540986 -2.0204955 1.10224867 1.37701573 1.96218885 -0.73537238 1.86355247 -0.35311775 0.87857844 1.51916205 -1.68296701 0.20935195 0.84042464 0.32488237 -0.47616966 -0.03154254 -0.85795164] Distance 8.479671411286335 Each least square approximations [ 9.44887869 -2.90321648 3.8041943 -0.75981863 -0.39751507 -0.24114755 2.5949439 2.43373115 -0.27258148 -0.87451501 1.40254009 1.80973033 2.38718218 0.96119043 0.02032145 0.46734852 -2.84035763 -0.5907537 0.59807827 0.03570933] Distance 7.927498357254625 Each least square approximations [ 7.42380094 1.96059705 -0.07463614 -4.72876136 2.69035543 0.3814039 -3.54914686 -0.8594617 1.22935344 -3.79558252 1.52320193 -1.82028772 -0.17060025 1.32232043 -0.3957109 0.84559473 1.14597796 -0.85237164 0.59911899 -2.29123886] Distance 8.73409433334484 Each least square approximations [10.79958656 -0.51706967 -0.82044359 -1.07629789 3.4582435 0.38435133 -1.07372013 1.01393009 -1.05990658 -2.39410174 2.8670294 2.86371152 0.08864548 2.24963154 0.59692768 -0.47295778 -0.81890149 -0.37647956 -0.7253416 0.12970188] Distance 6.846732458241283 Each least square approximations [-9.39531149 -1.15308163 0.15296161 2.60199087 -0.04157581 -2.6187888 0.46222215 1.1894356 2.96790486 3.20449894 1.38066162 -0.48344138 0.60940271 0.62355397 -0.63862184 0.12703673 -1.99608253 0.05757874 0.5068559 0.52128043] Distance 8.852939858822314 Each least square approximations [-1.16165958e+01 6.65203976e+00 -2.37547363e+00 6.19343776e-01 -1.63683735e+00 -1.24758724e+00 1.85737452e-01 -2.37758488e+00 1.51656787e+00 -1.05589753e+00 -6.69540443e-01 -2.56479940e-01 -1.83925047e-01 8.06852387e-03 4.74092172e-01 -9.97354345e-01 4.55870701e-01 -6.65267328e-01 6.78131271e-01 8.89778923e-02] Distance 2.894266662932679 Each least square approximations [ 6.82695883e+00 1.57351129e+00 1.19322369e+00 -2.60452802e+00 -2.68364789e+00 2.57006790e+00 -3.83708514e+00 -1.52992118e+00 -8.57027743e-01 -2.48372304e+00 -3.91389270e+00 -1.72848828e-01 7.20894052e-02 -4.68334543e-03 5.26574614e-01 -2.63769112e-01 1.19461790e+00 2.54518831e-01 1.74282351e+00 -5.31502164e-01] Distance 9.707953014652412 Each least square approximations [ 8.86765676 1.1216067 0.1984723 -3.58553813 5.19707131 -2.40567322 -0.3837813 -1.38554887 -0.02508526 2.85111911 1.40302387 0.05647549 -2.37480205 -0.55314185 1.63800644 0.31913659 1.71092856 1.26789683 0.05670297 -0.95391018] Distance 7.608508845540711 Each least square approximations [-9.19966039 -3.31671652 -2.97459128 -0.92064859 -2.49810009 -0.26738094 2.02884443 1.38833983 -1.16500105 -2.68901577 -1.78287593 2.41435421 0.9634118 -0.80537598 0.75574382 -0.4807044 0.55366334 -1.43981878 -2.90005025 0.050043 ] Distance 7.833820472245735 Each least square approximations [-8.66911668 -1.77866803 0.3364676 -4.61384598 -1.18449253 -1.77445972 0.66285137 1.12219562 1.24990117 0.39089622 -1.41707097 -0.40098783 -0.40362027 0.04218152 0.1063048 1.52290779 -0.15378222 0.6068545 -1.42779285 -0.31638639] Distance 9.743898878245616 Each least square approximations [-10.21070714 -1.75651262 1.54326506 -0.86860235 -0.72846258 1.80020926 1.92638304 1.50263159 2.10769926 1.28040836 1.13117177 2.62316492 1.95691917 -0.60822154 1.61941049 -1.51729405 0.06885993 1.74977356 -0.29871136 0.02892483] Distance 7.94219673983471 Each least square approximations [ 1.09190942e+01 5.57136562e-01 2.83507329e+00 2.62667287e+00 2.16532283e+00 3.37399947e-02 1.37505126e+00 1.33397420e+00 -1.56810075e+00 -1.76090026e+00 2.99012972e+00 1.78159205e-01 6.40427953e-01 1.35312603e+00 -1.67319379e+00 8.99072479e-01 -1.31153965e+00 -4.10048131e-03 6.97118433e-01 1.78534421e-01] Distance 6.6609597963298945 Each least square approximations [ 7.89830317 0.76522402 -1.18483492 -4.82473243 2.25958239 0.37306527 -3.4924859 -1.96231751 1.02090177 -2.12272034 2.17237476 -1.40712411 0.4528069 -0.63570855 0.27372527 2.72398149 0.0762314 -1.91082381 0.44659413 -0.82476886] Distance 8.71721446495698 Each least square approximations [ 9.56929309 1.76634697 -2.08933545 -3.63854985 2.19910391 0.51916937 -3.13063743 -0.38584501 -0.76781112 -1.11589671 0.04248244 4.09515311 0.14973732 -0.03620562 2.07103225 2.08192711 0.99821984 0.62178341 0.86698835 0.45599344] Distance 7.271443946624534 Each least square approximations [-8.47206642 1.21483161 0.80348385 4.09265739 -1.45332331 -1.76665448 1.4482488 1.0999055 3.37676071 3.79402286 -0.89619349 -1.03103114 0.35831345 -1.05710107 -0.11150222 1.12619448 -0.65804907 -1.09522561 1.71249228 1.43344297] Distance 8.592110969409514 Each least square approximations [-6.389236 6.16140778 -5.05409204 2.91899062 -2.66242428 -0.40786955 -1.05959378 2.16037723 -2.70840836 2.08807522 -0.93175747 -0.35169814 0.24329695 -1.02834935 -0.77521745 1.67148517 -0.59533848 1.20846588 -0.11777515 -0.07401166] Distance 8.279978201035684 Each least square approximations [ 9.37127085 -0.71703445 -0.28828889 -0.59761881 -1.72299708 2.99483951 -2.84138385 -0.49514407 1.1241781 -3.05254416 -2.09524095 0.76089508 0.13107989 0.10509714 1.03194678 0.90056994 -0.06527444 -1.23651156 -0.7379796 -0.2174006 ] Distance 9.212708429179353 Each least square approximations [ 8.97255578 0.06174436 -3.30471644 -4.26848982 1.3132434 -0.02702093 1.1323541 -2.99435803 0.55453371 2.11125363 2.76374216 -0.49899484 0.06166107 -1.51956752 -0.02387983 0.5884736 -2.72989997 1.65575027 -1.72033089 0.94752088] Distance 7.9055041609354095 Each least square approximations [-11.4983343 -4.81738812 -0.35491061 -0.7566569 1.49117694 1.27815828 1.29103776 -0.10118716 -3.53272035 1.37815794 0.93107439 1.09190278 -1.58126146 0.92288816 0.91089581 -0.73110975 0.79425947 0.22377992 0.69027304 0.68001263] Distance 5.390648938199725 Each least square approximations [-10.08545525 2.96736439 0.40728883 -1.89733611 -1.40607129 1.43226628 0.65085912 1.74209023 -0.19050556 0.36429265 1.93821388 1.27752655 -0.35352551 -0.70143233 -0.7999071 0.24119342 -0.4311472 -0.38592288 -1.10702192 -0.91195377] Distance 9.080005391892746 Each least square approximations [-10.14865596 -2.35315546 2.68906309 -0.46259076 -3.41300245 0.4495949 1.45785087 -2.14766353 -3.68282753 -0.53070635 -0.61477482 0.49173723 2.83242697 -0.71895689 2.0446085 -0.20204241 0.5126084 -2.06762401 0.30337077 1.5590607 ] Distance 6.680832396875965 Each least square approximations [ 8.37098832 -3.27519073 3.87699836 -0.86496186 2.88023459 -0.47250481 1.45557322 2.52122181 -1.08130993 1.41195598 1.1449975 0.18455092 1.85101822 1.70441204 1.86046295 -0.55401725 -1.11764681 -3.30472658 0.661045 0.51919938] Distance 8.510426070122582 Each least square approximations [ 9.62663856 1.7053791 2.01956224 -2.55986457 0.83835073 -2.50664589 -2.47772737 -0.09905185 1.35980627 -1.95735378 3.54268745 -3.04238463 -0.59316881 -0.03363854 -0.81914341 1.29255594 -0.24635077 -0.5038204 0.94047197 -1.31266893] Distance 7.812469393080934 Each least square approximations [10.66412999 -0.71287298 -1.59829291 -2.79386392 3.23443619 -1.58464297 -0.46367402 -1.1952824 1.395298 -1.04155086 1.11555577 0.65238374 1.54837821 0.20368124 -0.31675274 0.10831368 1.23627715 2.59602277 -0.38691432 1.24202049] Distance 7.554094209611839 Each least square approximations [-10.94629984 0.03503328 1.08215656 1.55254679 -1.58517965 -1.80874819 -0.70526717 -0.0540402 1.86603418 2.37920172 1.15037941 0.01985817 1.90144079 -1.31886877 0.06314813 -2.59966028 -0.81433819 -0.35423415 -1.54910537 -0.673155 ] Distance 7.587599824408838 Each least square approximations [-10.50320628 7.82825371 -1.93932285 2.9859951 -1.25448107 -0.83035327 -2.12163053 -0.74052736 1.35096632 -1.42856187 0.47678094 -0.42802354 -1.29956509 -0.37472834 0.28269998 -0.90932198 0.07618528 -1.27249142 0.20617194 -0.07682089] Distance 3.119062667663804 Each least square approximations [ 7.10550019 0.14711815 1.48122199 -2.77447119 -3.48175675 2.73967145 -4.55813329 -1.0811608 0.30184691 -1.02937237 -4.20761499 0.3718055 0.55275771 0.07508433 0.63214258 -0.45072241 1.03057667 -0.2989713 1.80597904 -0.01961279] Distance 9.149191598971154 Each least square approximations [ 9.01379566 0.96970091 -0.21245962 -3.89163161 3.41200683 -2.17025727 -0.55490078 -2.23029896 -1.34625392 3.48901315 1.24390239 0.73329173 -2.63776214 -1.14652411 1.22690905 0.33505179 1.3561469 1.52534274 -0.543567 -0.0255261 ] Distance 7.782564081366392 Each least square approximations [-9.37077966 -4.31648408 -1.83393728 -0.52015579 -1.91792969 0.4620433 1.66050315 0.69231606 -1.32079493 -2.52279577 -2.13738754 2.02429676 0.97740353 -0.95785814 1.01713592 0.275769 0.41821071 -0.74746375 -3.20970752 -0.75908061] Distance 7.8375280385541926 Each least square approximations [-8.364147 -0.70789842 0.46529312 -5.07717774 -1.70411474 -0.79183782 1.24498621 1.39785882 2.18770959 -0.56851417 0.13765121 0.18461687 -0.75964531 0.82124541 0.08182948 0.9777604 0.7935623 1.02613535 -1.06727925 -0.8951854 ] Distance 9.77314975750732 Each least square approximations [-10.06399741 -1.71366017 2.35010501 -1.58061936 -0.29980465 1.55799501 2.66812994 1.32149822 1.14375415 0.84420038 -0.11116422 2.31499613 2.97755226 -0.82271891 1.71403721 -0.08330795 0.41084221 1.60647341 -0.75547385 0.52144827] Distance 7.9313777729507935 Each least square approximations [11.33117838 -1.0842686 2.04338156 3.13803268 1.68972056 -1.12208088 2.48077693 1.26078275 -1.12792357 -0.76331344 2.47764843 -0.73641686 0.57557236 1.37765363 -1.66418793 0.21616935 -1.31713993 0.28890133 -0.01194082 0.35868899] Distance 6.246839128773582 Each least square approximations [ 7.57799479 1.26512389 -0.19567821 -3.99806477 2.23760013 0.26280654 -3.12912808 -2.30868496 0.5172715 -2.01481043 2.6532534 -2.63008276 0.37502467 1.17027355 -0.57472963 2.83599178 1.02987746 -1.12382034 -0.46923262 -0.88946732] Distance 9.124378284942285 Each least square approximations [ 9.46145555 1.40315662 -1.38036959 -3.22307661 3.36282769 1.09646587 -3.46178141 0.71873038 0.03337869 -1.31103059 0.72765241 3.13932596 -0.82754501 0.41887689 2.40953491 2.08000706 -0.08513597 0.61890389 0.52829859 1.4953642 ] Distance 7.430182899012226 Each least square approximations [-8.0860453 0.37843009 0.52134297 3.83434025 -1.20472889 -2.4691546 0.52911078 0.61667896 2.25596367 4.66901963 -1.2917754 -0.15758232 -0.4527306 -1.6285624 -1.18470206 1.47216542 -2.25422883 -0.22563749 0.65624948 1.55698751] Distance 8.848494676497758 Each least square approximations [-6.19782303 1.54650347 -5.83625818 2.3850977 -1.78854109 0.19684751 -0.97033222 1.8997809 -0.64605921 3.29335585 -2.47695595 -0.1354428 1.06012851 1.72209492 -1.97561706 2.88241167 -1.10091331 0.87570707 -1.85325913 -1.19959241] Distance 9.033506939629186 Each least square approximations [ 8.46754732 -0.81820731 -0.00964455 -1.54316149 -0.18813374 0.69653799 -3.29618933 -2.75689964 -1.98101617 0.03186064 -3.41891558 0.02525147 0.20535717 0.71089334 0.59799693 2.24235494 -0.90949266 1.26105018 -1.65811096 0.69621692] Distance 9.46479828823831 Each least square approximations [10.17923931 3.48417549 -5.53854717 -0.22038474 -0.16372291 -0.87581933 -0.39324667 0.08906039 2.61084588 -0.91707838 3.42513718 -0.39622587 0.29954068 1.09093362 0.52616727 1.9633833 -2.52442177 -0.79258142 0.10611692 0.18250559] Distance 5.5747968284887905 Each least square approximations [-10.38899511 -2.20074346 -0.61738976 -0.21106844 0.59660206 -0.7172979 1.26474226 1.31204005 0.67708562 1.1453455 3.50759593 -2.42653157 -1.90692299 0.07539844 1.0892329 1.58159571 -3.24467627 0.1156126 -1.29870082 1.32312365] Distance 7.201160088236239 Each least square approximations [-7.24878762 4.91324427 1.16611873 -1.29835315 0.19564378 0.77973601 -1.8710165 -1.64025255 0.48573787 2.76591803 1.28755351 1.87859402 -0.27101461 -0.16268431 -1.36355653 0.75943859 1.33866973 0.33201006 -1.55302051 -0.53398455] Distance 10.185391384405955 Each least square approximations [-8.95408104e+00 -1.12600453e+00 1.39768426e+00 -7.43623082e-02 -2.55715763e+00 6.60079086e-01 -3.70135824e+00 -8.00572648e-01 -1.93880472e+00 -2.74655033e+00 4.95059761e-01 6.76476098e-01 3.27311516e+00 -8.38616203e-01 -1.21983276e+00 -3.13410434e-01 -1.93675855e-04 9.88643406e-01 1.09135508e-01 -2.53919398e-01] Distance 8.929636083397977 Each least square approximations [ 7.63697296 -1.34305595 3.92538582 -2.94744716 0.53017281 2.99477544 1.01371614 0.92044501 0.94162155 -0.517676 -1.14938874 1.12022046 0.79279452 -1.41115661 -1.0666891 -0.15261026 1.74073863 -2.76200925 0.53497781 1.33444774] Distance 9.743362655972454 Each least square approximations [ 8.07302095 3.61131253 2.39556893 -0.16976656 1.93235708 -2.64958332 -1.33302596 2.51808097 1.39762352 -2.4571507 3.10593287 -1.35892358 -2.06867816 0.86967729 -0.50615025 0.19657595 -0.7841131 0.28916313 1.10904807 -0.46230477] Distance 8.98367542891014 Each least square approximations [10.69159132 -1.28865409 0.10352725 -0.89555454 0.24350351 -1.63650145 1.020981 -1.48108482 0.13728119 -1.89194035 2.45472485 -3.43949446 -0.40985386 -1.44654636 -0.6439318 -0.7421482 1.6407156 -1.25039946 -0.83383843 0.16435883] Distance 7.622581460177845 Each least square approximations [-8.42125884 -3.07458351 2.75704654 -0.3473353 -1.56157152 0.37151246 -0.77955359 -2.48682235 2.1279449 1.02306764 -1.22873189 0.6460942 1.18467429 0.13679193 1.16635631 -1.92993188 0.6059711 -0.85364058 -2.18303758 1.05859694] Distance 9.595096783487822 Each least square approximations [-5.93547839 -0.80306262 -6.86915614 2.30853589 0.19391063 -0.80427111 -0.88799614 2.55069798 1.17029569 -0.55200535 -0.6591072 1.78802169 -1.17491038 0.37080521 -1.25902113 3.19776995 -1.24034209 1.11258225 -0.87092889 -1.58440753] Distance 8.154858144397629 Each least square approximations [ 6.4582974 3.28594283 0.62910483 -1.50113915 -0.38807193 3.1079914 -2.35222239 -1.5925529 -2.57231372 -0.05032989 -1.34832308 -0.58214914 0.99549316 -1.55297459 0.621481 -0.25244708 -0.24175627 0.21582753 -0.31557862 -0.27781938] Distance 10.079860257263482 Each least square approximations [ 6.14398205 0.62464777 -4.45594286 -4.64518275 0.87428388 -1.26548721 -0.33431667 -1.11255062 1.10667124 -1.4292636 -0.56964947 -0.08701196 -1.53758217 0.70025896 0.76730768 -1.04992579 -0.73635065 -1.75798941 1.52051843 0.47621011] Distance 9.483985080615172 Each least square approximations [-8.02848862 0.23826606 -1.31857848 3.59343875 3.03952961 0.72247466 2.94578854 -0.03050034 0.89927539 -1.18996182 1.72569076 -0.54462173 1.03423511 -2.32123061 -1.6883057 0.50295858 -0.61434935 -0.01198746 -0.31168051 -0.06882548] Distance 8.625883063326238 Each least square approximations [-6.51713771 1.86999928 0.50354378 -0.56014859 -3.37927039 1.68813808 -3.36043075 -1.28741879 0.77806969 0.13704654 -0.33475417 -0.51230403 1.29337527 1.63312641 0.26965298 0.50497804 -1.08735377 -0.85912716 -0.74949713 -0.58770949] Distance 10.261552387559329 Each least square approximations [-7.95630097 0.50568362 -0.4806702 -2.04913133 -3.73890132 3.58165441 -3.21139406 -0.04194682 -0.02822471 -0.3554 -2.84864119 0.53694537 -0.51813066 0.85496826 -1.03796748 -0.391703 1.47334356 0.82141172 -0.58796961 1.39099132] Distance 8.157977325916182 Each least square approximations [ 6.21483852 0.36673564 2.070246 -4.67280607 3.17005376 1.62065111 1.72123177 -0.24043306 -0.44458234 2.02389203 1.477484 0.47247805 -0.61445351 -0.38918881 -1.96274645 -0.171038 0.79461491 0.17600156 -0.73215512 -0.3411323 ] Distance 9.72360540472128 Each least square approximations [ 7.33998079 -0.03199835 3.49273195 -2.15492858 1.22343761 0.74519721 1.11215323 1.52761356 -1.46039314 0.31962708 2.3977179 -1.00073628 1.31881435 -0.06342341 0.28672538 1.18725722 1.50603972 -0.57273254 1.60560733 0.70446014] Distance 9.660078513903398 Each least square approximations [ 6.19975174 -0.88432519 0.74498723 -4.72772019 -0.09988943 -3.69442894 -0.13457648 -0.17653976 1.36761038 -0.11808473 1.1104813 -2.14714413 -1.40460789 -0.09108913 1.68837263 -0.10334549 -0.25866241 0.13541375 -0.75197094 -0.23318001] Distance 9.921756886795357 Each least square approximations [-6.58351752 -0.8469764 4.58641662 -0.26395693 0.25480218 -0.30943598 -3.03515744 1.4017778 0.11412366 2.07002137 -2.69918917 0.0692804 0.32551091 0.67361936 -0.15718774 -1.21891519 0.28772308 -0.99471722 -0.3407801 -1.61338293] Distance 9.67455922459614 Each least square approximations [-4.61454823 3.08045266 -8.52540932 1.80016404 -1.10807996 -2.38232077 1.93254312 1.15625833 -1.47296951 1.01625809 -0.57039652 1.68407666 -1.64894561 0.55306599 1.41835381 1.98768884 -0.97546461 0.59957554 -1.66909081 -2.06683147] Distance 8.719587608688904 Each least square approximations [10.32296604 3.2008983 -2.16907451 -1.05129811 0.25293181 4.46674985 -1.48554944 0.23044239 -0.84148419 -1.12807462 0.97504816 0.06670232 2.13792111 0.59856142 0.24735307 0.62433842 1.61876349 1.6582065 -1.77365532 1.42779139] Distance 7.393723941969834 Each least square approximations [ 9.31791830e+00 -5.82065027e-03 -4.40843246e+00 -4.12765812e+00 2.34493682e+00 3.51509608e+00 -1.50350775e+00 -8.61734796e-01 -5.95856329e-01 -2.52888201e+00 1.28789533e-01 2.01405654e+00 7.19714470e-01 1.62643999e-01 -2.25444423e-01 -1.01615555e+00 -1.61345568e+00 -2.51291903e+00 1.10286344e-01 1.85480310e+00] Distance 7.032629392252673 Each least square approximations [-9.83015145 -1.61865617 -4.13406977 0.33784733 4.77141117 -2.30476917 0.76238133 -2.24875618 2.9146347 0.35485356 1.8441492 0.97819633 -1.5254108 -0.62984906 0.36226961 -0.66369908 -0.57787241 0.69241835 -0.73593863 -1.10935058] Distance 7.028506685294772 Each least square approximations [-10.75606903 3.27791549 -1.43250457 -0.53224583 -1.38121148 -0.54729956 -3.0495977 -2.82386747 2.56461016 0.68884477 0.54953233 -1.4913981 1.0662863 1.0414476 0.64981421 1.89234757 0.95735037 -1.27300947 -0.46983254 0.21886953] Distance 7.181191701675121 Each least square approximations [-8.44826859 -3.19643553 3.95378133 -2.29178264 -3.96648373 1.71059474 -3.75529301 -1.92091342 -0.31694416 0.07765095 -0.01657753 0.33028945 1.31286081 0.40450196 0.7715672 -0.02903838 -0.2728354 -0.51980541 0.43325152 -0.03771399] Distance 8.733461000343494 Each least square approximations [ 7.82279478 -2.60666331 4.71327434 -3.38748939 5.09479703 1.72621339 -3.03520573 -0.99881768 0.90918938 2.45721654 0.13615218 -0.36151533 0.01414029 1.67069522 -0.07018175 -0.54509272 1.67017126 -1.35308189 1.21165263 1.06913105] Distance 7.76313587331681 Each least square approximations [12.82697599 3.08141418 3.89186744 0.67465625 -0.70781914 0.33821861 0.52945919 0.46854701 -1.73867457 1.42152849 -0.33215125 1.76141069 -0.84832047 -0.98280046 -1.96134386 0.69858943 0.30735647 0.65680794 0.09137169 -1.44940218] Distance 3.282860087884428 Each least square approximations [ 9.94900829 -2.66070179 1.9961981 -4.03225519 -2.34945859 -1.77577524 1.8330112 0.40234023 1.21299289 2.7149644 0.17372148 -2.52411705 -0.32791128 -1.22893541 3.73127584 2.35232807 -0.41427224 0.21438256 -0.83890368 2.0646435 ] Distance 6.1991992482170915 Each least square approximations [-11.80660221 -2.39387363 4.53106115 -0.89661156 0.10620378 2.09305198 -1.00022295 -0.26899306 -0.92154613 0.72857175 -2.21502475 -0.35983503 -2.3452386 -0.47261428 -0.3602636 -0.33369561 -0.43699564 0.52298321 0.49373412 -1.3549356 ] Distance 5.619804660578394 Each least square approximations [-5.8498737 3.59932714 -7.93370139 4.15840592 1.54888393 -3.67421009 2.71166129 2.86656208 -1.42893799 0.53795938 0.22534282 0.11112069 0.57291058 -0.70808596 0.5652371 0.04928261 -1.70391303 0.84212241 0.96825903 0.71522974] Distance 8.355327691574635 Each least square approximations [ 1.49334919e+01 3.46246407e+00 -2.90652720e-01 -4.60873044e-01 -3.05948432e-02 -1.09537940e-02 -8.19151934e-01 2.25894907e-01 -1.69334325e-01 -1.60537270e-01 2.93950158e-01 6.23025455e-01 -1.07636107e-01 1.26842453e-01 -1.39700008e-01 -5.17556936e-03 -2.08442985e-01 -1.12612697e-01 6.05564376e-02 -1.84545106e-01] Distance 0.7825440319166798 Each least square approximations [ 1.11629939e+01 -4.03165346e+00 -4.83080346e+00 -3.09247085e+00 1.21465695e+00 -5.11013304e-01 -1.82472885e+00 -3.51473536e-01 6.45941777e-01 -8.55837222e-02 -5.13501071e-02 1.85888232e+00 1.32777106e+00 2.78847728e-01 1.96014328e+00 -3.95669789e-01 -7.42774085e-01 1.07248494e-01 3.34632037e-04 3.49053504e-01] Distance 6.923635790239787 Each least square approximations [-9.41511699 -4.25720985 -6.56661587 0.4623244 2.64996433 1.81093951 1.38226428 0.25234741 0.24105745 -0.67628738 0.93855342 0.54035507 -0.75324327 -2.21637786 -0.43499214 -0.33341772 -2.50352631 0.4928969 0.77499361 -1.37365381] Distance 7.645594577933619 Each least square approximations [-11.43742683 5.22400122 3.01173291 -1.83218756 -4.57245045 -1.16802629 -1.10517557 -1.28377361 2.76984276 1.02768896 -0.31428424 -0.87909225 0.60505678 -1.47553698 0.85347005 0.73114711 -0.73756446 0.77833608 -2.51667067 0.72691444] Distance 4.495436274215727 Each least square approximations [-9.94144816 -2.25148724 6.88389908 -1.14340681 -2.61138726 1.68958374 -2.64034483 -1.58757303 0.13106715 -0.57636126 -1.38419493 -0.73630378 0.74666618 1.43996813 0.47306791 0.07393713 -0.39158718 0.45132442 -0.09539617 -0.34482927] Distance 7.706138405444084 Each least square approximations [10.57590114 -2.92086363 4.41392416 -4.16239544 3.10033867 1.06247215 -1.73346707 0.42243507 1.19777905 2.98671295 -1.4467689 0.33860342 -0.01685821 -1.05418729 1.39637838 1.38110281 0.07099891 -0.87383681 -0.40977478 1.01363742] Distance 6.833062059707734 Each least square approximations [10.92590767 3.61409583 3.89996894 -2.68261294 4.4946141 0.7887707 0.7259297 -0.24838655 -0.64102597 -2.23541477 0.93910679 -1.3065231 -0.65315799 -1.15768116 -2.14622751 -1.856952 -0.12711344 -1.07256159 -0.12013762 -0.92042624] Distance 6.418573785832946 Each least square approximations [10.51481328 -5.18036439 2.17217723 -5.30622506 -0.01352604 -0.78848509 -2.1437655 0.51147468 0.57921321 1.63132615 3.19988609 -0.03333771 -0.28607495 0.8823298 0.27707748 0.91737382 -0.45453627 0.14651907 -1.30643969 1.28954219] Distance 6.552528903631098 Each least square approximations [-11.22230372 -4.26935537 3.78400395 2.51863844 -2.67721662 0.57932695 -2.41511014 1.11112501 0.38124542 2.49165773 0.40366687 -0.91607753 -1.13289133 2.04338776 0.18262581 0.06872286 -1.87007655 -0.01553437 -2.06320988 0.75598926] Distance 6.059827231086448 Each least square approximations [-5.9516532 3.6077527 -8.09379121 4.14140536 1.50895575 -3.53307914 2.89356825 2.92710196 -1.52071508 0.46084679 0.08402115 0.29220263 0.55248655 -0.60125473 0.51906793 0.25891796 -1.62723334 0.96324254 1.11370262 0.85345576] Distance 7.915650821109391 Each least square approximations [ 1.47810237e+01 3.55089271e+00 7.24624843e-01 -9.42323738e-02 3.67703369e-02 8.80786334e-01 8.04232966e-02 -3.48516400e-01 5.73302336e-01 1.10764329e-01 -6.64230239e-01 -3.24683718e-01 1.44048396e-01 -3.38743740e-01 1.66632091e-02 1.62393889e-02 8.52282335e-03 -6.79540083e-02 2.77093769e-01 2.24711121e-02] Distance 0.994729132284132 Each least square approximations [11.10110054 -4.02853503 -4.90222025 -3.29679416 1.68669852 -0.68079457 -1.52363013 -0.50216434 0.64598703 -0.38496135 -0.14248308 1.6116516 1.00041771 -0.11700711 1.82874433 -0.3580493 -0.5461564 0.15951447 -0.07033526 0.071023 ] Distance 6.809657199221262 Each least square approximations [-9.47122734 -4.18070748 -6.65178232 0.64446937 2.69641632 1.80368772 1.41870199 0.16470486 0.11498 -0.86744522 0.9722357 0.66472351 -0.62850185 -2.17278056 -0.61694027 -0.38203819 -2.42997523 0.63034961 0.64515767 -1.23945462] Distance 7.35960973050693 Each least square approximations [-11.45233605 4.901845 2.86027644 -2.06725244 -4.61803052 -0.86543544 -1.24110116 -1.54385438 2.82439066 1.00885109 -0.64449479 -0.91622968 0.66862153 -1.46451204 0.84460612 0.45870644 -1.08901961 0.95413074 -2.15867442 0.66819349] Distance 4.4738877978796845 Each least square approximations [-10.00727556 -2.17929024 6.80563144 -1.28147219 -2.76509895 1.71029325 -2.60195177 -1.73367587 0.29001375 -0.5075476 -1.45353263 -0.78867164 0.66185825 1.41207399 0.54908085 0.08514128 -0.46347814 0.59548689 -0.07325038 -0.32788201] Distance 7.410922067423834 Each least square approximations [10.6608912 -3.10414224 4.25257905 -4.43037748 3.13401336 1.1042497 -1.70328141 0.58353118 1.33156498 2.9160505 -1.33703989 0.75553165 -0.10573266 -0.92013705 1.4452675 1.38430844 -0.07738697 -0.53921157 -0.42534452 0.91519145] Distance 6.365724550126769 Each least square approximations [10.90124861 3.3655446 4.01988406 -3.25487818 4.27043785 0.93391043 0.83604916 -0.33308356 -0.46487479 -2.10732247 1.22799686 -1.07557829 -0.76552017 -1.07938607 -1.43232779 -1.86985592 -0.12438723 -0.8515114 -0.19574053 -0.72091036] Distance 6.470369575104164 Each least square approximations [10.50625635 -5.21042445 2.11299543 -5.53305108 -0.02444736 -0.96853544 -2.07439539 0.50562979 0.54288449 1.5035495 3.13769571 -0.11657684 -0.09277055 0.71191227 0.57699087 0.97923273 -0.47832808 0.17673573 -1.157052 1.09455419] Distance 6.284632758379497 Each least square approximations [-11.16764175 -3.73367664 4.02936077 2.74397888 -2.14109063 0.68495012 -2.45359091 1.0905868 0.39744151 2.55539427 0.27525286 -0.82952223 -0.74182088 2.04911118 0.07812446 -0.14797616 -1.678081 0.14576917 -2.05701657 1.16122317] Distance 6.268250427942533 Each least square approximations [-5.733101 3.35229659 -8.71151294 2.55591413 -1.12618195 -3.25108552 1.85506038 0.65533074 -1.9062717 1.06862049 -0.36182068 1.44547459 -1.83984795 0.76423971 1.00342635 2.47017 -1.54696612 0.70593078 -1.10127259 -1.84853535] Distance 7.332304216674193 Each least square approximations [10.14775822 3.53784321 -1.30471828 -1.38443904 -0.5610662 6.18988293 -1.80064442 -1.35202145 0.59364273 -1.80537156 0.59152416 -1.23987973 1.98342248 -0.58625307 -0.10961326 0.64553394 0.53747885 1.46094134 -0.77470432 0.94951265] Distance 6.682329958509438 Each least square approximations [10.12663388 -0.56044967 -3.4083418 -4.61387783 3.5831492 2.60414223 -1.46366356 -1.61625558 0.0415915 -2.40210235 -0.36395056 1.12154234 -0.34640045 -0.18515936 -0.02532448 -1.22225221 -2.47280475 -1.11520457 -0.3218216 1.76485469] Distance 6.485801434010654 Each least square approximations [-10.22141975 -2.14949783 -5.23782511 0.17378675 4.18832497 -1.82438378 1.72107656 -1.07697395 1.72844374 0.35619968 2.34972574 1.44494978 -1.43579757 -0.73731826 -0.31117343 -1.06759868 -0.94111321 0.35951022 -0.47518109 0.14442344] Distance 6.6493509139250175 Each least square approximations [-11.83754514 1.61221996 -2.02317991 -1.89098137 -1.48797687 0.68015597 -2.51035544 -4.18864523 2.07467368 0.16726832 -0.82015118 -1.00282836 0.69867283 0.62741816 0.90724822 0.44054722 0.59611314 -1.22775563 -0.56508178 -0.14236329] Distance 5.87919378035006 Each least square approximations [-9.38952609 -3.60461567 4.27146247 -2.43114658 -4.41111159 1.92171425 -3.49447903 -2.13282142 0.04040555 0.82295208 0.30982006 -0.39610492 1.41887148 0.41887441 0.85348481 -0.14261163 -0.60753308 -0.67859769 0.16047202 0.24481499] Distance 7.182471767427758 Each least square approximations [ 8.66992934 -2.32991065 4.98280519 -4.03262812 5.78772511 1.39319542 -2.2563737 -0.24098339 1.13128208 1.84738439 1.30873357 -0.43949258 0.81138965 1.2650472 0.36941528 -0.27666023 1.2982701 0.07170482 0.9496307 -0.11023056] Distance 6.9026358888283506 Each least square approximations [13.193383 2.26192922 3.24981956 -2.81234127 -0.98470945 1.03271485 1.30963542 0.57574638 1.02839613 1.10458792 0.14746555 0.70007723 -1.33301261 1.60807108 -0.97044552 0.86669963 -0.29522263 0.36073184 -0.72075054 -1.02327235] Distance 3.0383677166414436 Each least square approximations [10.3295876 -3.00919932 0.84756727 -4.74615041 -2.21639192 -2.20419391 1.82949289 0.73892222 0.57270236 1.88962902 0.37120249 -1.84602962 0.50307395 0.1070439 1.54061739 3.25891656 0.2048776 1.22395987 -0.50698918 1.43719836] Distance 6.66081783075177 Each least square approximations [-12.33142366 -0.14052301 5.51760489 0.41979727 2.29408709 2.04932832 -0.29056547 0.20926227 -1.6232283 1.39515931 -1.61037732 0.05369406 0.09742591 -0.14917357 -0.89236097 -0.31744655 -1.0777617 0.93754468 -0.59202752 -0.07381687] Distance 4.335697947523897 Each least square approximations [-12.50549816 -3.37258795 3.39448604 -0.87625446 -1.38379055 0.62116183 1.5938209 -0.01482121 -0.2231457 0.10571632 0.64602257 -0.02943618 0.97274983 -0.99400972 1.79044478 -0.80987658 1.28647434 -0.24926779 0.17148887 0.03878998] Distance 3.506787769991742 Each least square approximations [ 2.16397029 0.57381324 1.02228039 -0.79988616 -1.84687229 0.82179113 -1.2984272 -1.18105035 -2.76167799 -2.48333669 -3.11760093 -0.48769676 -0.10783306 -0.82433293 0.72244686 -0.55706902 0.94807292 0.80171641 2.02376692 -0.72955169] Distance 12.645399434506697 Each least square approximations [ 3.75761153 2.04173871 2.40056096 -1.04537696 5.15202645 -4.65420853 0.20738218 -0.40283793 2.66911302 2.81346031 3.76764176 1.14287496 -1.14476026 1.34798839 1.24185379 0.03404821 2.73723905 0.16705877 2.89678186 -0.29310804] Distance 8.969412463479305 Each least square approximations [-5.05314023 0.04529544 -1.4801284 -0.47542428 -5.51159273 -1.89609314 3.00430747 0.22417583 -0.35637841 -1.7016729 -1.61985493 0.13171698 2.17312525 -0.79702586 0.85682913 -0.8039857 -0.71683139 -0.8465132 0.6918756 -0.16677438] Distance 10.957776977154035 Each least square approximations [-3.48012701 -3.0816183 2.40841653 -0.30954128 -0.59314905 -4.11727464 -0.86938046 1.88456019 -2.03520828 -2.39481355 -1.96014175 0.2391256 2.25881539 -1.73429402 0.36319679 1.57343159 0.34229096 1.52911247 -0.54491868 -0.09785831] Distance 11.350901251630534 Each least square approximations [-6.58735709 2.05648649 -1.73574072 2.89751571 -0.7076314 3.2924434 1.19349175 3.99657147 3.48896161 -1.40628405 2.93673424 0.74592445 1.17297157 -0.93549379 0.56579344 -2.17182706 0.0716979 1.03922579 -0.74230228 1.42384408] Distance 9.119353833843862 Each least square approximations [ 6.23555204e+00 5.54893493e+00 -1.55471641e+00 -9.93627604e-02 -6.84161082e-01 1.30899434e-03 -8.71145785e-01 2.58224482e+00 -2.48657860e+00 -1.27398987e+00 2.11519474e+00 2.24862270e+00 -2.24993822e-02 4.22496971e-01 -1.90428325e+00 6.18002557e-01 4.86272800e-01 7.36254131e-01 3.20061951e-01 5.19085816e-01] Distance 10.126460160677972 Each least square approximations [ 3.33554972 -1.0193192 -4.169425 -4.11786178 2.16453632 -0.70729858 -4.71414114 0.19246905 -0.71058655 -0.1050347 1.76707239 -0.4321551 0.98276687 -2.64348247 -0.90017463 3.02624075 2.68712801 -1.71397632 -0.65471564 1.39657624] Distance 9.847722603761577 Each least square approximations [ 4.19631424 3.02545387 -3.16301383 -1.44953906 1.0757889 -0.51483206 -3.17708038 -4.14727176 1.29930851 -1.59481567 0.29475518 2.06739519 1.33991233 0.11814001 1.01708282 1.10342342 0.67606428 -1.04821451 0.11810787 -1.26107254] Distance 11.03701650007082 Each least square approximations [-3.58227863 1.86481864 0.66719675 0.93806242 -2.7361621 -3.40304967 1.46007602 -0.51733126 1.53408134 1.63504478 0.73995951 -3.82991373 0.97772114 -2.06685778 -0.06201768 0.57065867 2.70046047 -1.92256232 1.72821007 1.17091118] Distance 11.178799387418419 Each least square approximations [-5.29540689 0.73554296 1.24111037 1.30039426 -2.05217837 -3.326252 -2.74752254 -4.11369016 -2.27679899 2.59882389 -1.30954436 1.14021128 -0.42188245 3.0943669 0.40324055 2.70195819 -1.90998792 2.04480784 1.28944843 2.04306813] Distance 9.114736841319832 Each least square approximations [ 2.57892192 -1.02441239 -1.49594459 -1.99047984 -0.75736641 1.36034903 -0.92655354 0.28502654 0.17578852 -0.1178918 -1.99092338 -0.89356958 -0.76669046 -0.11780403 0.16800756 -0.22356164 -0.53297714 3.0820627 -0.17472734 -0.49371329] Distance 12.948572324769184 Each least square approximations [ 8.85827425 3.71236604 7.22887977 2.25701818 0.78817944 1.32545895 1.47544979 -1.31593665 0.75835917 -0.90648614 -0.21913001 -2.22923432 0.32510403 2.1401807 0.37645568 0.36712738 0.0804809 -0.92705848 -0.3600142 -1.55124873] Distance 5.459571051436451 Each least square approximations [-3.78870775 -1.22456952 -1.10916732 -3.71974491 -3.67084837 0.56948256 2.47298368 1.08980758 1.8847965 0.06431922 -0.94741999 0.2390785 -4.00541639 -1.95399314 -1.26792424 -0.58439869 -0.12582965 -0.61576208 -1.60217096 2.59035669] Distance 10.604559530012414 Each least square approximations [-4.18761138 -1.15102575 0.74225759 0.37242995 2.29584066 -3.08179377 -0.98067153 -2.7157007 0.9721097 0.34535244 1.25730883 2.0270467 -0.56234193 2.93153516 1.64906493 1.32527663 0.2372558 3.2593354 1.27907041 2.07554602] Distance 11.00249402315975 Each least square approximations [-3.43650599 -1.01671893 -0.16489342 2.86113134 -1.47967391 0.1055299 -2.98970856 0.37895282 0.79381692 0.35579156 1.28938511 2.3549128 2.59925453 -0.89263728 -0.71076027 -0.31720661 0.83335674 -0.20699257 1.32125476 -1.20163554] Distance 12.168988972155974 Each least square approximations [ 4.66795113 3.35856295 2.14177298 -1.17287379 -1.47956467 -1.98691714 -2.63250258 -0.19552742 -0.39422986 -2.67468641 -2.24750113 -1.87845078 1.39817441 0.4266433 0.94167443 -0.89955812 1.45751882 -0.42829625 0.06883297 -0.95737205] Distance 11.197543288347758 Each least square approximations [ 5.45021873 1.09223315 -4.29791208 1.6507707 1.10934357 0.69245374 -1.85877864 1.67603573 2.63037826 -0.55649622 1.44475799 -1.76309349 0.55066099 0.05204914 3.38072001 -1.1641296 -0.86884595 1.47269764 -0.56355851 -0.01359669] Distance 10.566379711609759 Each least square approximations [ 4.80620306 1.85997108 -0.14923793 -0.78770961 -1.74398152 4.17390317 -0.1025402 -1.36942808 1.65694655 -1.45510459 -0.10933232 0.48661801 0.72096175 -1.66387403 -1.62301013 1.18851218 1.81311835 0.21554596 -1.23621323 1.00179012] Distance 11.515689733710307 Each least square approximations [-4.58531961 0.34858352 -0.75510551 -1.88085096 -2.13438257 -1.31097722 4.29885786 1.65295676 0.06861953 0.05473096 -1.50896178 0.24925056 3.16005639 -0.54437219 0.11348251 2.81095364 0.49856532 -0.27290476 0.01789884 1.1935929 ] Distance 11.200059430914294 Each least square approximations [-5.95033627 4.63397063 -0.41324085 2.98169059 -5.29232309 -0.04325072 -1.65071371 1.14020204 -4.28147528 3.00144476 -2.7547174 -1.50944064 1.06658627 1.31164847 -0.2716195 1.14043629 0.21371066 1.71768363 0.33250636 -1.63605575] Distance 8.011048465880926 Each least square approximations [ 6.00781513 -4.77638816 -0.81699486 -1.34938603 -1.91681514 0.81448748 -2.89838379 -0.8129621 2.60872224 -1.5264946 -2.42418407 0.57683829 -0.52775031 0.23602815 0.28613514 -0.04943192 0.79953858 0.32427195 -1.84037049 0.14543065] Distance 10.708168400844537 Each least square approximations [ 7.94300133 3.72372428 -0.51057932 -0.19537526 0.60485328 0.22818341 -1.26429092 -0.27113161 2.12367483 1.80067303 5.34063335 -2.36977616 0.51867689 -2.23705865 0.29550059 2.05793273 -1.18105451 -0.50899942 -0.60378126 -0.75037231] Distance 8.715615150517628 Each least square approximations [-8.89090031 -4.68997729 2.79220018 -5.08778671 -1.75921137 -0.5179355 -0.1591685 -0.54024968 -0.25644742 1.17966296 2.12196178 2.75287376 -0.11596295 -0.74037209 -0.60366662 2.55549096 -0.61158241 0.18673773 -0.88056167 1.81791897] Distance 6.744317497555867 Each least square approximations [-7.36317985 1.23377224 -2.32833807 -0.03899957 0.05344494 -1.72272887 1.75292495 0.73696611 0.5660287 2.86359982 2.85803914 5.00745951 -0.0651073 0.28416666 -2.92823904 -0.92563962 1.22940011 1.39199459 -0.45663733 -0.73130343] Distance 9.282020971165359 Each least square approximations [-8.07578817 -3.64369058 0.68639832 3.26557348 -1.55227346 -1.31736293 -0.22200227 2.92564677 -2.59813494 -0.89259398 0.71072467 0.97213715 2.14110076 -3.78028637 -0.25239869 1.43824216 -0.5021136 -2.01007812 0.10724518 -1.15314438] Distance 8.447152211079114 Each least square approximations [ 6.32451639 -3.27876333 3.69957952 0.87571983 -1.75104989 -1.47741372 0.30666639 2.22342299 -0.12109465 -1.54105496 0.17859483 1.27445423 3.29028627 1.52972801 0.23683207 -1.20398108 -0.21989152 -3.73986883 0.0556343 -0.08275039] Distance 10.056028453329668 Each least square approximations [ 7.42721722 2.20794178 -3.65088905 0.27145065 -0.15173386 -1.25825324 -3.98573041 1.70179477 0.70796808 -2.16250817 3.0740738 -1.68111835 -1.16263959 1.95711877 0.63534157 -0.07174225 0.64156688 -0.7127012 0.95313257 -2.80887519] Distance 9.098577977425865 Each least square approximations [11.49866633 3.31306539 -0.65830504 4.35172762 0.88791197 1.70603057 2.12267414 -0.79358991 0.59254582 -2.21627088 2.41248126 0.66963543 -0.33551991 -0.02138484 0.44815006 0.04433448 1.37777336 2.14849538 -1.19965739 0.3567611 ] Distance 4.248177769175142 Each least square approximations [-9.23828834 0.56723081 -3.3098071 -2.83576941 -0.8190342 -1.46533388 1.5023236 -2.19149269 2.39213982 0.32043944 -1.31240456 -0.74279716 1.34218583 -1.58605998 0.13789685 -1.06799463 -1.39491442 -0.35406314 -0.8379446 0.57249805] Distance 8.840670885762124 Each least square approximations [-4.49558692 3.22168722 -1.07476624 -0.4768643 -5.58145411 3.7576822 -1.40816535 2.1109903 -1.52482339 2.51322237 -1.1171969 -0.09538324 -0.85115112 -0.17097687 -2.10960491 1.33021588 0.57214577 0.50600811 -1.65345166 -1.96159093] Distance 9.602083198910565 Each least square approximations [ 2.73259307 -1.87145393 -0.82090352 -0.39747003 -1.1135368 -0.3731691 -1.63786665 -0.70719136 1.12534137 -1.50649005 -1.76168232 0.35813841 -0.19775667 1.09238586 -0.09376122 0.04592965 2.11060816 -0.76830257 -2.49159186 0.82071755] Distance 12.79142903288155 Each least square approximations [ 3.81074462 3.77913348 -1.71693851 -1.44621284 0.76722929 1.32472548 0.4413704 0.96814145 1.91049376 0.70667719 5.40618074 -3.44483115 0.5904887 -1.62201094 1.08061629 -0.86153272 -2.17873224 -1.15530867 -0.92321483 1.70066071] Distance 10.131336721803057 Each least square approximations [-6.81905432 -0.12537709 3.45743721 -4.70642819 0.40242213 -3.73206074 -1.60057246 -1.64432485 -1.71513166 -0.48934241 3.00429233 1.49798945 2.57843893 -0.95213686 1.10955735 3.11773427 1.14015514 0.79356086 -1.44541014 1.60224091] Distance 7.771922172523326 Each least square approximations [-5.07569688 -1.92354927 -1.58236072 1.99050411 0.05377396 -0.90976557 1.55750276 -0.96353202 0.87398862 2.55825833 4.53869636 2.79855632 -2.35960709 0.50557512 -2.87178946 -1.21842003 0.03276221 -0.17932593 -0.19221136 -1.01419975] Distance 10.364066875576151 Each least square approximations [-6.24718747 -3.71661549 -2.84075874 1.20591678 -0.2680467 -0.83132428 -0.80232973 1.63581281 -1.19673333 -4.50770219 1.60517319 1.62782199 1.15471204 -3.88977377 1.79159081 1.4714687 -2.63592378 -0.80486243 0.01108093 0.6917309 ] Distance 8.751170548155267 Each least square approximations [ 4.25715337 -3.42112127 0.94622975 2.61925261 -0.82654561 1.36278105 0.77218657 0.05682287 -2.59540695 -2.00944249 0.57579806 2.21058639 2.59578986 2.23141157 -0.26130472 -1.0237998 1.71975594 -3.42487511 -0.01960649 0.16504591] Distance 10.754411999741276 Each least square approximations [ 5.08983443 -0.76502192 -1.4623974 0.98929322 -2.93040984 -0.58242383 -2.24821116 2.9090436 -0.92813553 -1.2080999 2.66964666 0.27822261 -2.65596311 0.91534998 0.21195268 0.73971856 1.87308685 -0.73917454 1.34490445 -1.32419296] Distance 11.056328179703826 Each least square approximations [ 8.2909834 7.69879337 -1.43177417 3.49916708 -1.40931152 -1.84160438 -1.37895081 1.06680735 0.44298263 0.53072118 0.98147807 -2.65682323 -0.664745 0.48519623 1.46512181 -0.49651674 2.76258275 2.05846778 0.15162825 0.04820645] Distance 5.072813305190885 Each least square approximations [-6.21416261 4.71115453 -1.51137635 -4.44653902 -1.0952076 0.41613685 -2.02020328 -2.71676893 2.28331853 -0.99816295 -2.69743604 0.72335392 -1.68643909 -1.97950123 0.80915032 -0.49990815 -0.77209475 -1.35461766 -0.44492702 -0.32243145] Distance 8.93367379253983 Each least square approximations [-5.10520424 1.67136316 -5.06206882 1.22105766 -3.69761242 -1.30529993 0.63456211 -1.51880833 -3.04048381 3.59479191 -0.61502748 0.75049982 0.24741509 2.52152406 1.77298091 2.35059244 -2.57181435 1.31290736 -1.5441873 -1.47502529] Distance 9.720869395275072 Each least square approximations [ 8.28535128 0.28532848 -3.66283386 0.76321085 0.09210755 3.7202729 0.25771049 0.1822288 -0.5852513 -2.69930192 -0.45469021 0.05737954 1.37456448 1.36134425 -0.42772672 -0.32690799 0.76881228 1.73267865 -0.83985812 -0.24850887] Distance 10.33151885161981 Each least square approximations [ 8.36661132 3.2790362 -0.73805676 -0.78191726 2.9371188 3.63602056 -2.52518055 -0.59223579 1.36575201 -0.68403347 1.56948576 -0.287921 0.46181257 0.79989692 -0.01157728 -0.49134738 -2.75428515 -2.62575076 0.45108923 2.19949459] Distance 9.147068301599878 Each least square approximations [-8.70319613 -0.85362673 -1.93550413 -3.57514576 1.68583771 -2.70663781 2.77454949 0.17872797 2.35390977 2.51398633 1.60253177 2.72535949 -0.90064154 -0.06582579 -0.86910387 0.31175254 0.36882522 1.06367009 -0.08919792 1.00980852] Distance 9.106470148104197 Each least square approximations [-10.06564403 2.02232457 -4.58199324 2.20939566 0.37690247 -2.95564948 -0.70490569 -3.3343691 1.08392781 1.26659596 2.09262 0.33445618 2.03905361 -0.23878674 -0.04577071 1.74150884 0.55678896 -0.04862107 -0.44952206 0.93294488] Distance 7.208830948909449 Each least square approximations [-8.29534421 -3.48972662 0.28716173 0.79452754 -3.78803472 0.92325083 -3.93900209 0.78007862 -1.86280708 0.27171266 1.05857555 1.42554949 0.09515325 0.919048 1.03204191 0.31772787 -0.76875312 -1.90088421 1.29701375 0.19732716] Distance 9.590375964408887 Each least square approximations [ 5.6117165 -1.32602571 4.04052224 -2.5651465 2.96327346 0.77513975 -4.70635238 -0.42005483 -0.07248981 1.87410537 -0.20391211 -0.17977367 0.88535432 4.02666474 0.2355874 -0.33287839 2.82461136 -3.23150702 2.52344121 0.01905264] Distance 9.286519346222747 Each least square approximations [13.08875665 1.41469164 -3.70136667 1.23066242 -2.97503967 -0.69157537 0.62265267 2.15051705 -1.63699101 -1.02153594 0.01803237 1.10274815 -0.37787295 0.21006213 -0.45797827 -1.20961709 -0.09291289 0.08185499 0.51768051 0.32207462] Distance 3.0964698119909557 Each least square approximations [10.14204004 0.32197679 1.35722232 -0.08058134 -4.76126745 0.75766944 1.60260451 -2.23625603 2.79559356 2.0626898 -0.04912753 -1.55654898 0.04015549 -1.12275049 0.01433521 2.40474962 0.77014447 0.90519497 -0.55513801 0.90175892] Distance 7.742565799322554 Each least square approximations [-12.33639973 1.51719447 0.27758158 -3.61368688 -0.23159326 -0.81547476 0.72391219 -1.87941138 -1.77711276 -1.67202999 -0.99496238 -1.18081764 -0.26680603 1.187726 -0.37859679 0.29633578 0.99997487 -0.31393087 0.17442612 -0.43505118] Distance 5.989921790443977 Each least square approximations [-11.93765898 2.1658397 5.61832336 -1.01575261 1.99548064 1.80770183 -0.83694533 -0.06167261 -0.42284674 1.07822156 1.66980313 0.45583219 0.28499661 0.05160611 -1.3228265 0.93679998 0.03757107 -1.06101888 -0.23720662 0.44122885] Distance 3.835202489203343 Each least square approximations [ 1.92241419 -1.76001266 1.38755515 -0.27771328 -3.16365113 0.30850495 -2.38186121 -1.22104028 -1.36501211 -0.56563732 -3.85602332 0.04584112 -1.22622127 0.12806964 0.59828793 -0.41329071 1.30095634 -0.56916445 1.73025841 0.6338053 ] Distance 12.661230718285264 Each least square approximations [ 4.47943368 2.31836818 3.09206352 -0.58887653 3.62825978 -4.6188961 0.40791997 -2.00904126 0.64466532 5.27304218 3.75076927 0.55152896 -1.17332161 -0.22095122 -0.42868706 0.21640687 3.48504574 0.61572326 0.42369537 -0.34915375] Distance 8.930923949946342 Each least square approximations [-5.80067705 -0.40421429 0.87424913 1.14251701 -7.31106983 -1.09514424 2.96307908 1.41011378 -1.38824639 -1.24465143 -1.99641053 1.64744903 2.06829911 -1.38977687 3.0674429 0.82020677 -1.56178279 -0.05774179 -0.85894146 -0.20944711] Distance 8.93832857824036 Each least square approximations [-3.3818322 -2.2886891 1.6873686 -2.93151669 1.19508798 -4.43589317 0.78593527 3.27387114 -0.94601154 -1.76421797 0.03169485 0.67209883 0.07545844 -2.02806925 -1.05261438 2.03577823 1.03905061 2.8608173 0.58482214 -0.48000588] Distance 11.2543646986602 Each least square approximations [-7.13073881 4.22790846 -1.43257484 0.17238207 0.411029 3.31811245 3.36105113 4.58204254 0.99083737 -1.88287253 3.51630296 0.53955827 2.85735827 -1.74362593 0.43734762 0.25412277 -0.73468451 1.04665576 -0.26007611 0.81620564] Distance 8.099269046053445 Each least square approximations [ 7.70432017 4.40445253 -3.7317415 1.94359266 -2.11644533 -0.14593453 1.00176028 3.37647581 -3.50248533 -1.70139039 0.79996237 1.3715318 0.30102395 1.27614409 -1.34914165 -0.77779162 -0.57377899 -0.09299175 1.25089467 0.20419242] Distance 8.587770219466293 Each least square approximations [ 2.12635059 0.7537591 -4.09105297 -3.54126013 0.70385679 -0.63972515 -5.40278083 -2.25792018 0.8136143 -1.86188685 1.91403951 -1.20881343 0.49072228 -0.59468114 -1.09176708 3.34983311 2.27673599 -0.72788574 0.22732392 1.14670937] Distance 10.582284040945243 Each least square approximations [ 4.75995518 4.2369818 -3.89518906 -0.94811387 3.40578852 0.85381391 -3.93518275 -3.74977214 1.34089762 -0.70416614 -0.37540003 2.14471768 0.65658673 1.0855271 -0.11783555 0.5085375 -0.31869773 -1.50185885 -0.64168879 0.25443653] Distance 10.028950651337619 Each least square approximations [-3.67882972 1.27238625 -1.8444425 2.04080761 -0.86258991 -4.24611723 2.84481607 -0.02781992 2.25270644 2.11047722 1.62962593 -1.71664956 -0.2205853 -1.7108818 -1.74821029 1.8762249 1.99118046 -2.25002279 1.63319753 1.74674301] Distance 11.039435228577885 Each least square approximations [-4.41543005 0.48299012 -0.84626835 -0.0927329 -1.10539828 -1.55695794 4.52298224 1.41963632 -2.3967553 0.59209757 -0.09159489 3.44546863 -3.60265705 -2.0027654 -0.78021784 1.29264534 1.40404475 -0.59344512 -0.01704691 2.42062445] Distance 11.00342297817094 Each least square approximations [ 2.44889512 3.2143935 0.26664522 -0.68791857 0.39526642 2.55665081 -1.50905377 -1.7801929 2.28782739 -1.07223328 1.91465224 0.41734046 0.51726542 0.9483948 -0.00786852 0.21416019 -0.64682059 0.58429946 -0.29379231 -0.42224387] Distance 13.099691242669696 Each least square approximations [ 3.29508966 -2.48745629 2.62295863 -4.59022629 5.18717388 3.36933496 1.63140487 2.20477834 -0.01838691 -0.55260465 2.16720903 2.13621781 0.25697709 0.93210541 2.30207737 0.20073257 -1.19544216 -0.20594085 1.57972238 -0.66056462] Distance 10.102229883818891 Each least square approximations [-3.37210219 0.27839226 -3.70957159 -2.42501438 2.17120974 -2.66991695 2.18606271 -1.53136324 1.02480523 -1.94339277 -0.7330746 0.97856902 1.91545626 -1.89538209 2.94083948 -2.05824193 1.36638526 2.19887546 0.78310068 0.14812802] Distance 11.367215335578742 Each least square approximations [-7.68495364 -7.97453739 5.07185151 2.19316682 2.41187075 0.55121721 -2.26387826 -1.05995576 0.06752365 -1.9007429 1.04657636 -0.28749689 2.04552993 0.02503807 -0.15597367 -1.36747128 -0.55083872 -0.29191094 0.18633985 -0.16007991] Distance 6.016429227852507 Each least square approximations [-3.5277369 -1.67504711 2.547827 0.3535405 -0.98351188 4.16789175 1.24731953 -2.52562594 2.55127399 -3.22666195 3.97709031 1.29218227 -2.05638873 -0.25592652 -1.00076504 -0.19796055 -0.10777661 -0.65259841 0.19209938 2.22925102] Distance 10.943004207554717 Each least square approximations [ 4.22498589 0.87400597 3.10758997 -1.38356777 0.20773358 0.9808625 -3.0127644 0.05413765 -1.78755117 1.05869103 2.20762958 -0.8593056 2.6135166 -0.87627471 1.06194175 -1.12476285 2.77541768 0.15647771 -1.72263041 0.09255922] Distance 11.924027675918655 Each least square approximations [ 4.61378661 -2.44523665 0.20890156 -3.96336636 -0.18075444 3.29634289 -0.50513704 0.69574389 -1.13281911 2.34025293 3.61185278 1.60106034 -2.48309656 -1.54521206 0.2016321 0.05022149 -0.53087153 -0.16247158 -0.56805461 -0.35258304] Distance 11.256075603396916 Each least square approximations [ 3.1190847 0.69034523 -2.65981225 -2.62546032 -4.36796192 -2.3798758 -2.06374791 1.66433775 -1.51748516 1.69805239 -0.47284485 -0.48588722 1.54430141 0.65327961 -0.08139828 1.71117078 -0.03377934 2.19045305 -2.241372 -0.2748214 ] Distance 11.655056771049715 Each least square approximations [-3.6496327 5.79495696 5.48236717 1.51815219 -2.68372792 -1.0916002 1.17217845 2.04479058 1.05490829 -1.77219623 -3.11098995 -1.69265275 -0.18600124 -1.20265266 -0.64714632 0.72675766 -1.3929008 -1.34971169 0.57486467 -0.03474162] Distance 9.825778409376692 Each least square approximations [-6.12322056e+00 4.97527785e+00 -1.25049914e+00 8.11611861e-01 -1.81146872e+00 -2.08955632e-01 1.68196271e+00 -1.41995807e+00 -5.27661453e+00 2.17606952e+00 -8.33006826e-01 2.59917833e-03 4.45159181e-01 4.27941310e-02 -3.30086511e-01 3.25318202e+00 -9.33835368e-01 1.38627292e+00 -1.16898127e-01 -6.73156388e-01] Distance 9.745947353271333 Each least square approximations [ 6.99080810e+00 -1.75155637e+00 -1.47024173e+00 1.41978065e+00 -1.13180023e+00 2.88057092e+00 -3.42253983e-01 -4.80008845e-01 1.48443433e+00 -2.11440480e+00 2.39440224e-01 6.82064831e-01 1.32209898e-01 1.87709126e+00 -3.22388263e-01 3.59830008e-01 1.10405435e+00 6.94916296e-02 1.59251109e-02 2.31143164e-03] Distance 11.696580983330835 Each least square approximations [ 6.01798107 1.00554868 0.494282 -1.45459354 4.37373193 1.58054569 -1.59697511 -2.62062951 1.25398692 2.89970769 2.23419126 -0.24002493 0.75260977 -1.37403695 1.08431297 1.81463556 -2.22486615 -1.00868224 -1.10663192 0.71976657] Distance 10.712229162955365 Each least square approximations [-8.63343557 -1.80299772 0.04945312 -4.542102 0.02791219 0.34121167 1.51375058 -0.07731992 -0.90026329 0.39710842 1.77819853 6.31202235 1.45179329 0.75462032 1.03993314 -0.62166082 0.75700925 1.69621505 1.28272078 -0.62352606] Distance 7.7853794324763115 Each least square approximations [-10.64276293 -1.05553513 -4.70004875 1.36791622 -0.78329697 -2.4937248 2.42398599 1.3916981 -0.75823129 -0.79796878 2.14457089 0.40663033 0.53966925 -1.9826533 -2.71310581 0.5947446 -1.47872465 1.19500938 0.67460218 1.02553215] Distance 6.246973078583298 Each least square approximations [-8.73216136 -2.37585917 0.73601058 1.64855838 -1.55641377 1.28251329 2.03399016 1.43517244 -2.49193143 0.71416097 1.03007877 -0.62713866 0.63085484 -0.08971781 2.84524942 0.05465293 -1.49233832 -2.09704618 1.66955531 -0.02296163] Distance 9.67150648888167 Each least square approximations [ 6.14824344 -0.87457887 3.07600099 -0.27313042 1.4504697 -0.5363476 -2.25136929 2.40951727 -1.27946896 1.67197786 1.59422933 0.42408846 0.92003263 4.4032787 1.11056158 0.64947902 0.55331267 -5.10544404 1.90100164 -0.88214582] Distance 9.688747714791214 Each least square approximations [ 9.69173144 0.38895318 -4.73684639 -2.99346352 -2.10455292 -0.57164052 -3.09356412 -1.52332801 0.27476555 -1.0376351 0.79751498 -0.53389197 -0.84847853 -0.52791406 0.37253471 -0.65323339 0.36965749 -0.08137754 0.88431645 -0.78728764] Distance 8.230407314416285 Each least square approximations [ 9.76304607 1.95014684 -1.72001049 0.07148919 -1.94867295 1.05317222 -1.20949641 -3.3472121 1.06993798 1.62529119 -1.35425729 1.3107615 1.50643253 0.82158937 -0.14639935 0.12920822 0.15908595 2.88805671 -3.3226712 0.58058878] Distance 8.082506210162567 Each least square approximations [-11.88199386 5.54060643 -4.06367209 0.27356755 -0.55710182 -0.86273015 0.09462203 0.45666769 1.25603094 -0.06298368 1.4028524 -1.74755177 -1.10086317 -1.83424441 0.46005243 -0.41737252 0.48502074 -0.80818015 -0.27809812 -0.45152032] Distance 3.5457408749080828 Each least square approximations [-6.58472564 0.40187883 -0.19704576 0.51225084 2.38696482 4.15748425 -0.82390355 -0.83349251 -0.87734235 -1.48495776 0.81232279 -3.50331527 0.6505507 -1.01946208 -1.4525184 3.04644777 -2.10829345 -0.14190656 -0.99293834 2.29915143] Distance 9.832292289388317 Each least square approximations [ 2.55239479 -1.38140774 1.13908992 -0.65498879 -2.68039984 0.34459994 -1.39643052 -1.3759554 -3.47565027 2.84023055 -2.10384969 -0.56002128 -1.46606079 -0.42823315 -0.08299382 -1.53358783 0.94519436 0.97984245 0.99386791 -1.02677535] Distance 12.23026089601378 Each least square approximations [ 3.92279696 1.61644651 -0.96631784 2.15165033 1.91828801 -3.89132855 -1.20930839 -1.68778902 2.42976201 3.94026099 -0.53768197 -0.01985373 -1.00527229 -0.0702595 0.44540328 -1.07683185 2.66256267 -1.99654627 -0.61207133 -1.2175399 ] Distance 10.983010265737498 Each least square approximations [-6.79944981 3.36556508 0.72744698 -0.50220087 -4.27170186 2.58989527 -0.0886051 -0.4070213 -2.41390493 2.06338184 -1.0166965 -0.05730678 2.71136021 0.18054655 -2.81729458 -0.72020637 -4.29642856 0.82859518 0.08908866 -0.29859323] Distance 8.641499399463916 Each least square approximations [-2.69457321 -0.42748906 -2.43024096 -3.67617015 -1.1901215 -3.20127247 -1.27645217 2.39962662 -0.01098105 0.65479604 -1.08866613 1.10487967 0.72339341 -2.33655903 -2.75336584 1.22716329 0.7392168 1.2278136 2.04852303 -0.77203987] Distance 11.562109623763664 Each least square approximations [-9.61104064 6.37916253 -4.26201992 2.31898924 1.5167907 -2.07368535 1.22093577 -0.38954756 -0.4027286 2.06075317 0.3472475 -0.8054969 0.54925371 0.1336527 -0.20375253 0.31065632 -0.24152523 -0.27950448 1.82907154 -1.5184625 ] Distance 5.298501735462884 Each least square approximations [ 6.19358298 3.91789047 -3.2778543 0.05663147 -1.71590413 1.62970283 1.4561627 1.66882609 -0.85275712 0.45357678 2.20759273 -0.58752253 -0.4140458 0.0896171 2.47209092 -0.05596207 -1.10805832 -1.3440749 1.07956309 3.26378028] Distance 10.103875368134304 Each least square approximations [ 2.52398318 0.86629038 -2.72071087 -3.35305509 -1.08263849 0.01965884 -1.47280863 -2.27363003 -0.01641545 -2.87603833 0.90624309 2.03048558 2.33847576 -1.0311473 -1.32746628 1.51637731 1.36448232 -0.23280481 0.38805414 0.85263875] Distance 11.977859611386677 Each least square approximations [ 4.1497802 2.20862572 -5.89964541 -1.98403825 0.88915066 0.47651531 -0.84483776 -2.87652785 1.35350426 -0.11496473 1.93183429 0.84239746 -0.05384173 2.14497149 0.01070647 -1.30083355 -3.50196332 -2.24270809 -0.26985837 0.11526669] Distance 10.17546251061946 Each least square approximations [-3.70003799 0.7578857 -2.63608466 1.56677386 0.27955621 -1.42122386 -0.66473755 1.22151245 1.04323414 1.51966186 0.52786335 -2.01453076 -1.92741942 3.47690037 -2.52577589 0.30927299 3.851084 -0.80935088 0.68309717 -0.66655445] Distance 11.412204320416851 Each least square approximations [-7.88608509 -4.75790917 -7.10765835 4.70614966 -1.60919196 -0.61979188 -0.53134077 -1.00608447 0.7903047 0.31908066 -2.04872352 -0.97560157 0.0913481 -0.95610853 -1.19619797 0.69795795 -1.98095445 1.74740431 1.2441758 1.31893268] Distance 4.405552647303268 Each least square approximations [ 6.11285964 3.51220094 0.80311469 -1.99238149 -0.63926279 2.97215156 -2.44785717 -2.18939813 -3.38467403 -1.20327602 -2.22337576 -1.07827981 1.0348632 -0.87496169 0.89182176 -0.09957914 0.17821697 1.1761084 0.38988192 -1.237859 ] Distance 10.052704317489034 Each least square approximations [ 7.2319225 0.36474867 -2.66603321 -2.09065645 2.63351017 -2.15676863 -0.35535204 -1.70940281 3.65025736 -0.51029036 0.5410633 -0.27041404 -2.1249998 2.48593498 1.45721351 -1.46109927 -1.44510326 -1.47050071 1.84133314 -1.09110829] Distance 9.158005559963064 Each least square approximations [-7.34171176e+00 4.90454342e-01 -4.04196801e+00 3.42693976e-01 3.86573753e-03 9.70900751e-01 1.47815002e+00 1.49891843e+00 3.59502086e-01 -8.82819850e-01 2.20951867e+00 -2.43644853e+00 -1.48133675e-01 -2.09905131e+00 -3.79897372e+00 -2.08367216e+00 -6.56188454e-01 -4.04987505e-01 -1.54798773e-01 7.98620548e-01] Distance 9.380685144568805 Each least square approximations [-5.83596569 1.78740483 0.50391636 -0.00945845 -2.60187771 1.71066766 -3.29241486 -2.48011218 -0.17837803 0.80202406 -2.24865896 0.19519014 2.70672806 0.93824025 2.76152515 0.75624761 0.95513842 0.71300873 -0.71913273 0.79890955] Distance 10.545527479758348 Each least square approximations [-7.89440708 -0.59641307 -0.20740493 0.61413359 -2.50860065 2.45768371 -4.52087323 -0.74682674 2.48302641 0.1665734 -0.90761332 -0.52057666 0.58540432 1.25278245 -0.63202748 -3.42832266 1.99124603 0.87534159 -0.05278743 0.85049721] Distance 8.770157037353798 Each least square approximations [ 6.52469784 1.34712107 2.16550716 -6.09310265 2.26433404 0.43311929 1.70561962 -1.27729511 -1.15166486 0.31661161 2.37787271 -0.02894985 -0.40661855 -1.19867411 0.04195724 1.45807181 2.31583297 0.69194003 -0.5478041 -0.50149555] Distance 9.321518197919591 Each least square approximations [ 7.09119805 1.17682429 1.12732642 -3.32987488 2.07670295 0.7875425 0.47177184 3.23512929 0.77344424 -0.43958608 1.33111711 -1.21528507 2.04305721 -2.49268773 1.16449244 1.10341828 0.22517109 -0.01543623 0.07965313 1.20550885] Distance 10.099033734580644 Each least square approximations [ 6.40276542e+00 -9.90330551e-01 -3.02118156e-01 -4.45871686e+00 -5.77041611e-01 -2.29616084e+00 5.14198508e-04 -1.46034098e+00 -4.72040239e-01 -1.04542719e+00 1.18036485e+00 -6.36492554e-01 -5.03211437e-01 6.20778767e-01 1.94732551e-01 1.00780753e+00 1.19998317e+00 -3.34745758e-01 -8.31713541e-02 -6.80322790e-01] Distance 11.11932091539771 Each least square approximations [-6.27827708 -0.73224723 5.21220836 0.340311 -1.35018433 0.52336903 -0.71949789 0.60338895 0.57756433 1.3626876 0.28066304 -1.29866912 2.63869452 0.18221791 -0.2247647 0.10029408 2.04344903 -1.31581597 -1.2597015 1.46477539] Distance 10.454022154672801 Each least square approximations [-2.86703061 2.1784693 -5.2865658 2.28513974 -0.45345687 -4.15357265 -0.86247546 1.3914641 -0.68559935 0.97510166 0.10025944 0.51502042 0.18360099 1.49322676 -0.41974477 0.50771768 -2.75189947 1.95135132 -0.88676209 -0.10036214] Distance 10.734871769721016 Each least square approximations [ 7.70463751 0.37554489 -1.68457601 -1.91467039 2.12605658 1.74700591 -2.90754604 0.16843726 0.18577076 0.50646518 -1.24492891 -0.98890685 -0.01709325 0.36495011 -0.54266761 1.80035413 -1.07826916 0.11152157 -0.2503389 -0.37317909] Distance 10.399787807989771 Each least square approximations [10.06085811 -2.93645674 -0.80474725 -0.3388677 -3.92292661 1.94005972 1.13838256 0.6735214 2.40852117 -2.36663096 -0.17035743 -1.02040177 -0.18706226 3.68808618 -0.64789374 -1.58028057 -0.11555498 0.17157028 -0.14791037 -0.50821402] Distance 6.10108880490303 Each least square approximations [-5.19583589 -3.0552547 -3.46320525 -0.59825901 1.66948561 0.98240223 0.77817642 2.45178398 0.30318336 0.02369483 1.66252879 -1.23870402 -2.78165344 -1.95838753 -0.75455035 -0.13502226 -2.31430829 -1.04496608 -2.1486641 -0.05694447] Distance 10.555086021362124 Each least square approximations [-6.47168921 3.77404112 4.37636418 -1.8384179 -0.02679337 -0.41035538 -0.53199053 -2.65448175 1.55468594 3.00012251 -0.09457287 1.81906793 -1.26806975 1.866062 2.48752796 -0.35718228 0.71768806 -1.03737947 0.52825576 0.65944452] Distance 9.136624098418244 Each least square approximations [-4.80182786 -2.97938706 3.56802508 -0.94542669 -1.82431672 0.39260427 -3.89750993 -2.57345139 0.41851238 -0.43643323 -0.18162553 2.70565047 0.94853616 0.02194789 -0.39612444 0.58032287 0.59845869 0.88402144 -0.43298781 0.28744137] Distance 10.802962723781686 Each least square approximations [ 6.45541872 -0.73788048 3.95883186 -2.84094058 0.91473767 1.17370854 -1.07233533 -0.72818449 1.65016883 -1.78963684 -2.10538041 -1.82093694 -0.14645386 -2.07427012 1.01337331 -0.89368471 0.3484917 0.04092708 -2.07790264 0.54974406] Distance 10.181335782388492 Each least square approximations [ 6.12634701 3.58052971 2.75276273 0.2969536 4.23928655 -0.34307527 2.16281641 2.67886107 1.57292208 -3.79372444 2.74311788 -0.33768669 -1.43496831 0.61038356 0.53092529 -2.12258877 -1.34373649 -0.68273688 0.40902374 -0.61202391] Distance 8.693788456679309 Each least square approximations [ 6.84151050e+00 -2.85068185e+00 1.93004539e+00 -2.96355243e+00 5.79974660e-03 -6.66910703e-02 -5.25530996e-01 9.57595562e-01 4.78189536e-01 -1.27674776e-02 2.41679347e+00 -1.19978528e+00 -1.34420976e+00 -8.34528857e-01 -2.28199662e+00 -8.25677486e-01 2.58053153e+00 1.65105569e-01 1.05794935e+00 1.38100105e+00] Distance 10.189631886183435 Each least square approximations [-5.77308186 -3.92822213 3.79163961 0.79504117 -2.68028174 1.15031993 -0.56774757 -0.69271938 1.55376323 0.21248164 -1.75948036 1.23323697 1.1933757 2.41052247 1.0487541 0.84004714 -1.56118384 0.61370658 -2.27003623 0.31640496] Distance 10.040939336779008 Each least square approximations [-5.55547365 4.42924232 -5.50248602 3.63969746 -0.87291738 -1.71467582 0.78783807 3.00917457 -3.83700302 1.80452141 -2.71042165 -0.14849439 0.55465725 1.64018542 -0.26312535 -0.43021304 -0.71315681 2.01968662 0.49041309 -1.63779836] Distance 8.33136739232873 Each least square approximations [10.6919217 -2.64490276 1.11861485 -0.78902955 -0.86867947 1.31105381 -3.2574404 -2.23840315 1.12802503 -1.73360299 0.24670267 0.04402031 2.06632126 0.92535235 0.27387617 -0.69857461 -0.04018217 -0.57997134 0.05830016 2.19778019] Distance 7.511546132685335 Each least square approximations [ 9.84762759 -0.88796108 -4.8895436 -2.28682947 1.23928531 -0.53088351 -0.48960866 0.03566332 0.84447408 0.598287 2.38275403 -0.42352664 0.99815104 -1.00279967 0.25281878 1.28714347 -0.13714553 -0.3743472 -0.69811255 -0.29793444] Distance 8.518227505200132 Each least square approximations [-9.38322697 -4.96177055 -2.80588502 0.27640944 0.73953874 1.4396009 -0.24134598 0.09775037 0.02274505 0.54545725 3.11340432 0.87942999 -1.68127581 -1.46270426 2.00133182 2.15291045 -1.11356546 0.90490002 -0.38607696 -0.6140572 ] Distance 7.915111852682281 Each least square approximations [-9.66868366 5.01184708 -0.16960567 -2.01875868 -0.95143721 -0.16332492 -0.20376253 -0.40791252 1.28325583 2.38695963 0.92112663 1.96618316 0.90242513 -0.59118835 -0.25406384 -1.86057075 1.42968523 0.57057914 -1.36505429 -0.28378025] Distance 8.246067361145952 Each least square approximations [-8.78441668 -2.63549341 5.27669653 -0.67707318 -1.54678127 1.5634236 -2.88274015 0.2301765 -2.42009321 -1.01186695 -0.021919 0.80785981 0.97968322 -1.41738308 0.15709066 1.67529002 0.8942815 -0.09946892 -0.63519213 -0.69048574] Distance 8.501084585757793 Each least square approximations [ 8.41955343 -4.33321795 4.53548896 -3.56911895 0.4153133 1.73593046 -0.55377151 1.67654847 1.31793531 0.82217542 -1.37998127 1.01343527 1.35090088 -0.85283408 0.37836586 0.70263762 -1.20206868 -1.77747427 0.86460897 -0.90331473] Distance 8.302182714809318 Each least square approximations [ 9.14197625 4.3292967 1.9892551 -1.78119702 2.79993463 -0.91244503 -1.96918412 0.40796705 -0.07579699 -1.96340341 1.60113627 -1.93961687 -1.32295133 1.15215893 -0.02124406 -0.70672178 -1.01027009 -0.78936949 -1.09497081 -2.00604858] Distance 8.373190438764919 Each least square approximations [ 1.23204356e+01 -4.41094014e+00 2.29348273e+00 2.23769789e-01 2.60540960e+00 -1.76045353e+00 5.01699076e-01 3.10213965e-01 -1.38461853e-02 -1.39727901e+00 2.91223352e-01 -2.93112317e-01 2.22964790e+00 6.00120568e-01 -3.24544889e-01 4.74814796e-01 -8.20577710e-01 -4.07024963e-01 6.98962000e-03 -6.66325274e-01] Distance 4.128240714239441 Each least square approximations [-10.31078886 -3.9001623 1.3688376 1.21862708 -0.79405171 -0.75414088 -0.24424428 -2.27761239 1.68521538 1.92154616 -0.36444405 0.16458781 1.32021247 -0.17136506 1.57010929 -1.65167693 -1.89983214 -0.33328414 -2.04834886 0.85442882] Distance 7.698901788582231 Each least square approximations [-6.03668521 4.58865868 -5.57145692 1.470553 -1.86518843 1.23499197 -0.70534676 2.69234493 -3.10310459 2.4031312 -1.75481673 0.30089521 0.17917348 -0.10752769 -0.9272026 -1.03027864 0.39103156 0.90478466 0.22080229 -1.85210078] Distance 8.737662618170436 Each least square approximations [ 7.34828458 -1.23692959 0.94744452 -0.78785127 -0.39991616 2.23381226 -3.48709476 -1.21661602 0.40963494 0.22669227 -1.4736512 0.36250133 -0.46584957 0.84367517 -0.48943623 -0.36048358 2.06188118 -2.10959994 -2.00688005 1.54057629] Distance 10.489472570564619 Each least square approximations [ 8.47562809e+00 8.36195032e-01 -5.41813817e+00 -1.48126635e+00 1.73767517e+00 8.18557500e-02 -5.22703091e-03 1.20671544e+00 -7.48262414e-02 1.64409500e+00 4.09221799e+00 -2.01860003e+00 3.95521752e-01 -1.67404521e+00 3.49714366e-01 7.48814047e-01 -3.39187142e-01 -3.39915675e-01 -1.74938989e+00 1.08909698e+00] Distance 8.035600692938413 Each least square approximations [-10.3287729 -2.56611417 -1.34730401 -0.69739537 0.14156291 -1.28963162 -2.96979637 0.74941935 0.3496166 0.58112923 3.66889137 0.41870457 0.03540619 -0.82390759 1.5734746 3.10381161 0.98944668 0.43747762 -1.51402376 -0.01259049] Distance 6.914100888459971 Each least square approximations [-7.98074401 2.26947012 -0.66864046 -3.00508593 0.81958512 1.16046795 -0.6007876 0.30913495 1.33686209 2.98404748 1.71641277 4.02931901 -0.19057505 -1.30404621 -0.61665115 -0.95507552 1.45602525 0.0212668 -1.15145109 -0.88042196] Distance 9.320327592576676 Each least square approximations [-9.12944598 -2.04426442 2.83221837 -1.54806132 -0.36055262 -0.74302965 -1.43971425 0.5252563 -1.67451595 -2.99596123 1.00249916 1.45362234 0.53902302 -3.56120009 -0.1446891 -1.52421644 0.43212993 -1.23176264 -0.7232702 -0.4224208 ] Distance 8.437596802939732 Each least square approximations [ 7.62821217 -4.34573121 3.13398226 -1.01016784 0.02657605 3.01829889 1.63793216 0.57316639 -1.90699287 -0.89853505 0.97060155 1.80190493 2.30821235 0.85308812 0.66859265 -0.57097314 0.01458498 -1.34208678 0.67274462 0.83964003] Distance 9.291273774795735 Each least square approximations [ 7.37399402 4.54755815 1.55864032 -1.82102771 0.21977643 -0.9124511 -2.49060287 0.71875703 -0.06929718 -0.66151203 2.74568547 -0.46576407 -1.25146739 0.47121769 -0.43003633 1.5882014 -0.97159979 -0.76598244 0.24927212 -1.13431487] Distance 10.040538262190008 Each least square approximations [11.59757068 0.61629808 -2.56197139 0.75274113 3.45181413 -2.59198067 1.584724 2.59721272 -1.17240541 -0.28426949 0.32323653 -1.48377064 -0.50312855 -2.55295228 -0.16074935 1.70573916 -0.57049531 -0.79822801 -1.0359618 0.50599075] Distance 4.373141141935415 Each least square approximations [-8.71778111e+00 -1.94917133e+00 1.20770582e+00 1.38985520e+00 9.22023670e-02 9.59306046e-04 6.11448642e-01 -2.87477466e+00 3.61473707e+00 7.40970332e-01 -1.73187293e+00 -2.36944177e-01 -5.96061034e-01 -1.68218103e+00 1.92437599e-01 -2.73390994e+00 1.06923822e-01 4.47994950e-01 -1.79506371e+00 -2.61084476e-01] Distance 9.059916160578503 Each least square approximations [-6.23262832 4.02579706 -6.96881526 2.73821276 -0.13454167 -3.17089286 2.38481665 -0.13104572 -2.69997173 1.5613123 -0.33318921 -0.2220305 -0.48960437 1.52734877 -0.4685738 1.63473736 -0.85651453 1.37886076 -0.03986299 -2.15744278] Distance 8.090926996824804 Each least square approximations [10.76911553 1.61566202 -2.36895659 -1.64228534 -0.99869807 4.99725615 -1.6154878 0.37310123 0.21833533 -0.43121528 0.74961088 0.07978926 0.93111973 0.93953739 0.23423464 1.64844792 1.27982454 0.44804497 -0.97263314 0.93809868] Distance 7.099130237872101 Each least square approximations [10.2462968 -1.20916232 -2.92930424 -2.27085038 3.18822632 2.08840967 -2.6962664 -2.48530847 0.46914986 0.14514331 0.40763616 0.28825479 0.50636567 -0.69616227 -0.41487509 -0.96281413 -1.36611049 -1.44043053 0.1333956 0.5164726 ] Distance 7.764221781060763 Each least square approximations [-10.38231133 -3.02044913 -4.38442939 0.02304053 1.66401986 0.11782824 0.83949527 0.31651137 0.89784313 -0.19517462 2.61388495 3.70402163 -1.52689389 0.35742339 -0.90108785 -1.00627513 -1.28287984 0.8344763 0.96448629 0.81189982] Distance 6.757205277097795 Each least square approximations [-11.86730431 4.00080692 -3.18343217 -1.40398485 -1.64017497 -1.6679207 -2.55668274 -0.52708847 0.67885048 0.26988382 -0.58143112 0.47746939 0.79229817 0.98413142 1.02882837 0.82864879 -0.46191383 0.51507249 -0.15860605 -1.22378689] Distance 5.227288192301275 Each least square approximations [-9.78782002 -2.52148686 4.16757809 -1.27583289 -4.26534556 1.26174488 -1.79447536 -0.65773903 -0.8189321 2.12417214 -0.06477278 -0.67411125 0.480103 -0.9812902 1.68749901 -0.5894638 0.87621723 -0.76939025 0.60005199 -1.1771004 ] Distance 7.567662069316532 Each least square approximations [ 8.69308583 -1.49795575 5.30475382 -3.18693245 4.78292461 0.68491432 -2.06949538 -0.1105869 -0.02784496 1.45673119 0.39981212 -0.18577521 0.52012139 1.09689532 0.25127469 0.43973028 1.01436998 -2.16813323 1.59325471 0.03819146] Distance 7.676609533869118 Each least square approximations [12.22774151 5.0498883 1.17939708 -2.09400035 0.97064299 -0.39703462 -0.3587919 -0.16728584 1.13624714 -0.18169447 -2.04633003 -0.37948584 -0.30354526 -0.28000974 -0.24989904 0.73108105 1.02228418 0.06277652 0.9983495 -1.32736646] Distance 4.766184252836745 Each least square approximations [11.44339384 -2.82695015 0.14659284 -3.65920646 0.02791392 0.60779755 1.94589435 -1.69164849 -0.14776226 3.26138152 -0.09874723 -0.28163773 -0.20546806 0.61288029 1.06632609 1.02025095 1.01585302 0.8965848 -0.99327477 0.3842116 ] Distance 6.269973902466494 Each least square approximations [-13.53836486 -2.92151049 1.07417959 0.68017144 1.22338812 1.80902901 -0.59261795 2.48882727 0.26531725 -0.49068069 -0.35545757 -0.65059434 0.44983367 -0.8923549 -0.45815777 0.0565067 0.7171723 0.62274235 0.27346782 0.11866162] Distance 2.679773569671772 Each least square approximations [-6.56667052 4.08464819 -6.18613382 4.74935406 2.02326456 -1.58395215 1.87575614 2.24635067 -1.60326632 0.94806631 0.89836576 -0.0772494 2.35808634 -0.04878774 1.67696679 0.66409843 -0.91821791 1.10681657 0.66723134 -1.35216607] Distance 8.52543053734141 Each least square approximations [13.43587246 -0.87597427 -1.35313491 2.30986274 -1.15782732 3.08402033 -1.85411893 0.87214481 -2.08364201 0.22365769 -0.86094582 0.70112687 0.50691331 1.36778404 0.14179163 0.35643368 0.44479149 0.51113847 0.99251868 -0.34675373] Distance 3.5986157451493583 Each least square approximations [ 1.05426914e+01 -2.51832059e+00 -4.69666878e+00 -1.17359392e+00 1.63410349e+00 -2.36949243e-01 -2.34290025e+00 -1.05619469e+00 -2.22821673e-01 1.60211421e+00 1.09669885e+00 1.69166958e+00 7.73131346e-01 3.11047374e-01 4.08778531e-01 -8.66887694e-01 -1.98761937e-03 -7.50873250e-01 4.33132923e-01 6.78137021e-01] Distance 8.133734493522068 Each least square approximations [-9.63930005e+00 -4.71345594e+00 -5.49903361e+00 7.59858659e-01 2.84238342e-01 1.75403741e+00 1.63035223e+00 1.20840092e+00 3.13303195e-01 1.67460359e+00 4.83468468e-01 8.43916403e-01 -2.18402929e-01 -1.05027119e+00 5.31731323e-03 1.26152211e+00 -2.24677770e+00 7.14758748e-01 1.08956104e+00 -2.00941330e+00] Distance 7.437790890667247 Each least square approximations [-10.72232001 6.83171616 1.57192915 -3.47819774 -3.07610027 -1.88798706 0.54590881 -0.05673865 1.04596973 -0.17541686 1.77297766 -0.94621055 2.83748057 -1.43393215 0.18301101 0.47577965 0.60873424 0.38243432 -0.15508375 0.14901076] Distance 4.504328486020958 Each least square approximations [-10.28187039 -0.76351697 6.58052755 -1.49376172 -2.02553635 0.80506333 -1.75976665 0.31909198 -0.62422648 -0.29094312 -1.38736878 0.20998395 1.66342542 1.46075925 0.3167896 0.22284606 0.314198 -1.04423942 0.33581123 0.18395978] Distance 7.570112402420024 Each least square approximations [10.22443059 -2.78585527 2.6595643 -2.6552018 2.24867355 0.87481194 -1.73073267 0.78800027 1.86959474 3.29828493 -0.34553855 0.35470194 -0.0127152 0.8695256 0.56496974 1.64429818 1.52314852 -1.64976109 1.54262393 1.51675731] Distance 7.870099779293445 Each least square approximations [10.7867565 4.39079907 1.36555228 -2.80205046 3.39078816 -1.74112875 0.25195622 -1.8793967 -1.85719542 -2.78707317 0.57957345 -2.120924 -1.46644314 -1.3037569 -2.58587048 -2.01148008 0.72200543 -0.26828397 0.32547772 0.76248925] Distance 5.525537085191854 Each least square approximations [10.65406714 -5.63207275 0.45998986 -3.23539519 1.62865627 0.35108254 -2.8387387 -0.4246924 2.08942254 0.74305538 1.87963704 -0.31271911 0.07395429 0.13272571 0.91641235 0.40019399 -0.59693313 -0.35105788 -0.52033321 1.69626883] Distance 6.767399570431331 Each least square approximations [-11.7682545 -4.92879063 1.72476691 3.30717136 -1.35471973 -3.06629547 -2.57377034 -1.47133408 -0.55129225 1.66026551 0.91757539 -0.15909545 -1.51052636 1.43026785 0.10887616 0.94424756 -0.28798292 -1.15989016 -2.2560116 0.35367726] Distance 3.6599740512181764 Each least square approximations [-6.56660175 8.05930612 -0.42806701 4.23709803 -2.12159348 0.02831089 -0.50623539 1.5166032 -2.86143923 -2.51713763 1.42384754 -2.9523633 -0.01087647 -0.0477718 -0.31068424 0.99740046 -0.26248747 -0.52365762 3.42358492 0.74125454] Distance 6.849138431151622 Each least square approximations [ 8.90087128e+00 -3.75855042e+00 1.18463556e+00 -2.27958102e+00 -4.87964014e+00 -1.95385584e-01 -1.65273753e+00 -5.01360289e-01 3.20435224e+00 5.29605724e-01 -1.31587541e+00 8.19239468e-05 -1.62498553e+00 3.29965365e-01 -1.07758096e-01 3.05200120e-01 1.65507299e+00 1.25001951e+00 8.27901496e-02 1.45048600e-01] Distance 8.538439310614242 Each least square approximations [ 9.11453293 -0.75165482 0.68799745 -2.06130544 0.2281452 -0.36887479 -1.6656458 -0.08839526 0.47303488 4.44631071 2.5356977 0.50943782 1.68973498 -4.28574617 2.49630042 0.09215988 1.23293306 0.01928238 -1.0477419 -1.16389713] Distance 8.348770958544023 Each least square approximations [-7.53857393 -5.58451656 -1.097742 -5.22013515 -1.52720985 1.72404189 -0.50135813 -0.310944 -2.80956757 -0.73928949 -1.37759235 1.89332921 -0.46457614 -1.42401721 0.99265199 1.68491689 -3.4830859 -0.20543113 -1.02374052 -0.82028285] Distance 7.946234456701796 Each least square approximations [-8.28430896 0.67548179 1.40456665 -3.51713238 -2.51901978 -1.68900478 4.49752844 1.50983728 3.50098994 -1.03210867 0.74470692 2.81661519 -1.74618055 0.57224235 -0.85244269 -1.42873887 0.92411107 2.92836706 -0.15270059 -0.72645883] Distance 8.129151856824382 Each least square approximations [-9.60774868 -3.02533489 3.41273587 1.60419989 2.13138469 -2.05352539 3.24296805 0.65671893 -1.19851171 0.09175753 0.91388341 0.80752548 4.50036104 -0.72358264 1.07476964 2.26734043 0.64926316 -0.2549729 -1.47291706 -1.51004598] Distance 6.987273552825931 Each least square approximations [11.59177979 -2.30805494 2.73729349 4.07457505 -3.03758697 -2.87730645 1.1260864 1.88544125 0.59778115 -0.18066051 -0.39595973 -0.41777967 1.73638781 0.44443474 2.5747906 0.56839634 -0.67431168 -1.58443991 -0.27199044 -0.63986783] Distance 4.324064635049887 Each least square approximations [ 6.26670101 2.01281042 -0.54454501 -2.13183259 2.2972023 -0.31238176 -3.09104256 -3.06864371 1.74033661 -3.12077083 2.51538249 -1.44237034 -1.65437451 1.73943361 0.43514209 -0.73967639 1.92081701 0.0710728 -0.01285136 -2.68693462] Distance 10.394891316520976 Each least square approximations [10.12044851 0.74904608 -1.67320309 -0.82518976 1.88075204 3.92135193 -3.23795514 3.00669774 1.5249111 -1.32775907 1.89440792 3.70210047 1.20522016 2.11981135 1.49068954 0.27465272 -0.7258617 1.26113544 -1.61529432 1.98982739] Distance 5.994712095925094 Each least square approximations [-7.86109781 -0.2284232 -2.63322293 3.85324462 -3.35867508 -1.28882081 0.61416372 1.10125624 -0.27858807 2.32509413 -1.17945985 1.16946762 -1.93164644 0.03854753 0.49656384 1.19647092 -2.5853327 1.32175907 -1.2908568 1.77529966] Distance 9.6999154413288 Each least square approximations [-5.30820817 4.17890163 -4.79634821 2.69147218 -0.7622062 -1.11030947 0.01337812 0.22507203 -2.45690739 5.01241801 -0.41704941 0.13697003 1.5301666 2.08590447 0.53969827 2.37766962 -1.09848152 1.77796576 0.56796704 -1.27884006] Distance 9.648556979255106 Each least square approximations [ 1.10965175e+01 -2.44889535e+00 -2.88434661e+00 1.76288868e+00 3.94650305e-03 2.78772823e+00 8.73847874e-02 4.73753973e-01 -2.75109454e-01 -2.09100713e+00 -1.51967916e+00 1.00707449e+00 1.21242520e+00 1.52655095e+00 -2.87124878e-01 3.81334317e-01 4.60283084e-01 -4.05388011e-01 -6.22885757e-01 -1.83923731e-01] Distance 7.7463793552807685 Each least square approximations [ 9.94881586 1.40490857 -2.37960282 0.19252246 1.13363219 2.49176103 -0.98209976 -1.35949036 0.70613204 1.73973416 2.53073407 0.76516933 -0.04408024 -0.18694449 0.15273456 -0.04787511 -2.3289689 0.36583169 -0.47580288 1.67897076] Distance 9.220877660102824 Each least square approximations [-10.04489828 -2.90533967 -2.40753325 -2.98692075 -0.07267671 1.27862074 2.97019426 1.9654423 -0.61365656 1.49353335 2.34063337 1.61056267 -2.16283455 0.49380395 1.39637537 1.66663206 0.58808776 0.90451079 1.46588682 0.39463967] Distance 7.680054161352647 Each least square approximations [-10.47495093 5.98403828 -1.82709976 0.30453659 -0.91457166 -1.27058818 0.87919336 0.06503027 -0.46341292 -0.26673356 3.17228989 0.40811297 0.99679693 -1.00294535 0.11016171 0.75347928 -0.59959715 0.33587526 0.09489837 0.94661715] Distance 7.382391324598009 Each least square approximations [-8.83009004 -1.85525654 3.33121155 -0.1572606 -2.48526465 0.74470435 -1.83291816 0.2965313 -3.57886237 -1.15730868 0.17001957 0.20249918 1.75538144 0.48897739 1.98677539 -0.41769309 -0.19548138 -0.49367834 0.23237642 0.7285562 ] Distance 9.794155661184506 Each least square approximations [ 7.14314005 -2.23889725 4.34719039 -2.35265252 1.51147436 1.17553828 -3.17550134 1.50779689 -0.95768084 3.20104092 -1.35787524 0.64669871 0.58589995 2.69620741 0.95887768 1.53036538 1.22774339 -4.2455547 1.94871796 0.3228056 ] Distance 8.771372502692886 Each least square approximations [ 1.15877702e+01 3.80942296e+00 -1.58400553e+00 7.11200341e-01 8.28604044e-01 -3.33847973e+00 -6.71599475e-03 -2.77391207e-01 9.72505966e-02 -2.81402218e+00 5.64095918e-01 -2.46149451e+00 -1.80666832e+00 -8.53151177e-01 1.53972884e-01 -1.02800941e+00 -3.44541621e-01 3.24807300e-02 -5.85690371e-01 4.58390047e-01] Distance 6.115721666620651 Each least square approximations [11.3767389 -2.52280607 0.44545266 -1.32739803 -0.52397334 2.19984291 -1.00818639 -1.87904001 1.9284795 0.69570355 -0.60772453 -0.72421528 0.69585741 -1.65107889 -1.97546818 -0.22083476 1.99853406 0.39483259 -0.71155937 0.60202449] Distance 7.514743139395211 Each least square approximations [-12.5990419 -1.81227624 -1.88151401 0.11582964 -2.43087849 -1.46070542 -1.060265 -1.15225689 -0.94824185 -0.22963633 0.75546653 0.05736503 1.53901783 -0.15388114 0.12958885 -0.85280275 0.29619099 -0.87626198 -1.77069682 1.2101934 ] Distance 5.914272806110174 Each least square approximations [-5.38125410e+00 4.35838373e+00 4.46315853e-01 1.84751205e+00 -2.83533011e+00 -2.36585377e+00 -4.04725492e+00 2.97310008e+00 -3.06753204e-02 4.50644381e+00 -1.01024137e+00 -2.50480640e-01 7.47436838e-01 2.77555735e+00 1.50195431e-01 1.68356780e+00 3.92013118e-01 3.10767432e-01 5.42168570e-01 1.30876436e-03] Distance 9.430041139634456 Each least square approximations [ 6.46876064 -4.56952233 -1.54323646 -1.12900259 -0.09095595 -1.68799537 -1.84952553 -0.90659977 1.45804894 -0.73702597 -3.43872317 0.49509843 -0.30691211 1.19349601 0.76666752 0.34527081 -0.17098069 0.17781917 -1.12412282 -1.58628215] Distance 10.868119296454779 Each least square approximations [ 9.66927376e+00 4.64928732e+00 4.64990081e-01 4.66789032e-01 -4.13731201e+00 -1.91293891e-01 3.32319194e-01 2.64282847e+00 -4.31203043e-01 2.09831517e+00 4.12809726e+00 1.78240412e+00 -1.21882311e+00 -2.60616452e+00 -9.28001197e-03 1.73772536e+00 1.06254915e+00 6.45897927e-01 -3.98474001e-01 1.49978111e+00] Distance 5.705338696327914 Each least square approximations [-8.49850441 -3.26254542 3.66069995 -3.52182894 -2.80748879 -0.26868173 1.52197016 1.02050919 1.08534301 -0.98700605 -0.70612577 -1.84042589 -4.68480491 -1.00760956 0.44980785 3.3307793 -0.22770989 0.73185304 -2.55523003 -0.40601203] Distance 6.696271450379345 Each least square approximations [-5.06433068 3.23268612 1.14208293 -0.72287444 1.07574092 -2.37103082 1.58181549 -1.15222549 1.23696963 0.51560216 2.45639131 5.11223527 -1.84583004 0.4387047 -1.79848241 0.76149243 1.75400286 1.04042749 -0.81754409 0.239063 ] Distance 10.844664708769072 Each least square approximations [-5.98752368 -0.84636861 0.58023888 2.02127786 -1.19838921 0.29728839 0.29263038 1.60143373 -2.78827858 -3.42440854 -0.49035321 3.01886041 5.34137481 -1.12098237 -0.26399733 0.68702816 0.17062703 1.64644075 0.75644872 0.09662012] Distance 10.233990631698811 Each least square approximations [ 6.53439046 -0.24992751 3.54223086 1.62083255 -2.27756611 -1.0694454 -0.03071446 2.27060461 -1.11275811 -0.36216623 -3.61083962 2.18442212 1.42429097 0.12993969 1.40660104 -1.6106352 -0.70564771 -2.61447603 -0.89612436 1.07444861] Distance 10.38711841948681 Each least square approximations [ 5.73028978 3.77364544 -1.9134247 3.96039032 1.42370555 -1.91618191 -0.85535333 -0.17574212 -0.08736034 -2.80190866 4.79086611 -1.70194699 -1.56006931 1.63316668 0.03901785 0.7284525 -0.54627444 -0.70842902 -0.53625063 -2.34911539] Distance 9.673309275870995 Each least square approximations [ 8.9641972 2.09994392 1.02883027 1.16843563 1.98471481 4.38350194 -1.08751932 -0.19756681 1.70083715 -2.23595327 1.39634574 -0.92919817 -1.71463033 -3.54066058 -1.18138214 -0.5317082 0.19032221 -0.26565607 -2.07353122 0.26515513] Distance 8.276494806495133 Each least square approximations [-5.80204208e+00 -2.60670913e+00 -2.85776298e+00 -5.99382690e-01 -2.87301967e+00 -7.27300780e-01 9.24091442e-01 -2.46320216e+00 1.86078789e+00 1.24375785e+00 -2.24327030e+00 7.53360201e-01 1.86123858e+00 -1.14419885e+00 -4.50246476e-01 1.79875177e-01 -1.16973713e+00 -1.67758185e-03 -1.96028372e+00 3.70562914e-01] Distance 11.258245678686437 Each least square approximations [-9.76895992 3.07442093 7.59808535 0.04848274 -1.83613187 0.32460611 -0.31134476 0.01987512 -2.94017295 2.24471019 1.60163721 1.37812616 0.74559022 1.30342164 -0.25556091 1.01699838 -0.38079475 0.51270705 0.47277181 -0.42567261] Distance 4.982791866199398 Each least square approximations [ 1.29963379 -3.79553612 0.51581114 -0.47016784 -2.49206127 -0.12080093 -1.67453528 -1.02637196 1.24447942 -1.60864896 -2.55477334 -0.31957474 -1.05763141 1.38783078 0.37402499 -0.18887547 1.37422131 0.49161873 1.62211332 -0.31758257] Distance 12.954623835386354 Each least square approximations [ 4.42910979 3.0455479 6.30333931 -0.34575105 2.93658265 -2.60338321 -1.19845976 -0.25616015 1.23913792 3.96401937 4.21141203 -0.49899429 -0.420814 -1.40631197 -0.62398323 1.11062512 2.06806076 0.12099263 0.37784877 0.72302742] Distance 9.149827967231849 Each least square approximations [-3.86746093 -2.70249361 1.66877095 -1.68817749 -6.65634672 -1.9350879 3.45536896 1.30115807 -1.34816672 -0.96960562 -2.21787106 2.62580576 1.63769289 -0.96675716 2.78345643 1.71302372 -0.90318468 0.36998625 -2.41735714 0.04623809] Distance 9.385457203820632 Each least square approximations [-4.02138804 -2.97638572 1.60838544 0.24172553 2.28630861 -5.08179778 2.5788588 1.39334727 -0.44561824 -2.52208473 1.91587999 2.141264 -0.99539615 -0.49328692 -2.22352047 1.17683141 0.54497479 3.24419488 -0.15781093 -0.58182807] Distance 10.604337814812952 Each least square approximations [-4.99178343 0.97766193 -1.05259148 2.29303215 -0.40413427 3.22690831 3.95895486 5.10125583 0.79290418 -2.69525969 3.1188334 1.82407108 2.75690877 -0.90014454 0.35283691 1.91631705 -0.86124376 -0.37544159 -0.31680562 0.23104373] Distance 9.727869010409758 Each least square approximations [ 6.49879939 2.78482213 -1.93457273 3.42671101 -3.19002097 -2.37929463 -1.81806077 2.32091235 -2.73147612 -2.37263527 -0.06937415 1.98280319 0.49243994 1.8076667 -1.09303501 -0.52555 -0.49899193 -1.48762749 0.5538312 -1.79419206] Distance 9.763992227863094 Each least square approximations [ 2.88188822 -0.86500905 -6.81762552 -1.78664542 0.85399985 -0.60842566 -5.02934298 -0.94605565 1.20778485 -0.60853621 1.87491817 -2.04520891 -0.57535314 1.00780471 0.42010706 0.97447966 2.36102738 -0.04641047 -0.45173234 0.36767488] Distance 10.459667051332035 Each least square approximations [ 4.91041896 4.69439127 -1.94961919 1.94469103 0.81183458 2.29608753 -4.47615237 -3.56625781 1.89287877 -1.80381444 0.62685903 2.78888058 1.57413313 -0.02685632 -0.59159371 1.53112111 0.66223571 0.3297985 -1.97920634 -0.20751722] Distance 9.809652722225938 Each least square approximations [-4.04110179 3.19442732 -3.25464991 -0.15853542 -1.46640258 -5.27678615 3.63706768 -0.38477795 0.42736813 1.52445738 0.62523669 -1.33206468 0.71431138 -3.27975555 0.08909704 2.5709012 0.82648092 -1.39502849 1.45115945 2.18844633] Distance 10.036450922085542 Each least square approximations [-4.13334256 1.7637737 -3.4531745 1.57729544 -4.70520633 1.25163336 -0.54863444 -0.6239115 -1.5452464 2.10640709 0.45057082 2.89299029 0.39147769 1.66941589 3.16990669 0.86914087 -0.40149004 0.66781258 -1.1228987 -1.23145823] Distance 10.671351705662952 Each least square approximations [ 3.84546013 0.25083342 -0.3739457 -0.15786393 0.16683562 4.05772903 -1.46803845 0.26586051 0.44907204 -3.67425843 -1.04345738 -0.45727739 -1.35736901 -0.03926215 0.83401992 -0.70576855 -0.27849129 0.39876937 -1.27370196 -1.89137321] Distance 12.173709536881013 Each least square approximations [ 5.15251501 1.78285124 -0.12540671 -1.56838286 3.29211476 4.03877904 1.56972102 -0.21912955 1.20872582 -0.17922917 3.13070035 -0.59561951 -0.62224193 -0.20230415 1.48269768 -0.94391425 -3.79478461 -0.54884768 -1.0946561 2.01690216] Distance 10.411921242178103 Each least square approximations [-6.03600041e+00 -7.56323750e-01 -1.89490168e+00 -5.31661417e+00 1.55531735e+00 -2.99619627e+00 1.90393484e+00 -2.82922216e-02 1.40018730e+00 1.62879461e+00 -4.75527045e-01 1.37483671e+00 -2.37049352e-02 6.68027897e-01 4.83361472e-01 -2.42562415e-02 2.44876479e+00 4.84726880e-01 2.04744502e-01 3.65782006e-03] Distance 10.384524604119665 Each least square approximations [-7.22828692 -3.71388998 0.34200323 0.99478397 0.27385505 2.7129515 1.38810639 -0.91770018 1.34705706 -0.94916911 2.91568844 3.57305156 2.71133272 2.45654007 1.50875098 0.89174679 -0.67140121 -2.19021808 -0.66774474 -0.26551586] Distance 9.047098908594405 Each least square approximations [-5.62908192 -3.92211768 0.29098165 2.34671909 -1.69735175 0.17248862 -2.06760448 -2.02828334 0.18710868 -2.04451358 0.72739139 3.73920463 -0.69736961 -0.45652296 0.88023706 -0.53386866 2.51778701 -2.15442213 -2.84997343 2.73091476] Distance 9.716196598777648 Each least square approximations [ 3.29070707e+00 -2.30960589e+00 3.54170568e+00 -4.17477947e-02 1.56601852e+00 1.29536645e+00 -1.29634336e+00 1.87786215e+00 2.19557787e-01 1.13495594e+00 1.97002931e+00 -1.04338282e-01 8.12680437e-01 1.97945268e+00 7.37109848e-01 -1.08839242e+00 2.07362981e+00 -1.16147983e+00 9.65344263e-01 1.03503558e-03] Distance 12.216605684644076 Each least square approximations [ 8.21619941 -2.2613147 -2.75717334 -0.78329343 -0.77549691 0.9756703 1.14679006 2.60017206 -1.94433385 0.96055831 3.88766321 -1.53481348 -2.17953298 0.33079749 1.57068556 1.83270107 -0.34444472 -0.26708905 0.39040647 -0.40910739] Distance 9.031855477234693 Each least square approximations [ 6.57153076 1.33007724 -2.14779436 0.74579476 -2.86922681 -1.18299634 -1.49743353 1.16658716 1.57674561 0.62836122 -0.67023975 -1.43316275 1.18452327 -2.98023763 0.66152098 1.99567852 0.49154039 2.7521364 1.51520298 -1.1537614 ] Distance 10.512663029725477 Each least square approximations [-6.8430209 5.10654617 2.71940033 -0.4667428 -1.63575255 -3.64264012 0.58969747 -2.02344622 -0.01518167 -1.28614846 -5.68836519 0.84095216 1.5288916 -0.2942498 -0.84849975 -2.04334445 -1.3560632 0.13619679 -0.5526167 -1.99227973] Distance 7.505539555015988 Each least square approximations [-6.09771559 2.10759793 -6.29646511 1.32580099 -3.13643652 -1.98276012 0.7123838 0.32058297 -2.07553781 0.78244795 -2.18781031 2.19558279 -1.97465211 1.65520256 3.03683412 1.94883998 -3.55120856 1.91470082 -0.09863931 -1.26750905] Distance 8.375547572948006 Each least square approximations [ 8.60270364 2.33097491 -1.02534961 -2.15420626 -0.65188487 4.40867993 -1.22609864 0.47728612 -1.44252008 -2.4969973 -0.50075372 -2.01011703 -0.3417091 -0.47184032 0.42032525 -0.76144826 -0.2954127 1.63002014 -0.6272165 0.19342614] Distance 9.799660862629377 Each least square approximations [ 9.2701814 2.78406661 -0.69108697 -5.21420501 2.60683048 1.87899854 -0.6785669 -0.86727996 1.87599741 -2.39204958 -0.67130251 2.01926197 2.14707604 0.13336529 1.97045195 -1.03691105 -1.40649697 -0.3853869 -0.47083505 0.80747448] Distance 7.771027119667521 Each least square approximations [-9.29282758 -1.06536515 -3.06225089 -1.99941363 3.24054668 -0.40162812 3.66228702 -2.26545008 2.0993287 0.56600143 -0.16261252 1.0923288 -0.81278731 -2.93622996 -0.50484783 -1.56077335 1.29308076 0.35436665 -0.43440331 1.29241757] Distance 8.245323045524138 Each least square approximations [-9.35072438 0.51710659 -0.41476995 -0.44814693 -3.45744391 -0.84628258 -2.53500989 -1.77530851 2.45009463 1.35057534 0.97598586 -0.90143328 0.1822369 2.80377142 -0.02856375 1.17253748 0.7136369 -0.40709462 -0.71207963 1.11984634] Distance 9.381535126091363 Each least square approximations [-8.10925545 -3.10456199 2.67855558 -0.73083154 -3.19529091 1.14767996 -3.65774298 -0.44771378 -0.02239303 0.34761364 -1.20021546 1.82368619 1.45382446 0.85748519 0.97137312 -0.9176386 0.8137818 0.61087497 0.9358433 0.27890169] Distance 9.99554949193337 Each least square approximations [ 7.57154875 -1.44167758 3.76036008 -3.06401097 4.18647615 -0.20628508 -3.80253527 -2.19568506 0.38626475 1.45360597 0.2699366 -0.04561602 -0.58306978 1.02629877 -0.60976869 -0.18178271 -0.22256155 -0.77010835 1.59580422 -0.8876521 ] Distance 9.578039311975015 Each least square approximations [12.81448007 -2.06612246 1.27161005 2.42872918 2.26324006 1.9355411 -0.63485283 -1.01449582 0.57554421 0.03452889 3.00361709 0.24150558 1.81042953 -1.0278472 1.36712898 -0.54046627 0.39667703 0.64414022 -0.02043135 1.07296981] Distance 3.9633186583501234 Each least square approximations [ 8.75088903 -1.29342056 1.62963286 -3.58465633 -2.55867377 -1.12235101 0.62125482 0.15347288 3.79673308 0.9311842 1.4896806 0.20746056 2.1050052 -1.71615494 1.63618941 1.80104385 2.26776469 -1.50446989 -2.10970769 0.63731954] Distance 8.634733731886781 Each least square approximations [-10.34516157 0.46085435 3.16199266 -2.23283395 -2.00849185 -1.14275889 1.26021372 2.03798215 -0.41754605 3.42394493 -2.24368904 1.06752592 0.81298262 0.43765826 1.31044616 -0.83321893 0.94906734 -0.51811386 -1.88560217 -1.42311358] Distance 7.632203116098833 Each least square approximations [-7.31156747 -4.03530911 -5.0784597 -0.69419739 0.674307 1.60282084 -0.79224201 -1.05592284 -3.34556336 -0.80252438 -3.36098762 0.30973281 -2.80749873 0.34448726 -0.84039321 -0.76888552 0.12225557 -0.07127603 0.32978506 -0.693229 ] Distance 7.951366313806497 Each least square approximations [ 3.91255867 2.95673963 1.0572893 -0.70115132 -0.8120211 1.49619734 -1.88664987 -2.35490923 -4.19188949 -1.56235208 -2.53866366 -0.99354222 0.92497077 -0.7798555 0.49457271 0.03601776 1.58277651 1.04375943 -1.14142407 1.32861574] Distance 11.120360783602102 Each least square approximations [ 5.60441548 1.68987197 -2.75051852 -1.79315704 3.88552973 -2.52536136 2.67067232 0.80636187 2.50623747 1.57945855 -0.61986749 -0.46359084 0.19639032 4.68904618 -1.19511209 -1.68853639 0.97060064 -2.19201072 1.8619662 -0.25118433] Distance 8.825070471815035 Each least square approximations [-6.134477 4.57008215 -3.98366173 1.47184409 1.05410095 2.32748584 1.37159247 -0.1914774 1.00402569 0.85413239 1.77291266 0.15138502 -1.10243735 -1.26236894 -0.92984637 -0.18033625 -0.51313326 -0.53587243 -0.87029334 2.51661954] Distance 9.792437583932925 Each least square approximations [-3.48753796 0.33882914 0.22839081 -2.73726326 -0.80312496 -1.45841963 -2.12820666 -1.59619053 -0.19345844 1.52887865 -2.56746286 -1.86047036 1.67984117 -0.19482747 2.3058822 0.99159612 1.15844535 0.40133074 -0.92438229 0.96574653] Distance 11.941206627792111 Each least square approximations [-5.56536617 2.24696234 0.5019003 -2.74174225 -0.1163627 1.48471684 -5.35178967 -1.46434076 -1.18588061 1.05795803 2.10976875 -0.17968431 0.24613392 -0.78742053 0.43280087 -4.08272426 1.5384644 -0.10946532 1.07409323 0.35609048] Distance 9.599090507022105 Each least square approximations [ 5.0065244 2.79562617 0.40350508 -5.61180254 1.55029918 2.23401911 2.03686618 -0.41853619 -1.38102837 -0.02608964 0.76884579 -2.1819549 1.06455992 1.09414027 0.29039759 1.16813401 0.34467476 0.11925856 2.16139989 0.49291645] Distance 10.237254083858444 Each least square approximations [ 5.27205178 1.27356512 1.62279913 -1.9884703 -0.13987483 -0.08987929 -2.25222845 1.14586809 2.54303834 -0.40767507 0.59244119 0.48801975 1.20322083 -3.92658627 0.53470418 1.30848016 0.04858767 -1.19153773 -0.23453358 0.22399284] Distance 11.274385982421265 Each least square approximations [ 5.12152526 0.32979734 -0.24457779 -4.04310545 0.66279974 -2.50111613 2.32076108 -0.92117809 -0.13472442 -0.65973488 -2.2414146 -0.95847431 2.1623674 0.01310493 -0.35644987 -0.23072215 -0.97775296 -2.21112936 0.89382979 0.43784993] Distance 11.107644360787924 Each least square approximations [-4.70023206 -1.31590511 3.57549814 0.44323414 -0.37417283 1.46134086 1.79525392 0.51191259 1.23169683 -0.00788683 0.78235887 -0.6293769 1.10073005 0.22348772 1.39298773 -1.07373694 3.00111308 -1.77103048 -0.54552735 0.83895412] Distance 11.599683847165133 Each least square approximations [-7.75710553 -5.78005651 -4.01112762 5.48210376 -2.50378526 0.54975192 1.49824412 2.10230727 3.60971368 -0.07941666 -2.33477349 -0.04289292 -0.3767895 1.01053546 0.7073784 2.38891271 1.10739762 0.79905797 1.10387855 0.61937353] Distance 4.302282897062551 Each least square approximations [ 4.75480163 2.82250107 0.81852209 -1.30312749 -0.51497343 2.11219299 -2.05224835 -2.3057601 -2.47915644 -2.23843657 -2.09158511 -0.82376626 0.6178386 -0.85587246 1.33660224 -0.56532211 0.38911697 2.05093987 0.72960989 -1.5615321 ] Distance 11.262319225152995 Each least square approximations [ 5.42468425 0.86802333 -1.45833566 -1.82853 2.65328951 -2.86116069 0.722471 -0.4334776 3.72047263 -2.0105611 2.50357902 2.20464172 -3.52634168 0.06509927 0.76242029 -2.58961792 -0.45050443 -1.12136813 4.05006568 0.39126954] Distance 9.080390088860716 Each least square approximations [-5.99513737 0.48139419 -2.89926721 -0.03013958 -1.93881817 -0.01403203 3.10140373 -0.73978208 1.00001624 -2.33583343 2.36422911 -3.89868338 0.0763464 -1.54571 -2.67412703 -1.29611845 -0.69743149 -0.85842025 1.1485391 -0.68907645] Distance 10.040042117063528 Each least square approximations [-3.85442867 1.38749821 1.73731801 -1.02632282 -2.79516941 1.83683913 -3.03734855 -2.51929563 -0.44615251 -2.60502382 -0.97186791 -0.31904579 1.46137761 1.36971081 1.17957748 1.24705801 0.25697715 0.10551903 -1.70114419 1.16492386] Distance 11.570037859208439 Each least square approximations [-6.01558682 1.21904579 0.8972719 2.08825758 -2.68595294 1.51895811 -3.06927612 1.12944623 3.57677035 -1.28479614 -1.05175528 -0.31196891 1.76168913 1.38318422 0.21313036 -2.0888435 1.27964246 2.28016133 -1.49678489 2.43375016] Distance 9.882628396727581 Each least square approximations [ 5.65159702 1.28568337 0.55346314 -4.31969573 1.13227891 -0.60857666 0.14117992 0.10159345 -0.29118393 0.80897199 2.40300934 1.53507317 -1.37963129 -2.34356575 -0.61420039 2.26869718 2.94395728 1.56084047 -0.99096696 0.91136165] Distance 10.575836866616179 Each least square approximations [ 5.36931331 -0.10027729 0.829299 -2.22923888 2.288685 -0.45859829 1.78756094 1.40222355 1.06970026 1.70050196 3.36110691 -1.5219445 0.84130552 -2.37204595 0.89305475 0.17066279 1.4122057 -0.70067361 0.06674557 2.61747031] Distance 11.024440155996112 Each least square approximations [ 4.37264197 -0.91194747 -0.55834694 -2.92789388 -0.53035023 -1.89547436 -1.40889975 -1.13060634 0.51916338 -0.49735317 1.3106221 -0.32074048 -0.32743245 -0.71683204 1.95248359 0.3664678 1.94843132 0.12636967 -0.27470585 -1.49925802] Distance 12.32000012938795 Each least square approximations [-3.94788884 -0.74938231 4.07343768 0.97147187 -0.58935417 -0.5488612 -1.68488312 0.51613689 -0.37242993 1.92915549 -1.92721165 -1.02345945 2.12067386 -0.72277394 0.96261077 -1.0470731 2.07781511 -2.21700597 -1.50822631 0.46071596] Distance 11.660808728090979 Each least square approximations [-6.04344137 3.50366843 -6.49568387 1.63326966 -1.511017 -0.28712696 2.19851081 -0.76033441 -4.23858818 1.13686766 0.72210124 -0.93710349 0.97377902 1.47822083 -2.08168265 2.10999442 -1.02567151 0.81937663 -0.92488265 -0.12141897] Distance 8.727395981464214 Each least square approximations [ 9.9687086 -1.2759665 0.43761696 -1.19963469 0.3049032 1.75532603 -2.08252433 -2.24614451 -1.17002782 -2.31610629 -0.71576857 -0.88952489 0.47900079 2.88399072 0.14238032 1.14192897 0.75836466 1.76091704 -1.17601575 1.61329178] Distance 8.486182249461919 Each least square approximations [ 9.23071863 -0.45934846 -4.13860581 -0.59781022 2.59952152 1.693199 -2.48984607 -0.22407707 2.15033984 0.67329037 1.75431802 -0.56095683 1.16368123 1.2295548 0.13362328 0.4933126 -1.22365171 -0.74697192 0.76771028 -0.0556773 ] Distance 8.930506300770183 Each least square approximations [-8.65021527 -2.00016992 -4.33393861 -2.2545667 1.9348848 -0.66700146 0.46611293 1.41855506 -1.89233141 0.10045049 2.8463793 2.85294071 -0.57419293 0.3019084 1.01060376 1.61007017 -2.2983731 0.56221349 -1.63278231 -0.60163796] Distance 8.436268534726716 Each least square approximations [-10.36077757 3.26856596 -0.82411905 -0.36291918 -0.05419275 -1.18386447 1.05963027 -1.18332799 0.52297087 2.84341319 -1.07502252 0.94543672 0.40052496 -0.69489362 -0.29410266 1.85152385 -0.12265351 1.53059845 -0.25303108 1.64710454] Distance 8.384907324187214 Each least square approximations [-10.07633623 -3.60955219 1.08063918 -1.75298143 -1.86313445 1.01647465 -1.9611678 -0.76593347 -0.79537354 -0.04944028 2.94391502 0.38277228 1.10237716 1.4413675 1.62468033 0.63055021 -0.81904241 0.51140756 -0.14892303 -1.16304115] Distance 8.182310388787025 Each least square approximations [ 9.05093944 -1.49964461 4.67937967 -2.9370103 0.06429624 3.13027472 -1.93895888 1.13294627 0.31714578 0.48172264 -0.63543885 0.03417423 -1.34391723 2.30072091 0.07085459 0.15055579 0.70321439 -3.67857808 2.50070897 -0.35729824] Distance 7.413888677640187 Each least square approximations [10.10130154 3.45569673 0.57775282 -2.34998687 0.09493536 -1.11576673 -1.94143025 1.52768127 -0.30016771 -4.4271025 0.37671484 2.55415792 -1.98265162 0.11053928 1.07672019 -1.20238385 -0.52394465 0.1075606 1.0660016 -0.54052781] Distance 7.139047647145243 Each least square approximations [11.669223 -1.77273675 0.57137887 -2.33834891 -4.52871687 -0.33339028 -1.19120145 -1.79371343 -0.46803003 0.21527938 -1.04899948 -0.17178069 0.54056641 0.60892728 -0.64337435 -1.55772756 -0.22592259 0.02579493 0.68599922 1.19788235] Distance 5.962765026974293 Each least square approximations [-11.2834519 0.51120271 1.18378218 1.08475533 -3.05239753 1.91002689 -0.31681169 -1.36874752 0.84858459 -0.87284634 -0.31281812 0.37425598 -1.64780571 3.35604588 0.37333104 0.59898206 0.6219711 0.19640996 0.35275852 2.68255874] Distance 6.613463648038357 Each least square approximations [-6.65580564 3.72092113 -6.76196216 2.1769633 -0.41766679 -3.43906561 2.03456654 -0.06914663 -2.69838533 2.14656951 -1.55804469 1.18898103 -0.74956495 1.36908253 -0.2915312 0.86872827 -1.24169307 2.39173739 -0.2554979 -1.80856655] Distance 7.722272402468058 Each least square approximations [ 9.85695442 2.69227355 -1.14732282 -1.55053088 -0.70912191 5.32007737 -2.16637129 0.20042737 -0.14505324 -1.35351519 0.68106915 -0.17162093 0.67429451 0.271677 0.25932102 0.88632049 0.31247132 -0.18822476 -1.2639703 1.4510535 ] Distance 8.04739141703568 Each least square approximations [ 9.83931889 -0.35786186 -2.45605911 -3.71362508 4.09244269 1.87051889 -2.04110205 -2.6078992 0.69760442 -0.90347716 0.08137537 -0.93939421 0.3881082 -0.70427779 -0.38916662 -0.61032054 -1.4978727 -0.7030584 -0.16634473 0.10239122] Distance 7.737950601936434 Each least square approximations [-1.01816136e+01 -3.07976077e+00 -4.20659730e+00 1.25469012e+00 1.77638739e+00 1.14013148e-04 1.07908118e+00 -2.22138620e-02 9.25861250e-01 -1.23963873e-01 2.23579457e+00 3.18137843e+00 -7.72502921e-01 -9.93887796e-01 -3.70796393e-01 -1.55686094e+00 -4.55619524e-01 2.68361506e-01 7.39879064e-01 2.18265705e+00] Distance 7.177911274272883 Each least square approximations [-11.53790056 2.61958093 -2.26007279 -0.99340619 -1.58397069 -0.74982085 -3.28555624 -0.67939639 1.05661083 1.98064046 -0.08370195 -0.16220488 0.52048241 1.29367147 0.28118144 1.21564546 -0.30509927 0.91258048 -0.27480444 -0.25873035] Distance 6.628878484465809 Each least square approximations [-9.09633983 -2.69451343 3.96775794 -1.40212059 -4.73420368 2.50784067 -2.85637507 -0.84228973 0.06274447 1.51252036 -0.52895542 -0.54296022 0.36907798 -1.7496649 0.97366228 -0.39361495 -0.83932391 -0.96750647 0.63959722 -1.27261034] Distance 7.6074412144747745 Each least square approximations [ 8.18078252 -1.85714868 4.81600134 -3.6934871 5.0827984 0.6844079 -2.33519563 -0.73024185 -0.34365972 1.60972686 0.58867717 0.07151926 0.6882801 0.68498937 -0.20206225 -0.52266101 0.23540969 -0.61104711 1.58672972 -0.98309162] Distance 8.140130832974336 Each least square approximations [ 1.21345553e+01 3.36335229e+00 1.60025947e+00 -1.88177581e+00 1.36102036e+00 1.87733079e+00 -1.32302702e+00 6.83817166e-01 1.34009988e+00 5.25904244e-01 -1.37923942e+00 -1.20057257e+00 -1.43984966e-01 -8.86406237e-02 -3.99294944e-01 2.07280221e-03 2.14391027e-01 -8.24257235e-01 6.51979652e-01 -3.49343852e-01] Distance 5.90417880413965 Each least square approximations [10.77594625 -1.86367642 0.88833502 -3.93723819 -0.26458085 -1.75997865 1.74079145 -1.98765554 -0.06421744 1.77436905 0.5510967 -0.16844724 0.61720846 0.47655415 0.5798141 2.17716713 1.58201555 1.11746253 -1.22047081 0.48985524] Distance 7.301257432297406 Each least square approximations [-12.86066486 -1.93635462 2.58789891 -1.33200555 1.80042735 1.0698998 0.94595935 2.39663861 1.35082242 1.14067666 -0.48685715 -0.79695206 1.62679871 -0.67633657 -0.53427215 0.65224771 -1.19575185 -0.93366937 -0.19773788 0.30293651] Distance 3.8864362843654923 Each least square approximations [-8.45232956 4.30471017 -3.91021905 1.44578369 -1.30397502 -0.57475442 2.72835415 -2.50816797 -3.57209074 -2.34082158 0.53535068 0.63427395 0.46067357 0.45188023 1.7479744 2.41952165 -0.92501048 1.07100627 -0.58461257 -2.67640607] Distance 7.608062313714043 Each least square approximations [ 7.62752236 1.37771769 0.67702834 -0.02374241 -2.56792959 5.32658679 -1.3361631 -0.97771279 -0.51673069 -2.88735008 -0.7782882 -1.08790908 -0.12400451 -0.15472079 -0.44914255 0.82691289 -0.02846525 1.73146127 1.4414711 0.71183368] Distance 10.179241243056197 Each least square approximations [ 7.29379605 0.41724685 0.10737552 -3.71266694 7.14540597 0.644464 -2.5565433 -2.04965437 0.48365737 0.8109956 0.23040966 0.83799425 0.63295389 -0.6729071 1.51207728 -0.03925379 -0.87583567 -1.43591964 -1.1860935 0.15227514] Distance 8.963087783617016 Each least square approximations [-8.53382977 -1.7929377 -4.07094885 -2.10710143 1.24409947 -1.08132113 2.55740756 -1.02288912 1.11865383 0.57773011 -0.70007064 6.05978225 1.71130587 -0.71977573 -0.39924697 -0.88372605 -0.99608921 0.25627297 0.69062301 -0.63492157] Distance 8.14150565615705 Each least square approximations [-10.86532733 -3.20786215 -3.47374471 -3.34139161 -2.3393087 -2.43550757 1.3431369 -0.48419097 1.5500347 -0.78085817 -0.30011392 -1.28309579 2.50078036 0.64993756 -1.05757853 0.86556288 -1.3600311 -0.33820767 0.1857851 0.79069714] Distance 6.150267179193778 Each least square approximations [-10.08071562 -2.82014233 2.39087956 -0.28509892 -1.29887548 1.65835038 0.28536053 1.41584651 0.81037564 2.8903874 0.48401668 0.91446001 0.84087181 0.59631673 2.08007733 -0.28853955 -0.02766978 -1.45569813 0.79118002 0.03756612] Distance 8.863751420496621 Each least square approximations [ 8.82827705 0.3702813 2.91367443 -0.64870305 3.2047816 0.19753018 -1.41200696 1.49517979 2.5054687 0.86752724 3.03592491 -0.71066874 0.50063763 3.15473783 -1.36921531 1.32814711 0.60211178 -1.10619775 2.76873434 -0.85178234] Distance 8.755926572189837 Each least square approximations [ 1.13427393e+01 -1.50019706e+00 -2.61440865e+00 -5.43478038e+00 -1.19877898e+00 2.44757533e+00 -2.46115064e+00 -3.04977830e+00 5.08369250e-01 -1.97166606e-01 1.06486503e+00 2.64261395e-04 -9.80929444e-01 -5.15924650e-01 3.11619693e-01 -3.16031266e-01 1.13145862e+00 -7.24223883e-01 1.12645219e+00 -2.86278695e-01] Distance 4.762747811689507 Each least square approximations [ 9.18969561 -0.76894504 -2.26652538 -2.54205277 -2.64145437 -0.89455734 -0.89471027 -1.23206091 1.86422164 0.46409494 -0.55609942 1.80725553 2.99686273 1.33024971 2.60312921 1.97046479 -0.60011863 1.40702711 -1.16546524 0.61475155] Distance 8.903562341809144 Each least square approximations [-11.606181 5.05930902 0.88823582 2.53040458 1.62041749 -2.30208207 1.54929938 0.98446945 0.47060413 2.40794664 -1.09523476 0.12365334 -1.50209857 0.41121312 1.45942539 0.74194443 -0.20117351 -0.5350656 0.10212732 -0.44058868] Distance 5.206144059390748 Each least square approximations [-7.14516111 4.89010289 5.0246277 0.9050963 3.4751626 1.21771892 2.86987844 2.58253652 -1.46999885 1.47897195 -0.71745732 1.28533261 -2.34167436 -0.39218234 -0.30924883 1.93090465 -0.69651777 1.55888297 -2.31897297 0.27128812] Distance 7.325690542737819 Each least square approximations [ 3.45214135 -2.14475129 -1.98151866 0.20895615 -1.26150394 1.39027171 -2.5998504 -2.63766583 2.03936524 2.72592994 0.40674526 0.74221881 -0.86877069 0.82519869 -0.01145622 -1.52821401 1.68429666 0.78177735 2.28694233 0.27887605] Distance 12.039314493776555 Each least square approximations [ 4.39253123 -0.28095711 2.11619313 -0.40712067 3.47554891 -0.07493756 -0.21454642 -1.60004373 -1.15575705 3.00777294 2.04165282 3.77755785 0.59268952 -1.00866398 -0.28077992 -0.9967873 2.47062483 -2.11290017 -0.0747974 1.44960447] Distance 11.174109576352132 Each least square approximations [-5.44561538 -0.57177598 -0.33947893 0.20006008 -5.01120908 0.16665701 2.30453658 -2.36372215 1.05559332 -1.45683546 -1.47638508 2.26609795 3.22864705 -1.13207134 4.96129984 -0.23354437 -2.90189625 1.96336049 0.0714128 -1.29868895] Distance 8.968699857190888 Each least square approximations [-7.09898919 -3.05116287 0.30031002 -2.25183252 2.62208343 -4.00121859 -0.67270283 1.65448002 -0.88894011 -3.63388631 3.44410022 -0.22242433 -1.90127824 -2.38420388 -1.3924596 1.14523064 1.05042681 1.1141537 1.20603209 -2.02027552] Distance 8.380221785220794 Each least square approximations [-5.8622494 4.5891748 3.71456372 1.73417951 0.43140766 3.29668681 3.16928875 1.31304709 -0.36191085 -2.96773671 2.4135161 0.3861509 0.45417406 -0.8525926 0.16049967 3.35699958 -0.65731483 -0.28363021 0.06527088 0.04161509] Distance 9.208272609636458 Each least square approximations [ 6.6988292 0.45613329 -2.80305745 1.94766687 -0.56042669 0.37123076 -3.41268436 2.84932019 -3.1313725 1.54409813 -0.05080022 -1.86715054 1.06863878 -1.41328372 -0.46139785 0.04201224 0.87714696 -1.23560118 0.05541405 0.99594903] Distance 10.403503808310772 Each least square approximations [ 4.03750373 2.17380389 -3.33833009 -2.17526308 0.18074114 1.28761865 -1.30216568 -4.53146355 -1.32937998 1.70422669 1.41838061 -0.68969089 -2.00326414 1.1892995 -2.07119112 1.62470183 1.77188009 -0.83872134 -0.95216517 0.63246844] Distance 11.04613652246423 Each least square approximations [ 5.00784991 1.54224286 -2.80863906 0.51286265 0.92716539 0.74873822 -3.72134978 -2.63038462 1.2714432 3.66034877 -0.22583163 0.57350923 1.53896482 1.32942189 -0.32030509 3.51668291 -3.17674347 0.48340412 -1.15746674 0.78194035] Distance 10.268087460235938 Each least square approximations [-5.39673306 0.92952577 -1.48929894 1.53619595 1.2530411 -2.9023777 2.10686646 -0.68134054 -0.07921149 1.24661901 -0.67137871 -1.86379748 -1.43693219 -2.53292651 -1.68766908 1.60282473 0.35686163 -2.48236336 0.92086375 0.50171761] Distance 11.457352960101115 Each least square approximations [-6.48305058 1.62344416 -5.95085464 2.36227144 -2.34511051 -3.21804991 1.26603103 -1.21958834 -2.88144977 3.13117654 -0.63554087 -0.38362534 -0.52984026 2.28042388 2.09221829 0.29682161 -2.55776327 1.18161951 -1.10123924 0.1069051 ] Distance 8.680496229029014 Each least square approximations [ 9.06342404 1.96503622 -3.07416395 -0.80261857 -0.1855949 4.78720294 -0.93337356 0.31849052 0.01916803 -1.68320968 0.2656637 -0.40020665 2.02944565 0.80070623 0.38476088 -0.90639308 1.18361706 1.41164319 0.6876664 -1.1428784 ] Distance 9.15040029703018 Each least square approximations [ 9.29500071 1.14764388 -0.71898752 -1.69609482 3.54788186 2.71469201 -3.11731087 -1.82394835 0.55638988 -0.28785683 0.08289446 0.05083547 -0.41594112 0.55291389 1.44276307 -1.23830092 -1.85952008 -1.81086845 0.89427021 1.20585301] Distance 8.951349853218609 Each least square approximations [-8.79320175 -1.73979732 -4.14733142 -2.52995884 1.28971509 -0.58169805 2.52770557 0.51055343 2.91724721 0.50631606 0.35543268 2.52512286 -0.59421741 -1.15903473 -1.59764387 -0.99484783 0.8777527 0.5982805 0.19122654 1.02188427] Distance 9.077729467640571 Each least square approximations [-11.11068536 1.42383301 -3.54168204 1.98166961 -1.11346473 -2.27737211 -1.94080526 -3.14652843 1.33767201 1.25388628 0.39009421 -0.12935297 2.22122259 0.47385813 1.30081726 1.50569448 1.0332623 0.19151553 0.74933463 -0.4575557 ] Distance 6.4156286708666475 Each least square approximations [-8.79866073 -3.31022753 1.77461561 1.76844911 -3.55479103 2.71446211 -3.9715007 -0.03727032 0.15405352 1.29361829 -0.17798261 1.60900632 -0.9542795 1.03676294 1.05295394 -0.97798129 0.2527715 -1.35089192 1.29609651 0.03440379] Distance 8.680683510155289 Each least square approximations [ 6.90140434 -0.96198145 5.0900987 -3.63864124 4.00958751 0.40137217 -3.75098295 -0.46636975 -1.03072959 1.57820338 0.26120393 -0.39302217 1.1391564 2.12519505 0.25280956 -0.52751114 2.12233397 -1.49755207 1.63249797 -0.82687889] Distance 8.914346711724887 Each least square approximations [12.96762853 2.19304801 -3.0408681 -0.87015708 0.14726052 1.52048006 1.13186703 2.11020188 -1.88541414 0.49648854 -1.23335269 -0.47469482 1.58714611 -1.22741236 0.26668759 -0.23734832 0.92174517 -0.28471067 -0.71860241 -1.8609715 ] Distance 3.4742931714770493 Each least square approximations [ 9.93363269 -0.88963029 1.43511605 -2.19271106 -3.41780045 0.79391214 -0.12595463 -2.01949044 0.84042217 1.70431769 0.62009178 -0.54718408 -0.13979334 -0.39448073 0.50919619 3.45645749 0.10001461 0.74850012 -0.27229154 0.71069447] Distance 8.783761640924585 Each least square approximations [-12.28134169 0.39007053 2.15566765 -1.75861625 -0.60527862 0.12620092 0.75717537 -0.23904447 -1.88905894 -0.06331506 -0.335794 -2.30260225 1.35494576 0.04401481 -0.89722392 2.02241308 0.37163234 -0.22566827 0.46543643 -0.92540232] Distance 6.403446814916441 Each least square approximations [-6.53742565 0.0959704 -1.62181272 3.99255563 -3.56282863 0.14227039 1.05117307 0.05118973 0.08183839 0.29230098 1.26607522 -0.82048349 2.64382398 0.64087306 1.37587888 2.88477214 -2.19874353 0.21035839 -0.556435 2.77824922] Distance 9.581884871683158 Each least square approximations [ 5.42329192 0.16152709 0.18205124 -0.77585313 -1.80161403 2.03458169 -1.78447162 -2.25068597 0.00993861 -1.0236423 -1.09271813 -0.43731782 -0.65063929 0.42140581 0.37700802 -1.48747039 0.0398585 1.73298043 1.75365633 -2.23799664] Distance 11.732717115170983 Each least square approximations [ 5.79062329 0.81958346 0.07199814 -0.18661174 2.37473731 -1.18460367 -2.08270998 -2.84900516 3.78582629 0.40306874 1.66973181 1.37230412 -1.69872242 -1.20353414 1.96857201 -0.94828163 -2.10742355 0.06600792 0.81012089 0.26395294] Distance 10.61396107285833 Each least square approximations [-5.58543566 -3.61763404 -2.00449546 -4.74936749 -1.76220072 -0.41757524 1.36573827 0.38103575 -0.70495307 0.35791318 1.3069459 -1.02059387 2.42214566 -1.33470591 -0.50888564 -1.40453625 -2.37055661 0.86425602 -0.98627803 -0.65420401] Distance 10.132712748171144 Each least square approximations [-7.00345974 -0.87331637 0.29825971 1.26091505 -2.07745314 0.86851382 -0.02161778 -0.61991943 -1.19260464 -1.98436634 0.59896614 2.00654515 0.28764018 0.15769525 -1.6436664 0.98468625 1.23003039 -1.4861164 -0.99263361 -0.63702032] Distance 11.147259971410914 Each least square approximations [-8.8728445 -2.77582927 -1.00172957 6.73464571 0.08677363 0.321936 -0.87374601 0.42124533 2.64246858 -2.37594621 0.16326092 -0.6941353 -1.04091661 2.24591542 -0.25831609 0.39129845 1.89146623 1.69763382 -0.38518053 0.83798787] Distance 6.261413401478644 Each least square approximations [ 7.06731326 -0.38963357 -0.05494991 -1.61242986 0.48151215 -1.25062659 -2.06765038 1.56570541 -0.4770961 -0.37422106 1.40250534 0.28784041 0.91483702 -0.74050802 -0.01526295 -0.34431486 1.5947952 -1.11324274 0.44704321 1.5996039 ] Distance 11.320587647864938 Each least square approximations [ 6.52066267 -1.71233274 -3.22443963 -3.6860605 2.63850205 -0.47939802 1.94063005 1.52241516 -1.66002335 0.93427103 1.72061337 -1.65786561 0.67143717 -0.78544252 0.32787956 1.25286142 -0.3440259 0.4885877 0.20028064 0.61789578] Distance 10.211308932531434 Each least square approximations [ 5.95044201 -0.92351945 -2.98000869 -0.21485814 -2.6231932 -1.30637614 -4.03655422 -1.81058753 0.47320931 -0.14209129 3.53944209 1.76388429 -0.37760803 -0.39727206 0.84763513 2.27485319 1.2911829 2.17085938 -0.02916971 -0.02872613] Distance 9.901383057980613 Each least square approximations [-6.06686605 3.00941957 1.10541389 1.51298955 -2.33967 -2.62806137 -2.36606688 -0.46302359 -1.24785987 2.08449066 -1.42390119 -2.18435408 1.61263397 0.6616782 0.07676383 0.40087968 0.2917568 1.48901759 0.38734082 -0.27951049] Distance 10.669498365309824 Each least square approximations [-6.40213624 5.21542546 -5.63101709 3.30547549 1.39840576 -3.94287608 0.87917113 -0.8588854 -1.03260905 0.26872924 0.11325834 -1.00721214 -0.31756581 2.66690575 0.64626003 -1.33761901 -0.81725985 0.86489357 -0.74011465 -1.66977979] Distance 8.530207176327023 Each least square approximations [10.81313964 0.47505325 -1.99152286 -3.12489548 0.30113155 3.49730502 -2.7716508 1.66460451 0.04484202 0.68035084 -0.15622601 0.47502311 -0.87044202 0.67353884 0.42241088 0.95344013 -0.4900699 0.08628281 -0.11046256 -0.26601987] Distance 7.870025365950226 Each least square approximations [10.67671557 -2.23948275 -2.32601267 -0.79208985 1.52439307 2.92234022 -2.15400343 -2.37362843 -0.31779342 1.75769969 1.06402196 1.16223625 0.19056219 -0.08471549 1.46194222 -0.36239723 0.13297876 -0.58748497 0.52408912 0.56718145] Distance 7.98808579760427 Each least square approximations [-8.75992963 -3.37290383 -4.76949595 -1.97689046 1.41574881 1.44496876 1.02446073 2.2954925 1.44598149 -1.78100763 0.84953992 2.69314345 -1.46160682 -0.9707834 0.6376565 -0.7287401 -0.76568147 0.37642925 0.27885801 -1.54208167] Distance 8.562672842651047 Each least square approximations [-11.44377005 3.62623619 -0.84619249 -1.22883239 -1.31412431 -1.0459109 -0.36058504 1.41488852 2.9267033 0.61479831 -0.63713681 0.53873197 -0.49590601 1.90944163 2.10964408 1.7994165 0.27459472 -0.18342628 0.94875034 -0.61898463] Distance 6.710919364690305 Each least square approximations [-8.93432665 -3.29273008 4.904208 -1.00496458 -0.32944855 2.96396631 -0.91938858 -1.10019909 0.82352353 2.31722098 0.03019797 1.19642215 1.12383735 -0.38456973 1.89300972 -0.02436784 1.04500433 -0.49073762 -0.39031052 -0.38134943] Distance 8.840629564129298 Each least square approximations [ 9.00746812 -1.1780994 5.66410154 -0.66904479 3.43095802 1.2710172 -1.51452847 0.3641698 0.44625988 1.57604873 -0.43257106 -1.67035062 -0.97456116 -0.44578348 -0.82133432 0.1612344 0.47266466 -2.52847448 0.20602174 -0.04492632] Distance 8.596589968078458 Each least square approximations [10.6429097 5.87120251 0.32083497 -0.67221604 4.38019978 1.00268469 -0.67452962 -0.83190436 -0.86080088 -2.38438986 -0.57058896 -0.060885 -0.58048993 0.39619133 -0.89114584 1.21146064 0.35988513 -0.28471505 0.20528579 -0.94082004] Distance 6.217082640444258 Each least square approximations [10.76102666 -2.74311268 0.93530514 -3.93656658 0.11689255 2.5667283 -1.84314656 -0.92497535 -0.8107104 2.65121227 0.67819183 -0.16061091 -1.11974009 -0.99950235 0.18880548 1.02962049 0.09854516 -0.01128114 -0.20499244 2.05197811] Distance 7.252860283698816 Each least square approximations [-11.69993942 -3.27112266 0.42690515 2.67977248 -3.31155852 1.45503011 0.34034052 -0.46346047 0.89064128 0.63017346 -2.43236426 0.95344585 -0.3325802 0.36693906 -1.77362066 1.75903508 -1.67407561 1.04031043 0.85990055 -0.13623677] Distance 5.6059808780526375 Each least square approximations [-6.57167973 3.41570999 -7.07544078 1.83803881 -1.78639947 -2.99774828 1.62395101 -1.66317809 -3.10708045 2.00239459 -1.18425256 1.28689224 -0.83587684 2.16507342 0.87755521 1.66471818 -1.22074291 2.41019973 0.27002935 -1.70249981] Distance 7.925276205908959 Each least square approximations [ 9.69756848 2.40229938 -2.09861046 -2.12951469 -0.85195733 5.36707834 -1.53264161 0.22550533 -0.68001005 -1.99679133 0.54949917 -1.18828379 0.31052603 -0.41335113 0.06419848 -0.0323491 0.50696191 1.62778626 -2.18228574 1.59538263] Distance 8.201913837563577 Each least square approximations [10.63127135 1.42984849 -1.12993457 -3.4399344 4.31659804 3.56299811 -2.3557936 -2.35363285 0.64663412 -1.04076867 0.02753254 0.08698725 1.29804579 -0.32999941 -0.6369797 -1.09932254 -1.31216308 -1.66412456 -0.49661529 0.51607119] Distance 6.6399095195398425 Each least square approximations [-10.23051994 -2.29719706 -5.01689038 -1.00717842 2.1306314 -0.71434292 1.58425921 -0.46889192 2.37308194 0.09365689 1.11691045 2.44039411 -2.24483445 -0.09799993 0.59862783 -1.27161999 -0.06678029 -0.90473013 0.30592644 1.62636052] Distance 7.567875328489354 Each least square approximations [-11.41680463 2.53683128 -2.6064499 -0.62211524 -0.7551178 -0.99289501 -2.89784409 -1.37933471 1.79470144 0.7183675 -0.36402634 0.2216653 0.49665669 2.66710064 1.26514188 2.09915921 0.03281053 0.500598 -0.20351244 0.8085876 ] Distance 7.110374792486052 Each least square approximations [-8.92117155 -3.28893241 3.91850097 -1.33111441 -3.67420848 1.53803005 -3.19569463 -0.8932958 -0.02371721 1.28972017 0.68589067 0.25083554 1.59462405 -0.32619953 0.92400465 -1.28995642 0.89263213 -0.93742579 0.38698153 -0.96297639] Distance 8.948864163165647 Each least square approximations [ 8.41052533 -1.04363925 5.13509297 -3.45856955 4.53005656 0.43768887 -3.83929881 -1.3933908 -0.31059409 1.52175099 0.28561939 -0.43819105 0.27519565 1.71778788 -0.26376333 -0.70640231 0.83146987 -1.90016546 2.14115248 -0.91987084] Distance 7.812842076705182 Each least square approximations [13.50771727 3.38673861 0.79466604 0.19973687 1.13348608 1.02264765 -1.98036255 0.18943192 1.56771558 1.75311544 -1.48323065 0.0597427 0.0403337 -0.84504613 1.29364728 0.53475426 -0.68148825 -0.82135105 -0.153906 0.1487559 ] Distance 3.4817956711626326 Each least square approximations [10.80797036 -2.50866469 0.19034228 -4.14916277 -1.56302444 0.47463212 2.04920359 -1.40732285 0.86012716 1.4992908 -0.9276779 -0.70866292 1.72535858 -0.76539859 1.61418291 3.95700262 1.36306266 0.09467146 -0.9738484 0.96090701] Distance 6.744258170314271 Each least square approximations [-13.07757418 -2.00875403 2.45555107 -0.81082642 -0.444275 0.92938142 3.05091231 1.69272916 -0.567908 1.08113244 -1.84217187 1.24620571 1.68045352 -0.84751985 0.04355545 0.06377906 1.09025052 0.89819291 0.36138852 -0.74233374] Distance 4.118595517407814 Each least square approximations [-6.89994757 5.38191484 -6.14470486 2.65891637 1.05682105 -2.89020515 -0.17387823 0.1917833 -2.7081714 0.03726029 1.85549401 -0.06985819 0.23903885 -0.28648111 -0.78108192 1.95451576 0.76722344 -0.06631694 1.1453404 -2.20001422] Distance 7.8021724166976085 Each least square approximations [ 9.95283052 0.09126047 -0.77594748 -1.06694919 -3.09931422 3.98469071 -0.99926333 -2.07572904 -0.46990052 0.20389848 -0.38237581 -0.11928626 -0.13756669 0.92911616 -1.28734926 1.21501461 0.0158945 -1.38335677 -0.15539085 0.76090795] Distance 8.680801674198095 Each least square approximations [ 9.34902814 -0.58202492 -1.90801857 -3.67210237 3.1670576 0.6238182 -4.14389319 -1.99902111 -1.26034596 2.5708402 -0.25217261 -0.12511424 0.34239224 0.01045471 1.21699654 -0.88786787 0.38454891 -0.64496264 -0.38625759 1.21796384] Distance 8.037088277711188 Each least square approximations [-9.68848183 -3.72720417 -3.64507363 0.27928843 1.70728828 0.79601233 1.05028262 1.8515999 0.65863958 0.01071369 0.15075839 4.19375266 0.04606208 -1.30491102 -1.46117943 2.56081184 -0.22025365 0.72077209 0.52976818 -0.33601457] Distance 7.436628249984518 Each least square approximations [-10.6153581 1.40730736 -1.89949002 -3.67787925 -3.13575002 -1.21751225 0.48352852 -0.64652329 0.37763249 1.09092416 0.17027528 1.50380777 2.65987411 1.45288824 -0.02426629 0.4017324 -1.93421666 1.19902209 -0.19113704 0.60756206] Distance 7.182375376015454 Each least square approximations [-10.21568921 -2.65600995 3.76758318 -3.4511753 -2.43986219 0.69956652 -0.08529055 2.25270051 -1.60598902 1.5838181 -0.99588546 0.36137521 0.29600356 -0.31241948 0.49181249 -1.16831881 -0.04667765 -0.5727673 0.48942216 -0.62207671] Distance 7.477105043153815 Each least square approximations [10.0829092 -0.60148394 4.57797223 -1.71563986 1.95609873 0.47495963 1.06870247 -1.1478049 0.54594677 1.82388998 -0.34795887 0.52907317 1.80364233 3.57973111 -1.23846125 1.54292309 -0.12402757 -0.3209413 1.5668711 0.10353073] Distance 7.408025092924774 Each least square approximations [ 1.00639468e+01 2.39416613e+00 -6.27115914e-03 -3.62182738e+00 1.19542711e+00 1.72629500e+00 -1.99444803e+00 -2.58123713e+00 3.48492236e-01 -2.00012419e+00 7.87973459e-02 -9.93525056e-01 -2.00468564e+00 6.34478241e-01 1.08166816e+00 2.73540413e-01 -1.16137499e-01 1.51258668e-01 1.50958716e+00 3.29831846e-02] Distance 8.101237142583878 Each least square approximations [ 1.07153118e+01 -2.39832044e+00 -1.40599802e+00 -3.82838621e+00 4.65130251e-02 9.07564320e-01 -4.23344488e-01 1.07761120e+00 2.18541385e+00 2.72736948e-01 -9.71442859e-01 1.41606348e+00 -2.31089006e+00 2.72260491e+00 1.33971819e-01 3.85934113e-01 3.14860635e-03 9.92112974e-01 -2.07065645e+00 -3.61284173e-01] Distance 6.958392440417335 Each least square approximations [-11.31669193 -0.63629295 0.08738079 2.20404973 1.33222737 -1.34532183 -0.6962291 3.12548265 1.83652751 1.67736044 -1.22602269 1.52131368 -1.05275482 0.22042931 -0.06180074 1.69385361 -0.55565079 0.85664505 -1.4596782 1.4832056 ] Distance 6.879490593088774 Each least square approximations [-10.78731724 -4.35433876 -0.83185124 -2.65304126 -1.98507459 -3.89911295 -2.47601576 2.7132331 -0.37171583 1.02722518 -0.90119678 1.32403757 -0.27191804 -0.25996258 1.18945223 0.76818316 0.26913938 -0.29770884 -0.30349513 2.29696208] Distance 3.7731360608863285 Each least square approximations [ 2.82271765 3.18567164 0.20173888 -1.43306758 -0.70761808 1.64242039 -1.62638182 -2.43330493 -2.36173872 -2.27411352 -2.34053271 -0.33835645 1.73399141 -0.94902472 0.83039504 -1.1096334 -0.18283993 0.03501761 0.40726874 -1.26046867] Distance 12.059406145706797 Each least square approximations [ 5.62364497 3.23523117 1.64721637 -4.62053124 1.65303656 -3.67344758 1.96015278 -0.11104775 1.7972481 0.55258766 2.33995675 -0.65723306 -2.69181943 3.06728508 1.4825545 1.01928441 1.96910292 0.51601752 3.74968621 1.10581449] Distance 8.146612094225784 Each least square approximations [-6.9248407 0.1954232 0.55875853 0.72889452 -0.67827784 -0.82970305 2.85558072 2.0536838 1.0937782 -2.38404417 -1.57963819 -2.24636565 -0.29936149 -3.0187135 -1.19022098 -1.05644131 1.40493953 -0.38898691 0.13455804 1.30639635] Distance 10.44039777126221 Each least square approximations [-4.41630097 -2.78301571 2.55682128 1.67962766 -1.05889938 -1.47564677 -2.48083982 -1.45489454 -2.25867094 0.11760042 -1.78348833 -0.12729341 1.46822594 -0.86167499 0.51540626 0.29614451 1.142596 0.77214774 -1.68408575 0.52162407] Distance 11.688128528674303 Each least square approximations [-6.31627527 -0.73361117 -3.18374749 0.80555665 -2.71935435 4.7515608 -1.089267 1.78759707 1.33105889 -2.01174482 -0.21566696 0.30294263 0.92016559 -0.72222103 -1.02576807 -3.26324042 -0.6504822 1.7238983 0.32786898 2.76675754] Distance 9.252409437656832 Each least square approximations [ 5.75561154 5.93959835 0.6567606 -3.47699197 1.91409265 -0.12675738 1.22432955 0.93067572 -2.97190403 0.30961586 0.07270394 2.56426398 1.92963346 1.06569296 -1.19743871 -2.89245808 0.72310781 1.52019231 -1.3960576 0.15133989] Distance 8.911687720117785 Each least square approximations [ 4.82278607 -1.20704336 -0.95546626 -2.71391549 1.49926477 0.08568879 -2.76804246 3.35943806 -0.62797305 0.13907092 3.55158057 -1.363126 2.3615481 -1.44434433 0.22348981 3.9626741 0.4765767 -1.26111139 -0.94536177 1.09889195] Distance 10.244323500790161 Each least square approximations [ 4.4613356 3.50522859 -0.21698627 -4.83531535 0.48257373 -2.02420287 -0.29560977 -2.93289688 2.27753376 -2.71265929 0.47082354 0.04226494 -1.49121013 -1.01549347 -0.83344554 1.01559118 1.02743034 0.45701984 -1.62782188 -1.89731561] Distance 10.36641161032914 Each least square approximations [-3.67994688 1.83362551 3.96174664 -1.34896226 -2.64016795 -1.22580726 0.12426899 -0.01899755 1.66597794 2.41429075 0.34142045 -3.43269134 2.59009976 -2.70165097 -0.54526786 0.21018331 1.87425072 -1.51984745 0.60852374 1.53012141] Distance 10.726973630757808 Each least square approximations [-5.63461147 3.66254648 -7.64139215 4.04358068 1.45086845 -3.32653031 2.57872059 2.93603404 -1.65403479 0.74127312 0.13853472 -0.04662009 0.83359246 -0.58890353 0.49371357 0.23960191 -1.36414931 1.1506918 1.4046704 0.89536833] Distance 9.239812865791363 Each least square approximations [ 1.52936064e+01 2.95938357e+00 -1.82415629e-01 5.80180266e-01 -1.05551600e-01 -6.21893240e-01 -4.96209154e-02 3.44380969e-01 3.04465133e-01 -1.70758705e-01 -2.33641439e-01 -1.21753842e-02 7.21875528e-02 -2.81974661e-01 -4.64831811e-02 2.96992669e-02 1.13880301e-01 1.62166007e-02 2.13716749e-01 1.57147169e-01] Distance 0.6631242179549582 Each least square approximations [11.08052549 -3.64676702 -4.85247955 -2.81666188 1.03898482 -0.53282506 -1.60876822 -0.33844035 0.67307898 0.07255124 0.2586211 1.74315161 1.67715822 0.07411245 1.87144995 -0.31738687 -0.45024213 0.17734979 0.13010028 0.10973424] Distance 7.902999517973201 Each least square approximations [-9.36607408 -4.33072965 -6.09914245 0.17699579 2.43234953 2.00446146 1.27989371 0.10070724 0.09516234 -0.51027039 0.96317939 0.68378818 -0.82225954 -2.17660902 -0.34903546 0.03608417 -2.60690125 0.61272285 1.01896584 -1.24791417] Distance 8.489314903371787 Each least square approximations [-11.26049426 5.59715655 2.95880143 -1.65400339 -4.7050051 -1.78124374 -0.55073096 -1.41114634 2.95762499 0.75944631 -0.06343702 -0.82303899 0.623485 -1.90322638 0.72535297 0.51917736 -1.12769518 0.96321269 -2.48803771 0.81413168] Distance 4.821015184055563 Each least square approximations [-9.85005816e+00 -2.22675689e+00 6.69453473e+00 -9.92701858e-01 -2.43710352e+00 1.35580209e+00 -2.65021383e+00 -1.38123153e+00 -4.27439991e-01 -9.49043411e-01 -1.29275091e+00 -8.23106889e-01 9.52091052e-01 1.28481955e+00 5.60699253e-01 2.83431162e-01 -4.11554792e-01 4.79778158e-01 -2.02713190e-03 -4.78690874e-01] Distance 8.533619442105275 Each least square approximations [10.51000477 -3.00777884 4.13661297 -4.07924112 2.59307526 0.78052957 -1.95712651 0.51724979 1.34289211 3.19840908 -1.95165514 0.79614996 0.14726952 -0.73098003 1.71896528 1.86644141 0.12400576 -1.2107585 -0.21840812 1.05820933] Distance 7.31571818854486 Each least square approximations [10.87927407 3.68177554 3.68889849 -2.39268764 4.039806 0.34291848 0.60347763 -0.36953656 -0.78462886 -2.4860456 1.12805889 -1.3396707 -0.88869676 -1.3771032 -1.80274437 -2.48221695 -0.05997391 -1.15843038 -0.2990815 -0.89283865] Distance 7.2076735442907625 Each least square approximations [10.66607994 -5.09182869 2.40304247 -4.82818178 0.16152855 -0.38704342 -2.24379152 0.42673039 0.98996083 1.3846924 3.01291781 -0.09778914 -0.06194817 0.94801828 0.36309823 0.72466508 -0.39652699 -0.01336938 -1.18118916 1.46991561] Distance 7.273299971357546 Each least square approximations [-11.32824607 -4.27791794 3.02732464 2.29344004 -2.76325826 0.4381436 -2.65423248 0.77526038 0.19310558 2.09621928 0.6461114 -0.83387363 -1.17375631 2.14558678 0.36178276 0.0395914 -1.82562658 -0.13529829 -2.35862527 0.99480639] Distance 6.7999360044786465 Each least square approximations [-5.73228062 4.00117464 -5.80956483 2.29460555 0.1123821 -3.18820508 1.47877618 0.44601654 -2.3484796 2.45577831 -1.8378653 -0.52355632 0.50782174 1.8857126 -0.23078667 -0.44183329 0.02021079 3.07554262 -0.22770546 -2.25755455] Distance 9.1904325366073 Each least square approximations [11.41156831 -0.16247898 -2.13123701 -0.43147103 1.17077336 2.3289199 -1.54607474 1.49725454 -0.61614013 -0.32750027 -1.38484946 1.66964434 0.78190665 1.47016492 -0.03293898 0.87887274 0.33986903 0.20383191 -0.77688022 1.93894451] Distance 7.688676538203922 Each least square approximations [ 1.02866211e+01 -6.72599582e-01 -4.23584127e+00 -6.14626365e-01 1.63984183e+00 2.02721664e+00 -1.91943990e+00 -1.21266484e+00 5.17498044e-01 4.03682148e-01 2.08783447e+00 -5.50865003e-01 1.39649770e+00 1.43425009e-01 -1.03046320e+00 1.00085607e+00 -1.01006745e-02 -9.23003091e-01 7.27281416e-01 -6.89468359e-01] Distance 8.44128673269751 Each least square approximations [-10.03315698 -3.93813414 -2.97615646 0.29200015 0.56634339 1.25887203 -0.1136763 0.87053042 0.89144525 0.22516467 2.74952066 2.60827434 -1.90840562 0.09133656 0.17802522 0.26715175 -1.13435491 1.09743986 1.30289891 1.21605126] Distance 8.14607134761388 Each least square approximations [-10.81419106 6.26667589 -1.60462032 -0.50132002 -0.77139686 -2.84729277 -2.23438888 2.05921049 0.7986946 2.14720867 0.85589309 1.52560817 1.06685487 -0.05098102 0.68533799 0.79029359 0.05238356 -0.05863902 -0.74334148 -0.09662536] Distance 5.5397868716403424 Each least square approximations [-8.92128356 -2.16751981 4.15143917 -0.61343921 -3.15898104 1.62043383 -2.23079782 -0.05632157 -1.49931611 1.07432376 -0.18779625 0.06847282 0.0646804 -2.54529804 0.67605038 0.25836091 0.81742043 -0.89515789 0.86094316 -0.93117163] Distance 9.261245633456562 Each least square approximations [ 7.60919376 -1.84583634 5.4466759 -2.38662481 3.01265066 1.6525983 -2.48026139 0.11382379 0.17211914 1.62253243 -1.67878354 -0.43516032 0.2846469 0.14170905 -0.27975288 -0.11281347 0.29097477 -3.48632562 1.37172388 0.58912157] Distance 9.154726774441128 Each least square approximations [10.80028562 6.54995832 0.62592953 -0.02090421 2.73001429 -1.7477056 -1.95610219 0.92573107 -1.39752074 -2.40511126 -0.61846567 -0.66523359 -0.73075499 -0.87693943 -1.2470823 -0.88309033 -0.25323818 -1.50472616 0.86687119 -1.28449404] Distance 5.168971439252166 Each least square approximations [ 1.20394022e+01 -3.23664064e+00 1.58585465e+00 -2.00634560e+00 1.43821281e+00 9.10639652e-01 1.98283324e+00 -3.10333987e+00 1.66160988e-03 2.06761892e+00 7.77000975e-01 -4.88491978e-01 -3.49571865e-01 -1.25339623e+00 -8.16200427e-02 4.03156541e-01 1.28559019e+00 -1.16275188e-01 9.76159024e-01 9.00780448e-01] Distance 5.472295522965057 Each least square approximations [-12.68295849 -5.65095361 -0.51828327 -0.51182217 -1.67970172 0.37088203 -0.68704668 -0.5319642 2.83734344 -0.61844786 -0.36787396 -0.75678167 0.99135927 0.52333189 0.15199926 -1.28287168 -1.06388527 -0.38535143 0.81742546 0.60550755] Distance 2.7134549331482694 Each least square approximations [-7.63487442 6.48651664 -3.92166953 4.56161628 -1.6676275 -0.19690672 0.02261101 1.40700493 -2.94645184 -2.884193 0.46796627 -0.6303193 -0.24906118 0.52321607 -0.52217891 0.82830973 -0.16612514 -1.38193318 3.02373915 0.01603274] Distance 6.739828963357714 Each least square approximations [ 9.7757525 -1.08956295 2.41829761 -2.0340926 -4.76581037 2.05724299 -3.37297498 -0.48640152 0.40935721 -0.02711689 -1.97743986 1.21285369 -0.97857302 1.52267199 -0.91526238 0.20454074 2.61368372 1.68667814 -0.66875761 1.04789132] Distance 7.10964981712621 Each least square approximations [ 9.91096322 -0.48503437 -1.26328575 -3.68577802 2.67785013 -0.86857845 -1.84783053 -0.71118079 0.48365662 1.87835567 1.14756827 0.44139872 1.0278427 -1.77747881 1.22449087 -1.24918442 1.72190409 -0.68527357 -0.45287146 -0.32320839] Distance 8.659575919978048 Each least square approximations [-8.19139182 -5.50486043 -3.31338523 -1.72564662 0.01798769 0.8610049 0.05340186 0.1633623 -1.12597937 -1.20457225 0.4593856 1.6548337 0.7234218 -2.31079977 0.51743702 2.17640976 -2.15577059 0.53558036 -2.70677234 0.59225966] Distance 8.688690566903466 Each least square approximations [-8.80432549 1.81957208 2.02351826 -4.5802343 -2.67305599 -1.27921086 1.31922386 -0.32423629 3.0879758 -0.17332428 1.21513357 1.0342468 -0.43566537 1.85754046 -0.5969166 -0.53096918 1.7857946 2.66579189 -1.3796836 0.29172633] Distance 8.45985282487353 Each least square approximations [-10.12184719 -3.68778461 4.43411168 -1.26980344 0.67542083 -0.82017846 0.4926477 1.28501003 0.20303447 -0.443237 0.46927875 0.80143863 2.94364519 -0.50206383 0.60624937 0.99549835 0.95805428 1.56954489 -0.03045952 -0.83802981] Distance 7.807834564330453 Each least square approximations [ 1.27826328e+01 -3.51021555e+00 1.78162926e+00 1.53761757e-01 -1.41458271e+00 -2.62164264e+00 7.25798495e-01 -2.12699201e+00 7.30329909e-01 -9.86103148e-01 -3.95544922e-03 -2.50624805e-01 1.63839484e+00 1.37073497e+00 -7.66378894e-01 3.14345370e-01 1.58608050e-01 -8.39980895e-01 8.55838725e-01 1.17848717e+00] Distance 3.776338297456989 Each least square approximations [ 8.33396524 2.06559013 1.80148088 -2.45737348 2.50649378 -0.04910197 -2.02733471 -2.19254588 1.26656128 -1.70453507 1.77195968 -1.20334619 -1.41403197 -0.25601696 0.24893713 -0.03032977 1.57119642 -0.30323962 0.4255586 -0.28170773] Distance 10.223328054375067 Each least square approximations [10.44371372 -1.43770485 -0.697952 -1.92384192 0.90514112 0.66899261 -2.47727922 2.64653911 0.41628277 -0.86413019 1.50679898 3.14424644 0.31533728 1.73456749 3.24523611 1.26812967 0.86958401 0.294655 -2.0975416 2.78491773] Distance 6.761170287524703 Each least square approximations [-8.83553281 -1.91781193 0.70400231 3.06583747 -1.71458177 -1.32860785 -0.4732293 1.5876217 0.59193455 3.11542511 -1.55628303 0.9791735 -2.5905358 -0.07476136 0.77779974 2.13766313 -1.30144915 0.72352577 -0.91972622 3.15881816] Distance 8.905749033958479 Each least square approximations [-7.82224624 4.03734607 -5.78864876 4.55241222 0.905625 0.55985647 0.43763082 2.84253141 -1.21197083 1.34181551 0.03962919 0.03283735 2.67373596 -1.92445826 2.25979852 1.60239101 -0.60835141 1.1409257 0.36950069 1.4587203 ] Distance 7.3127060114974975 Each least square approximations [10.79187505 -0.17011495 -0.87766984 -0.09030819 -1.74950798 2.92193056 -2.26385214 -3.3164008 -1.62352267 0.54498788 -1.25427521 -0.70923647 -2.15857693 0.03546685 -0.08890959 -3.36088522 0.35923114 -1.02960746 0.53821827 -1.7052033 ] Distance 7.069836982738267 Each least square approximations [ 9.7510933 -0.50772535 -3.97110347 -2.47692267 2.36523432 -1.11757051 -1.80818501 -1.59424192 0.2472791 2.05734928 1.36024638 2.00590407 -0.6225969 -0.04681122 1.86081417 -2.20876516 0.28211107 0.1876633 -0.50494818 0.99835399] Distance 8.376761678682481 Each least square approximations [-10.68347001 -4.50800787 -4.43661729 -1.38218696 -0.84020299 1.98546828 0.13997686 0.15189753 0.16673642 1.52096608 0.35220169 -0.70190272 2.50897977 -1.34492813 -0.9162998 2.24438981 -1.14629046 -1.11759561 0.11176564 -2.54397233] Distance 5.797163633054111 Each least square approximations [-9.77403272 2.77261467 1.99493182 -5.12152581 -2.49462175 1.27367885 0.31613386 -0.5268616 -0.74887629 1.11313692 1.57474571 1.61913959 1.56131343 -0.93306014 -2.13975212 1.047271 -0.59132256 0.02943183 -0.9350236 0.21426158] Distance 7.844033756529372 Each least square approximations [-11.90151938 -0.64101759 5.38103935 0.27438272 -0.35581964 -2.18233099 -1.18319705 1.3989825 -0.31973859 -3.24771494 -1.30478656 -0.03497064 -0.28726817 1.97457734 -0.6035376 -1.56794996 -0.75925238 -0.99125774 -0.75686628 0.99138033] Distance 4.32776884050882 Each least square approximations [10.98121655 -3.5785703 -0.14020414 -3.07526029 0.61771349 1.68498244 -0.57245887 1.04893216 -0.62851368 2.2487854 2.21726016 0.64988659 1.88004509 0.33191462 -0.08082879 1.06021683 -0.02540693 -0.77430588 0.05176452 1.64068787] Distance 7.34552451648789 Each least square approximations [ 9.2933931 1.87437702 0.56148058 -4.01534358 3.0453493 -0.09987529 0.29223577 -2.83713222 -0.99233243 -0.55931529 3.5709056 -1.97851142 -0.75337876 -0.22094594 -0.97991577 0.48825546 -0.80760716 -0.63013482 -0.09587704 0.9565396 ] Distance 8.651408407102032 Each least square approximations [10.24645485 -3.244298 -4.65424637 -1.84478822 0.71173379 -1.75528261 -2.79896782 1.44689191 2.36072145 -0.78639862 2.53788104 1.09436 -2.44590995 -0.26833813 0.44290604 2.51238033 -0.78812899 0.36941751 -0.60918636 0.32894655] Distance 6.213770036117448 Each least square approximations [-9.44756556 -1.49954465 2.16838895 3.44592867 -0.25209297 -3.51714496 -0.76168467 -0.69485274 0.85922494 4.1653791 -1.23210266 -0.95154583 -0.11236342 0.98533151 -1.04336364 0.18443514 0.94041921 -0.05567345 -3.18857235 0.24634564] Distance 8.063780194841977 Each least square approximations [-4.88504284 2.53156003 -5.37816702 2.48246274 0.24277743 -1.46257018 2.53381343 1.05760422 -1.99575412 1.18788812 -1.22680014 -0.08628264 -0.17697516 1.44627406 -0.08389573 0.20188765 -2.12714469 1.4309033 -0.53089227 0.49051759] Distance 10.750874239916245 Each least square approximations [ 8.02198576 1.07772951 0.48709588 -0.59411908 0.25244935 3.7947511 -2.12281267 1.06871402 1.11834224 -0.37735238 -0.83565436 0.34562181 -0.18591925 1.03823333 0.57289468 0.53298797 -1.75787615 -0.88223433 0.13897121 -0.55100166] Distance 10.606911389186338 Each least square approximations [ 9.0100695 -3.60709557 -1.63947404 0.09053859 3.19432832 2.1493009 4.24704672 -1.93273268 -0.41560017 -0.16004181 3.07327166 -0.26486614 1.51873214 0.97785545 1.39170863 -0.15672104 -1.67135598 0.69746988 -1.04173132 0.50929823] Distance 7.335062645256131 Each least square approximations [-7.20950317 -2.86920532 -3.9963724 -1.10370918 0.28871286 0.33708387 0.66872849 1.4575452 0.72740445 -0.34129319 3.70176697 1.42607419 -1.03370923 -0.14916553 0.88082207 -3.36697714 1.7086228 3.48205084 0.68779223 -0.0167903 ] Distance 9.032159925101519 Each least square approximations [-9.18360364 1.38612013 2.09925024 -2.21980813 2.10246164 -0.03281344 -2.48826186 -0.42057571 1.59141877 -0.27357544 0.37023605 1.39408826 0.56735901 -0.1407663 2.64031986 -0.87677752 -0.04956484 -0.74190889 1.42335345 0.53329385] Distance 9.210477714750832 Each least square approximations [-7.08831979 -1.85378262 5.03032677 -0.22626414 -1.31084322 1.70117252 -1.82189041 -2.9970531 -0.39041893 -0.14928026 1.46623935 2.80986301 -0.89816886 -0.34685507 2.47394887 0.02988357 2.24923591 0.1514897 2.25624731 1.97764533] Distance 8.918961664233457 Each least square approximations [ 6.70996131 -2.52594336 2.9458089 -3.29734156 2.62932769 2.03580634 -1.25123716 1.69146022 0.99189485 -0.69272999 0.34123426 -0.08347359 1.0470938 -1.30788249 0.45388247 0.23480791 2.35627649 -0.31496401 -0.0494063 0.61848538] Distance 10.474719850310999 Each least square approximations [ 7.91214198 4.29131988 0.99601406 -3.00362068 1.5267423 -0.35712064 2.06816944 0.08990673 1.01344841 -1.57411127 3.63954109 0.52493302 1.44885387 -1.32288964 0.11532502 -0.17166042 -0.97027917 -0.09599349 0.13607876 -0.59931633] Distance 9.318143369593217 Each least square approximations [ 8.47168034 -2.76798039 -0.63047412 -1.45667866 1.45420308 -2.02993614 -0.78888956 -0.84624654 -1.75455691 3.36447992 -0.74531881 -0.43826962 -0.27417042 -0.8960038 -0.89265263 -0.30528477 1.08662851 -0.22425099 -1.41266129 1.6034024 ] Distance 9.726985958272007 Each least square approximations [-8.43738167 -0.69741231 1.97729938 3.82172142 -1.1213119 0.71358214 -0.51262943 -0.0280735 2.39010936 -1.55567719 -2.30610235 -2.11439266 1.89157345 0.13131308 -0.85984296 -0.73983934 -0.70400068 -0.20525341 -1.68167696 -1.55580272] Distance 9.275718071881464 Each least square approximations [-0.5871884 2.80189676 -3.61744365 1.13812849 -2.40253443 -3.37206398 1.63889394 1.92354996 -1.23337925 -0.24190995 -0.20919025 1.72706551 -2.8692452 1.04526143 1.40374204 2.5013743 -0.5301743 1.44510347 -0.80966096 -1.02102455] Distance 11.87100098362902 Each least square approximations [ 5.80406625 2.11238139 -2.12700339 -0.80499337 -0.06069588 2.27055731 0.18822568 0.08263363 2.63623091 -1.18242273 3.51090331 0.84645969 1.59331283 1.35229049 -0.2312183 -0.19031351 1.13134886 0.71733297 -0.10990838 0.17350359] Distance 11.706629600541325 Each least square approximations [ 3.612113 -1.11685364 -0.22834181 -4.57848897 0.40500505 4.65055125 -1.27061333 -1.49953441 1.01897241 -2.02556946 -0.44541707 1.68757929 0.25200018 -2.2416833 2.71304518 0.49777491 -3.04192766 -1.41118025 0.45343772 2.64040306] Distance 10.629285404412718 Each least square approximations [-3.65110413 -1.32574459 -1.58573808 -4.33735293 6.07592126 0.08535365 1.27897848 -2.02640017 -0.14199621 -2.80097953 0.29720653 1.41964777 -0.49228291 -1.86381606 0.66711283 -0.70039388 0.75199617 1.7833806 0.30407623 -1.71626084] Distance 10.619129403289495 Each least square approximations [-8.53729224 -1.2685664 -1.24040663 6.01896841 -4.7727038 1.35880742 1.17802392 -0.86040422 0.10268984 -0.97078836 2.8676763 -2.5047825 -2.44819294 3.25460731 -0.1275474 -0.42693338 -0.80175532 -1.30256784 -0.43712696 0.18028711] Distance 6.280128852116348 Each least square approximations [-3.27250528 -5.91521939 1.64256512 1.82415636 -2.08364439 3.53399402 -1.32836242 -2.14163624 0.21704692 -0.85005342 -1.86705222 -1.08664326 0.11066668 1.63606676 2.60119935 2.08404601 -0.20962117 -0.13231374 -2.02011561 1.46645978] Distance 10.62159938971888 Each least square approximations [ 3.36954483 -2.48232754 4.73000631 -0.53381455 3.45805491 -0.65433061 -3.45982069 0.02277373 -0.97867719 3.43180293 -0.53510883 -0.49934389 -0.25143434 1.78982504 -0.04606521 -0.56177496 0.62295318 -1.73779486 -0.79783172 -2.07137578] Distance 11.114466196286735 Each least square approximations [ 7.97024258 -3.36107055 1.86719461 1.96123472 1.47644973 2.2142844 2.24219755 0.71684038 -2.62013838 1.17184452 -1.51179953 -1.75759215 -1.7725641 1.03439056 1.03134076 -0.83010489 1.3960658 -0.13347655 1.64353281 -1.50844603] Distance 9.5891983079088 Each least square approximations [ 5.0566717 0.57374548 4.22887477 -2.86979284 -4.48061518 0.21833056 -2.98455683 1.54121247 1.41368217 2.90602021 0.92528005 -1.00926559 -0.00915881 0.21851006 2.29542028 0.71806794 1.97108732 3.95734459 -0.55591897 -0.78222613] Distance 9.55042053270305 Each least square approximations [-7.20622984 3.6009322 1.41590742 -2.04649595 -3.45077335 1.75843614 -3.69711741 1.16196762 -2.87562372 1.57502363 -1.43562664 3.04173135 -0.49200272 -2.590671 0.87319365 -0.00898695 -2.97540461 0.59189708 0.96047782 -1.52507908] Distance 8.361419792759365 Each least square approximations [-8.97335841 3.27953018 6.7806215 0.01322232 -3.50475738 1.50901708 -1.31120515 -0.94026289 -2.38108703 2.03087463 1.16494723 0.09129445 -1.15891583 0.35590356 0.99004966 -1.28170934 -0.57347354 2.62801581 -1.13930859 -0.12218093] Distance 6.286384593982822 Each least square approximations [ 0.69207513 -3.76571512 -1.67588159 -1.4208303 -1.63289795 0.37214811 -2.02538634 -0.61111336 1.2923631 -0.48309905 -2.63488002 -0.01901098 -0.88234415 0.5126032 0.21971937 -1.72495102 2.52559873 0.98625958 1.43612391 0.58096896] Distance 12.973283804748878 Each least square approximations [ 4.01139896e+00 4.45875277e+00 5.52102357e+00 4.41658812e-01 3.16492240e+00 -1.20701234e+00 -1.75789226e+00 -1.22294640e+00 5.68913696e-01 3.49734229e+00 3.20473015e+00 1.73956496e-01 8.45602288e-01 -1.89684265e-01 -1.58960823e-02 -3.10782506e-02 1.61884344e+00 1.99649138e-03 -1.39640658e-02 1.35180459e+00] Distance 10.342744268728786 Each least square approximations [-4.40657866 -1.34134371 1.67485181 -3.46401631 -6.1027482 -2.34420832 1.54112001 -1.37450218 -0.4948575 -0.8034338 -3.5465101 2.43801764 2.62414512 -0.58251935 2.08628289 1.75988731 0.14031853 1.41853748 -2.45644555 0.68420409] Distance 9.596357639788339 Each least square approximations [-4.23579536 -5.01516464 -0.73875593 0.78119667 0.81780965 -5.95932248 2.14779798 1.19371018 -1.16966342 -1.18300756 3.15009551 2.53318145 -1.10101658 0.4305113 -0.72800957 2.11216815 2.31644175 2.40378696 0.69984684 -2.27711568] Distance 9.431358856095548 Each least square approximations [-4.97248363 0.14172713 -1.61740524 4.58745832 0.01517343 1.8227551 2.74438272 4.03569045 1.07960241 -2.81312397 2.47344632 3.17402546 1.68003199 -3.03284439 1.5599316 1.02406372 -0.19315696 -1.15855096 -0.35481431 -0.7323661 ] Distance 9.968586867204916 Each least square approximations [ 5.52383818 1.76532197 -1.95175608 4.24754536 -2.00918345 -1.98126475 -2.62416549 1.19484404 -3.59035733 -1.99703635 -0.300763 0.23528097 0.69713366 2.12545348 -1.1673852 -0.91495524 -0.28998662 -1.43004907 0.713335 -0.83850978] Distance 10.88167946818979 Each least square approximations [ 4.06824143 -1.67245262 -7.52924225 0.20514739 0.53685533 0.23794802 -4.69323118 -0.3236494 -1.77964955 -0.06697656 0.94711573 -1.57378724 -0.91267177 0.44798118 -0.10066776 2.66999773 2.58498741 -0.64034183 -1.989999 -0.05777936] Distance 9.664748529296695 Each least square approximations [ 5.31184758 6.04763292 -1.89730537 3.13038051 0.07749897 2.5641325 -3.93276389 -2.85885812 2.34089767 -0.25690194 0.76810628 1.86555601 0.83944956 0.1735017 0.44992413 3.38090389 -0.99893927 0.37914301 1.13094504 -0.12387006] Distance 9.21452492306032 Each least square approximations [-4.51506324 3.69112437 -3.17526115 -2.93217618 -1.96411503 -4.72621274 2.99893011 -2.007269 0.67278783 1.18447113 -0.6007028 -1.40360883 0.25161211 -3.45260339 -0.8274714 2.37016871 0.82945069 -0.4806203 1.50777989 1.16421777] Distance 9.940230178909943 Each least square approximations [-4.34927061 1.065462 8.00131375 -0.33556634 -4.13162094 -1.81843777 -3.27315999 2.09618053 -2.05859227 -0.63931165 2.40421633 -0.17562977 -0.57298514 1.4150752 -0.57518085 -0.89476167 -0.87565625 0.97705077 1.27665402 -1.09744115] Distance 8.253856752818042 Each least square approximations [-0.52313521 -4.54159551 -0.18729252 -1.3557154 -2.28455724 -3.06497585 0.26172661 1.13272994 3.43856282 -0.54800052 -0.70631215 0.09383086 -0.59292916 -0.48156097 0.08147113 -0.4640802 0.52267743 0.40105875 0.82137347 -1.12053273] Distance 12.317954648471748 Each least square approximations [ 1.60344909 2.46184929 7.41455835 -0.94475135 -2.14480809 -1.76011307 -0.74534423 1.37197188 2.76906316 3.50829448 1.47020775 -1.60011718 1.96257653 -2.41741791 1.10826801 0.83384832 3.04261397 0.76953392 1.13986971 2.02256129] Distance 8.948656810603172 Each least square approximations [ 0.60434922 -2.71193032 4.49647117 -3.14727054 -3.24277568 -0.73181086 2.36764495 0.16230939 -3.12901278 -1.44109842 -3.07307408 1.18603894 -0.27897309 -3.20663327 0.14165749 2.24744316 -1.02639967 0.24028319 -0.96417108 0.99155129] Distance 10.5152817334727 Each least square approximations [-0.18935935 -3.03545242 1.4707193 2.76159173 -1.51600456 -5.01565688 4.44606115 1.77993432 0.22560921 -1.49669603 1.67418295 3.51565152 -3.03785117 0.32068352 -0.13119075 -1.72428444 0.0767396 3.41788176 -0.84587893 -0.38568836] Distance 9.721814451015357 Each least square approximations [-0.39231088 -2.2384879 -2.62154658 3.26561993 0.26166503 1.51050724 3.06529521 4.90901975 -0.39764136 -1.2001324 -0.10450937 1.920006 3.38466298 -2.43227436 0.76898508 2.60099013 -0.12818401 -0.20441143 -1.06331055 0.2751603 ] Distance 10.790564053493123 Each least square approximations [ 2.60353274 3.18168611 -0.26361097 4.36980047 -4.31542256 -4.63642658 -0.83643735 0.92104979 -2.30620917 -1.45346041 -3.46693143 1.15816967 1.97738192 0.86870076 -1.10173861 -1.95208121 -2.4502679 0.0249806 -0.51845861 -2.49410267] Distance 9.250008460201284 Each least square approximations [-0.58654347 -2.90101839 -5.42477699 2.02728441 2.36159282 0.020792 -3.59826887 0.57955721 1.40881853 -1.31453495 0.86298135 -0.88343326 -1.53559039 2.78832505 0.71687267 -0.95140343 4.10345329 -1.66304024 -0.9524335 -1.03346483] Distance 10.331654176581718 Each least square approximations [ 1.46687887 5.81454015 1.59491259 2.18774444 0.73062114 3.80634856 -3.77806473 -0.6646504 4.94633914 -2.02831289 1.78103414 2.87798685 1.10284269 1.38524286 -1.21625644 -0.24228423 1.15494935 1.00128454 -0.82698851 -0.60600849] Distance 9.227509101744499 Each least square approximations [-0.16642194 2.35983483 -4.47016426 -3.41308702 -3.05249359 -3.28832184 1.87648564 0.81738292 -0.48367597 1.09928668 0.65082342 0.20172937 0.34111189 -1.79551752 2.43606661 2.11019554 -2.05426338 1.53152631 0.19592922 0.94197875] Distance 11.027124743672065 Each least square approximations [-1.82893218 1.87560319 3.909411 4.87988044 -1.5951245 -3.32658653 4.95206051 4.42155046 -2.5514792 0.2697423 -0.4348131 1.21044606 -1.04484633 0.68659871 -1.76244271 -0.39303584 2.27208834 2.37107031 0.53320237 -0.62962569] Distance 9.428360308711131 Each least square approximations [ 4.64680948 -2.98325904 -0.15910034 0.13012802 0.61638538 -0.15697618 -0.93600861 0.38972464 5.31562699 1.11795473 2.11320443 1.7328079 -0.01409315 1.63847526 -0.0554801 0.89392035 -1.56200517 0.25853863 0.92086304 0.67315683] Distance 11.867050274122478 Each least square approximations [ 2.75303439e+00 -3.45074246e+00 1.95265745e+00 -8.78024777e-01 1.05959438e+00 1.87358949e-03 -2.76353299e+00 1.23248353e+00 -1.94958375e-01 -9.46430315e-01 3.57229627e+00 2.29981858e+00 1.63041165e+00 -2.58424634e+00 6.09158673e-02 3.03000533e+00 3.88385215e-02 -6.17362211e-01 1.78818409e+00 -1.04273805e+00] Distance 11.854985424825774 Each least square approximations [-2.36320698 -5.17511619 0.68788718 -1.03564451 -0.20292904 0.45134498 1.65217069 -2.34860547 -0.1384879 -1.98368087 0.48132538 3.58804249 0.7033377 -1.15963213 0.83199308 0.15725708 -1.29132832 3.7365883 2.30201839 -1.51542526] Distance 11.481229196682492 Each least square approximations [-6.37194678 -0.58943306 1.15000245 2.29880326 -0.42507314 -2.37731082 -0.45900718 2.33913821 -1.10040585 -2.04964957 2.41829042 2.70153409 -0.7430435 -0.20647818 -3.76949172 -1.91036019 -0.38652029 2.3808493 -0.43037373 -0.32870775] Distance 10.717727418343324 Each least square approximations [-2.12874988 -1.45426153 4.71905278 4.03232963 -1.95354045 4.15722889 3.80353492 2.5798394 0.37943876 -1.08635265 -1.26957844 -1.15632584 -0.33295657 -2.89076481 -0.83941024 3.46433941 -0.60870425 -1.52698084 0.93285549 0.08470619] Distance 10.031946395957444 Each least square approximations [ 2.84135737 -1.84956051 3.00872847 0.08958321 -0.94645606 -2.85889262 -3.38725194 2.69969069 1.00012631 0.94332485 -1.65226592 0.30597626 0.56119971 -1.77041371 0.04594944 -0.47422612 0.12512394 -2.90726295 -2.72087353 -0.47354209] Distance 12.008012933606219 Each least square approximations [ 2.70828248 1.40693059 -2.44765829 -1.97359098 3.69911799 -0.40151214 -2.57188392 -0.49158435 -2.73976636 2.02996374 2.48611945 0.17457048 -3.45908506 1.48878685 -2.13689986 -2.94894491 3.487224 0.11949768 0.93744102 -2.04806679] Distance 10.706576514638048 Each least square approximations [ 4.56813973 -1.93219861 1.21446632 2.38428834 -1.28770442 1.36348905 -1.63406788 -2.60444868 -0.67339478 0.92583324 2.65303721 0.54196876 -0.0857325 0.76982473 0.3213725 -0.19754531 -0.42013677 2.5847229 -3.28003574 -0.60798178] Distance 12.039960265468993 Each least square approximations [-4.95084253 0.35487781 -1.85334932 -0.16224219 -1.39021431 -1.49947045 -1.30809034 -0.80629271 1.04778408 0.08064429 -0.52888366 -2.29195811 0.27555585 -1.33352166 1.00267722 -0.04885648 -1.92043912 1.20060407 1.39299806 0.51127586] Distance 12.868268468620503 Each least square approximations [-3.35710056 2.78070039 -3.55563184 2.24933032 -0.72346684 -3.3427461 1.64958831 2.53575972 -2.02827829 2.37075281 -2.204714 1.12360673 -0.08709222 0.93622211 0.25794682 0.13013843 -2.94756181 2.20127082 -2.4499585 -2.21506215] Distance 11.042541733665772 Each least square approximations [ 9.27651631 0.22345109 -1.90203467 1.17783686 1.3959738 1.77600891 -0.15720094 0.57152641 1.58474802 1.78174457 0.78964694 1.90790022 1.45625855 1.97372611 -0.76927899 0.17575579 0.24358112 -0.25998148 1.25685119 0.95436659] Distance 10.246432354765867 Each least square approximations [ 7.34469452 -0.93233623 -3.00981486 -1.04799534 0.82235226 1.77294756 -2.33733639 -0.22192653 1.22802636 -0.77228788 1.62121809 -0.82358688 0.92841808 -0.27976158 -0.56558705 1.50353769 -1.39819975 -3.22465335 0.40878054 1.68951784] Distance 11.0520853749487 Each least square approximations [-7.67396642 -3.12245184 -0.62880505 0.17964723 1.69209113 -1.06231373 0.86022336 -0.25138808 1.39232758 0.67581445 2.75875914 3.00436213 0.27889428 -2.04273819 -0.63769856 0.14142898 -1.46898281 1.6919777 0.60697536 0.49074756] Distance 10.842371814539899 Each least square approximations [-10.03560923 4.0708923 -3.87032459 2.54863433 -0.0423073 -3.11879032 -2.91064629 0.07633051 1.48199979 2.81942512 3.26019869 1.06686775 0.61229309 -2.22424065 -0.30944643 -0.83300834 0.99217452 -0.48543277 -1.78285153 -0.05585352] Distance 5.600483847497404 Each least square approximations [-7.32547661 -2.07628398 2.38648133 0.90765966 -3.79740319 2.69355344 -2.95108855 0.86484313 -1.97570176 0.28416841 -1.5478444 0.30333813 -2.5461919 -1.72974901 -0.17374954 3.62846936 -1.45737455 -2.14122534 1.17318739 -0.43580217] Distance 9.36563910315995 Each least square approximations [ 4.95828111e+00 -3.21614072e+00 3.79383443e+00 -2.14133658e+00 3.67287378e+00 1.15728399e+00 -3.55750237e+00 4.22699570e-01 -3.46804987e-01 2.48615498e+00 -2.12754275e+00 -6.68396722e-01 1.21162297e+00 5.15983537e-01 -2.90784607e-01 -5.83840520e-01 1.04483452e+00 -2.98351208e+00 2.76097773e-03 6.86261194e-01] Distance 10.737313928489687 Each least square approximations [ 9.82700075 4.07279279 -1.58140204 0.63983841 0.58887512 0.25343468 0.82709006 2.61418594 -3.40308583 -1.26405215 -0.54904819 0.25944202 -0.81953714 1.58173595 -3.20771255 -1.21781858 0.56462928 -0.25604732 1.62826933 -1.30176633] Distance 7.971056684324888 Each least square approximations [10.05589474 -0.85816278 3.76970408 0.42562302 -1.30606842 -0.91304044 2.07650735 -2.7497789 2.1656883 4.36152614 2.58017496 -1.32720046 -1.41707138 -0.73466932 -0.58574887 1.37208167 -0.48153102 0.98683355 -0.44434236 -0.16052712] Distance 7.194594612902836 Each least square approximations [-11.05827371 -2.81159583 -0.08670998 -3.75563961 0.54591951 -0.08126262 -1.62770839 -2.3729637 0.55716792 -0.22444626 -0.44505895 -3.01884141 -1.45666062 1.26102606 -0.14747418 -1.04520754 -1.25026182 -0.98666293 1.38896929 0.80787663] Distance 6.94647240363603 Each least square approximations [-6.70126600e+00 5.93619185e+00 -5.34993141e+00 1.22545810e+00 3.23279634e-03 -2.41722971e+00 4.02122766e+00 -4.21828355e-01 -3.21367321e-01 1.95367157e-01 -3.48614383e-01 2.52306273e+00 -1.46959366e+00 -3.81794808e-01 -4.14286482e-01 5.72520720e-01 -4.97262872e-01 1.98776869e+00 -2.65733375e+00 2.23852101e+00] Distance 7.5382137240962 Each least square approximations [ 7.53394354 4.66473936 1.02353342 -1.95841667 0.59507349 4.5728206 -2.87906405 -1.1125022 0.9289927 0.09125301 0.68549726 -0.0898825 0.54953542 0.84957684 0.16486621 0.15028101 -0.60141769 0.42309849 0.21564372 -0.58004566] Distance 9.871586010026917 Each least square approximations [ 9.51003785 -2.75145933 -0.73524702 -3.77462612 4.99620011 2.83799788 0.68757682 0.44572624 -1.85614781 -0.74894184 -0.20692867 -0.27654458 -0.92875507 -0.97242905 0.60768434 -0.40391875 -1.33760447 -0.82691339 -0.39063413 -1.93864396] Distance 7.4600191816336245 Each least square approximations [-8.06129096 -3.06253433 -6.45865568 -0.37730136 0.99229026 -0.87795308 0.20168179 -0.10902825 1.16643127 -2.3044249 -0.35425263 1.39314597 0.71897101 -1.38023228 2.71179501 -2.88701246 0.13979006 0.60783942 -1.48318936 1.72575041] Distance 8.034066551132778 Each least square approximations [-11.3643153 -2.21570907 2.88184651 -3.0140453 2.76577782 0.70791781 -3.28934082 -0.49825439 1.11288462 1.7768566 -0.41085159 -1.22563147 -1.83992738 1.28131834 -0.09362157 -0.11001559 -1.80475002 1.17310687 -0.16947565 -0.84607838] Distance 5.275562211994499 Each least square approximations [-8.3812603 -2.62183105 5.34709726 -1.22124649 -1.75980001 1.97624329 -0.36613145 -3.59498443 3.14956863 -0.81936217 1.83441469 2.17812016 -0.88638495 -0.62810455 -0.13921098 0.15513052 -2.27904333 0.46147103 0.82658566 -0.53817638] Distance 7.8372570291240695 Each least square approximations [ 9.32688207e+00 -1.23885064e+00 3.81791052e+00 -7.17180422e-02 3.68360019e+00 3.73277478e+00 -2.59187458e+00 3.01874945e-01 -8.25903061e-02 -3.32044489e-01 2.27700519e+00 -1.29224954e+00 2.07176988e+00 -2.07378908e+00 6.74069227e-01 -1.43275375e+00 1.40843075e+00 -2.37487604e-01 -2.75203239e-01 1.34211253e-04] Distance 7.575175493221024 Each least square approximations [ 8.72521503 2.66008978 2.37815502 -4.77002318 2.15771391 2.48375887 -0.24111697 -0.98011595 0.49341899 0.90869057 1.97545235 0.38036874 -1.0338593 -0.2357678 0.77208474 0.12010172 -1.21877064 -0.47126068 1.42380189 -0.34279247] Distance 8.990446174722432 Each least square approximations [ 8.41069289 -0.55903008 -2.44758043 -5.24426565 -1.88062409 -2.40888214 -1.4102591 0.72162937 -1.98926174 2.64272442 0.93883838 0.53870857 0.65184933 -1.51838143 0.75439467 2.23547147 0.74139863 1.02856275 -1.21089296 1.31263585] Distance 8.566712366225108 Each least square approximations [-8.78041706 0.91103641 5.05173927 3.77698034 -0.29706986 1.04329709 1.84304934 2.30962219 2.1260004 1.26829475 -3.62135803 -1.33828505 0.42044633 0.11772138 -0.05325253 1.78059937 -0.97266779 -1.24034277 0.81893973 0.51188367] Distance 7.717199191428431 Each least square approximations [-7.63014507 3.6130915 -7.70698944 1.83544488 0.05230917 -0.75624486 1.52055521 -0.95602126 -2.17486921 1.38119167 -0.45535576 0.43564192 0.3389112 1.4140458 -0.0782446 0.23004742 0.59267778 1.33942113 -0.62045734 -2.2178054 ] Distance 7.687628103073704 Each least square approximations [ 9.89099412 0.47873504 -0.45301287 -2.79855912 0.54857 3.31810527 -2.71965778 -1.9514525 -2.4135695 -0.54232329 -1.80737919 -0.91622934 0.25448899 2.1433831 -0.16138906 1.55864 1.61332817 0.75313412 -1.12948966 1.90983392] Distance 7.71693411894296 Each least square approximations [10.16085826 0.17172967 -5.21491415 -1.50284674 3.67724293 2.3136791 -2.9048468 -0.32986689 1.24345606 1.03612265 1.03776285 0.17211173 -0.3584695 1.81664165 -0.72416941 -0.31031567 0.75969025 -1.15490595 0.42013192 -0.08350049] Distance 6.60143620166463 Each least square approximations [-10.50133522 -1.98173966 -5.55442122 0.10198573 0.67232063 0.10581868 -0.60084245 1.61166668 0.60593219 0.34812344 2.0341899 1.87895658 -0.86487312 0.65896222 0.69484708 1.34598272 -0.88527017 -0.63261024 -1.19573812 -0.08837268] Distance 7.131176927798281 Each least square approximations [-10.32130655 4.16147442 -0.90810499 -2.47503919 -0.03442465 -0.38734975 -1.98186227 0.58124943 0.57418636 2.24140589 -1.42916959 1.36559729 1.95698911 1.30305048 0.37870188 2.17338171 0.01615591 0.28659093 -0.48525901 -0.01852775] Distance 7.642589366388107 Each least square approximations [-10.25240528 -1.97387325 3.34771978 -2.46626606 -1.79189939 0.77062683 -2.71199937 -0.42747273 0.5212078 0.45717184 1.07939769 0.80975415 0.36059725 -0.75567349 0.48631764 -1.5080316 0.87413108 -0.08930199 -0.97149528 -0.52467688] Distance 8.27364345565962 Each least square approximations [ 9.48857622 -1.06902058 5.23367253 -2.72021093 1.40799842 4.29924674 -0.8508884 -1.18751647 0.09413584 0.69056174 -0.08777904 -1.07485775 -1.08163016 1.40815294 -1.46690391 0.18797982 -0.2113638 -2.42304355 1.59668318 1.03088442] Distance 6.965204162966767 Each least square approximations [10.41458754 5.42489214 1.19125002 -1.56071886 2.97093302 -1.30097513 -2.51984033 0.10297209 -0.69192914 -2.22875702 0.32867797 0.71153493 -2.45881282 -0.73326356 1.12544921 1.17064083 -0.58132418 -0.2293375 1.7484381 -0.67239417] Distance 5.982465947520178 Each least square approximations [12.11150418 -3.56286801 -1.18676941 -3.36262233 -1.17797662 -0.29707617 0.90357656 -2.08516062 -0.66137915 0.35958134 -0.83557382 -0.24976529 -0.68772597 -1.24966283 0.89904474 0.31505203 0.82531788 -1.30290078 2.00670353 -0.1259589 ] Distance 4.916132455999471 Each least square approximations [-11.41331267 -3.97644551 2.16806724 1.67975393 -1.84849288 0.59203401 0.51014834 -0.85825757 2.77916324 0.45035659 -2.25515753 1.16432366 0.28277682 0.36181316 0.38285619 -0.75947815 1.45884289 -0.08834455 1.2421262 2.37738211] Distance 5.531944605213359 Each least square approximations [-7.53126068 3.67676638 -7.71633714 1.74335303 0.5847788 -1.12039755 0.50915673 -0.6845448 -1.94998607 1.84500337 -0.11024444 -0.21654598 0.38151524 1.62673323 -0.14663206 -1.22704396 0.96707942 1.49901762 -0.28884078 -1.7588043 ] Distance 7.642101613406069 Each least square approximations [ 9.64207139 -0.0216835 0.05334855 -1.69557784 1.25019427 3.3189165 -3.72664786 -1.3555005 -2.17071955 -0.44053578 -3.04071011 -0.05718053 -0.02113086 1.72515046 0.39974572 0.97993685 1.08121527 -0.32096471 -0.74180442 1.46686286] Distance 8.069249163187703 Each least square approximations [10.30881727 -0.05677614 -6.07704452 -0.898365 2.77065269 1.43771007 -2.98317239 0.38930866 0.71316924 1.7533314 1.65135846 -0.78209471 -1.05462697 2.00316274 -0.18275351 1.07426879 0.78963392 0.32667489 0.71080798 -0.86457975] Distance 5.785015730467924 Each least square approximations [-10.2103567 -2.25220921 -5.4330581 0.35909573 0.56812386 1.06099314 -1.13400327 2.64711181 0.26514028 0.45976648 1.39620623 1.10600696 -1.04780177 -0.12916127 0.56244198 2.53605291 -0.69850757 0.02272796 -1.42537532 0.27246416] Distance 6.990447188416303 Each least square approximations [-9.61624582 4.45600515 0.22662593 -2.99219464 -0.24152962 -0.1362732 -1.26262508 0.65814384 0.15097923 3.23856491 -1.46542379 1.70395653 1.97691456 0.55841234 0.0614537 1.03420684 0.36949139 -0.24954783 -0.13854062 -0.56041674] Distance 8.16489745801489 Each least square approximations [-10.08846914 -1.91112874 3.14224676 -2.82110387 -1.22296989 1.04995731 -2.54293008 -0.56746564 0.30975536 0.21852737 0.72659989 1.12015654 -0.22976129 -1.25092897 0.41475571 -1.66521615 0.92317243 0.08916312 -0.38471288 -1.04723896] Distance 8.381385326069905 Each least square approximations [ 9.14812407 -1.09215476 5.41388327 -2.4107875 1.04738742 5.37130021 0.47996233 -0.27410725 0.10973586 -0.57954516 0.03591358 -0.56343573 0.14167489 0.83210354 -1.20421782 0.24560065 -0.50715102 -1.5612057 1.04219276 0.51991994] Distance 7.368379955020397 Each least square approximations [ 9.14434179 5.20994666 1.55631004 -2.5591843 3.5334557 -1.03105493 -2.22460688 0.49401637 -0.91536701 -3.87669584 1.22861767 0.03404493 -1.30118158 -0.19018869 0.49857666 -0.21486406 -0.37827384 -0.59962355 1.06905895 -1.31927098] Distance 7.087126694374483 Each least square approximations [11.9418862 -3.02534132 -0.65180649 -3.28897182 0.09313993 -0.19628093 0.50184833 -0.87268641 -1.74715522 -1.42615745 0.22168772 -0.32962092 -1.79161668 -1.51793121 -0.04688021 -0.48299775 0.53322969 -2.6371199 2.50840253 0.21676095] Distance 4.780620176917308 Each least square approximations [-1.02962582e+01 -4.00060070e+00 2.26910680e+00 2.53849984e+00 -2.29507099e+00 1.45290302e-01 -7.52073958e-02 -1.66150021e+00 3.47844682e+00 7.58099505e-01 -1.29545461e+00 6.44854622e-01 1.09466802e+00 1.30006003e+00 -2.10895714e-03 -2.65369574e-01 4.48096089e-02 -5.22288180e-01 3.91213825e-01 1.64959756e+00] Distance 6.996323902742305 Each least square approximations [-7.89527116 3.69061525 -7.5128842 2.20948644 0.11288956 -1.60362129 0.38133016 -0.45501643 -1.59945795 1.72226886 -0.74467674 -0.84123397 0.50183627 1.54135846 -0.67227381 -0.24400781 0.94610525 1.46208552 -0.66433184 -1.63414164] Distance 7.432393220809144 Each least square approximations [ 9.91084709 -0.11570699 0.05873557 -2.38535902 0.57047579 2.7502371 -3.69400827 -2.19503776 -2.130103 -0.5919661 -3.02533543 -0.02138999 0.47773168 1.26913173 0.47388939 1.43236296 0.71367558 0.45164644 -1.01830914 0.94729578] Distance 7.774340952747593 Each least square approximations [10.55658356 0.25259951 -5.80146189 -1.18500177 2.63254375 0.94368774 -2.63450048 -0.04891375 0.85912509 1.95573603 1.61046031 -0.13558533 -1.08747701 1.84768585 0.02910724 1.35680018 0.12730818 -0.22568742 0.92441273 -0.81668391] Distance 5.915797259486034 Each least square approximations [-10.48298863 -2.88903205 -4.73957553 0.06991015 0.77526336 1.07912742 -0.35030946 2.35184071 0.52378768 -0.09649096 1.80549407 0.69322048 -0.85478525 0.36153528 0.3238803 2.0586718 -1.02709869 0.25728816 -1.65861417 -0.02355557] Distance 7.092270654519863 Each least square approximations [-9.93950046e+00 4.21169238e+00 1.00017461e-01 -2.46679348e+00 -4.24968458e-01 -2.09389086e-01 -1.13678543e+00 5.49352449e-01 1.16044801e-01 3.04156414e+00 -1.61437793e+00 1.70704006e+00 1.39493668e+00 8.29689250e-01 8.00837869e-03 1.47324530e+00 5.20390707e-02 -2.26643555e-02 -2.83694085e-01 -1.19132096e-01] Distance 8.209495571723835 Each least square approximations [-10.2986119 -2.21566358 3.09756677 -1.96171336 -1.6966384 1.42617423 -2.3920827 -0.45665892 -0.18733598 0.55819562 0.93731206 1.17060842 0.59294278 -0.87180954 0.01889251 -1.611751 0.5741316 0.93396073 -0.28601621 -0.63112225] Distance 8.263447837817433 Each least square approximations [ 9.56142752 -0.89562156 5.64944312 -2.60914225 1.0953302 4.3183212 0.79106042 -0.17934261 0.06688335 0.02721803 -0.15790873 -0.30563151 0.01096643 0.51607374 -1.8031514 0.1160849 -0.31422892 -2.42420674 0.43825898 0.3505301 ] Distance 7.080331554524253 Each least square approximations [ 9.39436338 5.01823168 1.55988295 -2.35812477 3.68848221 -0.99907908 -2.48367317 0.5137163 -0.69281089 -3.64481084 1.27626923 -0.15781943 -1.48768079 0.14811492 0.46781058 0.44022944 -0.8902392 -0.59819578 1.26149723 -1.59403782] Distance 6.761188764875006 Each least square approximations [12.18229315 -3.04174566 -0.45378326 -3.22890419 -0.07476577 -0.02314542 0.12019596 -1.72558914 -1.51886662 -1.66957086 0.30932319 -0.39600436 -1.94024877 -1.1217724 0.20162722 -0.42351739 0.58455659 -1.29029698 1.90175044 0.21537835] Distance 4.896825258764559 Each least square approximations [-10.52593792 -3.59161593 2.1704155 2.25078147 -2.56708504 0.59897862 -0.15692751 -1.43189537 3.59563195 1.17929493 -1.21443678 0.84264282 1.47525495 0.94169515 0.29324368 -0.02740207 -0.15351953 -0.16804399 0.77206128 1.61067678] Distance 6.792431035617432 Each least square approximations [-8.5309997 2.67576231 -6.0887068 0.99610639 1.75498368 -0.1907012 -2.15964525 5.08528806 0.32269863 2.20289975 1.10719459 0.56091304 0.58170358 -0.80001693 -1.81306849 1.25395183 -2.05397246 0.71046973 1.18821578 0.41554189] Distance 6.1983679467208805 Each least square approximations [ 9.05783918 1.2492568 1.34091441 -0.52997079 -1.31337045 2.33076627 -2.21574076 -1.50149927 -2.50807448 0.3024183 -1.94803255 -1.10558167 0.23144225 -0.86224525 0.18808267 -0.81481394 0.29757928 -2.43212833 -0.90790332 -1.15976481] Distance 9.361204096297929 Each least square approximations [ 8.79086029 0.61148674 -4.19842331 -3.99058305 0.74853053 -3.15690224 -0.15586105 -0.84413304 0.59968981 2.03083951 0.65558422 0.02780599 -1.38525324 0.11534275 1.86926121 -1.66335353 1.21713217 1.52064128 -0.74582452 1.84832548] Distance 8.084820061420611 Each least square approximations [-11.59590984 -0.21113576 -1.04263742 3.34563476 -0.29905438 0.10103569 1.61095237 2.47582932 -2.06433517 -1.53779895 -0.60320061 -0.58646352 0.505527 -2.55624679 -1.28204362 1.49226512 -0.43481873 1.4068799 0.39261974 -0.31372982] Distance 5.716290823225382 Each least square approximations [-7.41443565 2.51467616 1.32426288 -3.96412477 -3.91333255 0.23516686 -1.90065163 -0.42889175 0.73316188 1.37936627 -0.1269 0.62849877 0.48736168 -1.54058949 -0.46102906 0.10317006 0.27878705 1.12467428 -0.18829388 -0.04448993] Distance 10.183776657996365 Each least square approximations [-10.77889676 1.85830493 0.59314964 -3.947213 -2.74085272 1.94338878 -0.33944517 -0.06745077 -0.86546042 -2.24533775 -2.87385391 0.53510353 1.62530763 -1.30816483 0.2740006 -1.39481282 -0.41263278 2.41618869 -0.06205077 0.79674745] Distance 5.862655119928625 Each least square approximations [ 9.68919392 -0.3410399 0.39792581 -2.9695854 2.14318074 2.43556707 2.75136261 0.23774353 -2.47459952 3.10144135 -0.3242138 3.8974926 -0.05101471 0.03499962 0.44689212 -1.0339458 -0.72122397 0.64980455 0.18305275 0.09526657] Distance 7.3678399444942615 Each least square approximations [ 7.82865245 1.95290297 2.78053117 -2.87607224 1.49457588 0.40014295 -0.08102172 -0.58532379 0.69677468 -2.42156661 3.36013942 -1.40491469 0.4313859 0.03636984 -0.86613616 2.20223287 1.22130549 -1.06521512 0.52121496 0.90589029] Distance 9.784603168554675 Each least square approximations [ 8.7993636 0.24454063 -2.03066296 -5.88172633 2.59391181 -2.04169548 -1.26972325 -0.6670497 1.87679764 -0.24644979 1.54820365 -0.65001826 -1.57457727 1.09240726 -0.53883922 -0.45527363 -0.9949479 -1.92810905 -1.56336366 -0.60543854] Distance 7.839267585763425 Each least square approximations [-8.13275309 -1.81113696 2.74235777 1.14625892 0.36337941 -0.87766077 -1.94983832 1.65234312 1.82305687 3.24217386 0.11656109 -0.44786348 0.3675326 0.79690768 -2.00604691 -0.68792372 1.41151137 -1.19777832 -1.80418572 0.68294045] Distance 9.82597516452324 Each least square approximations [-6.6564277 5.00123955 -3.47681419 -0.3961378 -0.80180565 -2.09042889 5.37852632 0.19103568 -0.74493741 -1.09873406 -0.64430846 1.49781028 -2.85546398 -0.21479008 -1.14516554 -1.57694128 -2.84835299 0.25301711 -0.59078537 1.57949415] Distance 8.341730264999317 Each least square approximations [ 5.91329325 4.2399411 1.11221708 -2.13260309 0.11097599 3.78632062 -3.07114842 -0.61903472 1.62704691 0.68984728 0.7498883 -0.20032104 0.12914821 1.19470346 -0.20179593 0.68850747 -0.33928981 1.20461418 0.85895034 0.17291149] Distance 11.029794144882366 Each least square approximations [ 7.96641648 -3.13036082 1.05089937 -3.2634903 5.7408407 0.61993651 -0.72819591 2.24031282 0.45725871 -1.15514965 -0.63511026 -0.82620069 1.12240174 -0.08190577 2.41456299 -0.26874832 0.40714237 0.18937684 0.3272719 -1.07490353] Distance 8.797530611591107 Each least square approximations [-6.34265801 -0.58790375 -5.8795965 -1.04681792 0.72354058 -2.78866177 1.19605143 -0.01362516 -0.66356833 -2.84331055 -0.8132047 1.97929452 1.55857501 -3.37780294 1.57075426 -2.4725814 -2.03329621 2.32412251 -0.79902326 2.44369801] Distance 8.656038334694554 Each least square approximations [-9.6438461 -4.3164127 2.25947936 -2.15611161 -0.08031197 -2.33150825 -3.96881092 0.43409824 2.14183985 2.42797109 -0.87333339 -1.77438359 -1.50236012 -0.77022873 0.58585104 -1.82351891 2.19996693 0.08681639 0.71868017 0.09495532] Distance 6.5962581268636615 Each least square approximations [-7.51424148 -1.67468415 3.49273494 -1.10099191 -0.90812895 2.52457342 0.19913628 -2.80637178 4.1881369 1.18393163 2.55613664 2.18750494 -1.4732336 -2.94898097 0.60864901 1.00426626 -0.79182894 1.48707006 1.21875859 -1.2706037 ] Distance 8.736641823362277 Each least square approximations [ 8.49273249 -0.55941189 3.81525995 1.63302896 2.8287615 2.69645212 -2.7666726 -1.76662589 -0.76993903 -1.11330547 1.64573008 -1.31910505 1.18513132 -2.50004711 0.26385158 -1.93337945 1.64691904 0.64839432 -0.31041735 -1.14970295] Distance 8.63498033254555 Each least square approximations [ 7.61195895 0.05863738 0.74314793 -3.94881237 2.85863664 3.53485159 -0.69469595 0.09660077 1.32399659 -0.97010197 0.56697545 2.69484684 -0.91322835 -0.91347682 -0.80068043 -0.53707015 0.01371004 -0.85018957 0.89126232 -0.65669157] Distance 10.123910691856622 Each least square approximations [ 7.29882365 1.12368148 -1.34616859 -4.72007579 -2.2584943 -1.46920873 -0.30854272 0.76274936 -1.89196845 3.34938181 2.78121886 2.61788953 2.88559908 1.17232831 0.35551969 1.84258604 -0.14591018 -1.10447156 -0.02957662 0.75414122] Distance 9.03242240707891 Each least square approximations [-7.4849999 1.30738117 4.33414787 2.08559498 -1.6791687 0.97866455 1.79703003 3.03121573 1.92753508 0.71087918 -1.4002776 -2.05312796 -0.86742447 1.55594943 0.01563198 0.34476415 -1.0978715 -0.98405815 1.56579828 0.46027685] Distance 9.847684448711984 Each least square approximations [-12.09560006 3.17492714 -3.28267877 -1.64515958 1.16637584 -1.78977234 0.97406769 -0.69980588 2.16467674 2.11346784 2.18795484 -0.41737701 0.77578572 0.16977285 -0.76739478 0.68325882 0.27817384 0.1380279 -0.11928301 0.10382224] Distance 3.7025216905812943 Each least square approximations [ 6.49117887 2.53167902 0.81666125 -1.16411991 -1.74567364 3.39229979 -2.40976001 -1.96361267 -2.77774365 -1.56595599 -3.09919477 -0.61870461 1.06498529 -0.10992985 0.69968982 0.48159317 0.70701905 -1.10817031 0.83351299 -0.99609109] Distance 10.260394620042929 Each least square approximations [ 8.46950823 0.8756203 -0.63497943 -2.84846018 4.468695 -2.35296733 -0.75990532 -1.68736974 -0.27283485 2.86020119 1.60758868 0.08567735 -3.39578645 0.91685233 1.543764 0.03707749 1.84178478 1.50037672 0.92885655 -0.43708192] Distance 7.953099841186394 Each least square approximations [-9.38602208 -1.08479006 -3.58134846 1.26125581 -2.56116552 -1.63212714 1.99076034 3.05378854 -0.63636994 -2.43779348 -1.45666496 0.21179794 0.89688936 -1.07316578 1.1209898 -0.14834616 0.08331076 -0.55267182 -1.2362939 -0.57422576] Distance 8.085540014971533 Each least square approximations [-8.01937003 -0.8737007 1.73312695 -2.79880155 -0.72527593 -2.39751612 -1.25418048 0.2415263 -0.47642994 0.74304963 -2.97284336 -1.11329088 0.82754843 -0.845179 -0.09833254 2.40232286 -1.0357612 0.21098784 0.55774262 -0.29225223] Distance 10.106073552672287 Each least square approximations [-9.92774699 0.40953091 0.12520903 -1.8198079 -1.84132906 3.69850665 1.05978586 1.08303302 2.3452329 -0.198763 1.84930948 1.39842055 1.41182126 -0.34822006 0.33083334 -3.03431998 -1.6846659 2.65999872 0.25657081 0.73502685] Distance 7.1562653876782685 Each least square approximations [10.13583592 3.90149968 1.87089725 0.02246092 2.15158745 2.77337704 0.41202691 0.99639958 -2.46209349 -0.53076604 2.13728878 4.2234305 0.4932814 1.70589332 -0.99733274 0.30095844 0.3042479 0.67853742 0.34921111 0.53653728] Distance 6.050399027798402 Each least square approximations [ 7.29249449 1.70882596 -0.24286942 -4.85854936 1.89881274 0.82544554 -2.77821772 -1.21251025 0.6646836 -2.06415917 1.05906579 -0.27890843 0.69654 -1.40611265 -0.01062453 2.66527658 -0.11020172 -1.12874622 1.02532221 0.68001639] Distance 9.694860682015582 Each least square approximations [ 8.14412888 1.723111 -2.83847054 -5.90197337 1.52288678 -0.24711125 -3.01546378 -1.74009026 -0.60982823 -1.1099714 0.2584553 1.67506104 -1.39132662 0.45295609 0.67658982 0.74981343 1.38044499 -1.23161209 -0.15230064 -0.29064916] Distance 8.224591538343573 Each least square approximations [-7.77461968 0.36192866 2.38900107 3.4523476 -1.33772202 -0.74159094 1.07170981 1.3137246 2.53344204 2.29775558 0.45511407 -1.03987711 0.61972015 -0.5695344 -1.82965789 1.85168142 1.21818793 -1.87987245 0.86301256 0.43663515] Distance 9.780525226253017 Each least square approximations [-5.544757 3.68409858 -7.45714231 4.14433171 1.49743316 -3.3711377 2.54493642 2.93857021 -1.71231506 0.63666359 0.27603778 -0.19226753 0.77795111 -0.57286545 0.50947211 0.20351408 -1.63483822 0.98307514 1.39245507 0.66949965] Distance 9.15391537317822 Each least square approximations [ 1.52091732e+01 2.60533140e+00 -5.93211939e-01 -5.56483132e-01 -2.51021958e-01 -5.32432289e-01 1.87373791e-01 4.46269129e-01 -1.47047348e-01 8.56379301e-02 2.67869323e-01 5.01465944e-01 -4.40724918e-01 2.84671599e-01 2.74898673e-01 -5.28235829e-02 1.12774951e-02 5.37785732e-02 -1.43100504e-01 -8.55304743e-02] Distance 0.489720920283717 Each least square approximations [ 1.10982079e+01 -3.72306820e+00 -4.63758981e+00 -2.68611757e+00 8.27693475e-01 -3.51387932e-01 -1.96838684e+00 -2.63792754e-01 8.11386504e-01 2.37933495e-01 1.73122563e-01 1.93491845e+00 1.90801406e+00 7.98382390e-02 1.96967213e+00 -5.03595455e-01 -4.15834199e-01 -5.76383027e-03 -7.75348825e-02 3.96577042e-01] Distance 7.563973800526989 Each least square approximations [-9.29944331e+00 -4.32465051e+00 -6.10097370e+00 7.95676773e-03 2.33130050e+00 1.97078712e+00 1.29085222e+00 1.69625421e-01 1.40709802e-01 -4.28924850e-01 9.37765162e-01 7.47408822e-01 -8.46679434e-01 -2.08301609e+00 -4.73375695e-01 3.09485760e-02 -2.70464304e+00 5.31104835e-01 1.00464761e+00 -1.46344321e+00] Distance 8.320844345304094 Each least square approximations [-11.16895645 5.63549287 2.93549865 -1.52429453 -4.77294263 -1.77755687 -0.79532071 -1.13152618 3.0243602 0.7873552 0.02610226 -0.42243107 0.57027931 -1.42034094 0.76857727 0.88687619 -0.91645672 1.11515122 -2.31079959 0.67925577] Distance 4.845268076143334 Each least square approximations [-9.84038225 -2.15562416 6.73047035 -0.90153553 -2.4396616 1.17641895 -2.49772706 -1.26227835 -0.36815137 -0.87241504 -1.35873399 -0.7899841 1.06909067 1.45086352 0.57237367 0.1601507 -0.23722461 0.20889934 -0.05727741 -0.48500468] Distance 8.382078324273488 Each least square approximations [10.53829307 -2.90094663 4.3040639 -3.90365695 2.44201618 0.73991446 -1.95574759 0.22002274 1.29894126 3.15475461 -2.10338213 0.5345098 -0.18577797 -0.80991883 1.57564114 1.76502232 0.03253695 -1.41385454 -0.38845828 1.08805275] Distance 7.12276106511515 Each least square approximations [10.84912774 3.83616454 3.50876255 -1.8468082 4.39950907 0.43557297 0.50572729 -0.39998849 -0.68613972 -2.53189026 0.90613344 -1.26459691 -0.76425343 -1.17856803 -1.99432855 -2.02691907 0.15289035 -1.05240826 -0.13186488 -0.80896174] Distance 7.145582658388251 Each least square approximations [10.6171974 -5.18349284 2.16615937 -4.74059152 -0.03012896 -0.0463409 -2.3201188 0.37169334 1.2236329 1.66629866 3.14070837 -0.23688396 -0.31515942 1.11431266 0.17840665 0.76315557 -0.44300122 0.01487837 -1.4650892 1.49072504] Distance 6.879529870886667 Each least square approximations [-11.27556834 -4.60327396 2.85367787 2.09507248 -3.08380342 0.46097127 -2.41103168 1.11544665 0.20430539 2.14153211 0.44839457 -0.63465017 -1.45301775 2.08676544 0.17850432 0.14012151 -1.52989892 0.0997335 -2.22014805 0.77105134] Distance 6.562109189076751 Each least square approximations [-7.48522255 4.77579318 -5.87174049 5.51261331 0.18252915 -1.02206802 1.82314516 3.23719417 -2.39778086 -0.15507504 -0.60068449 0.29212585 -0.18236892 -0.10074806 -0.49858786 1.26464784 -1.87062254 0.07860087 1.78211184 1.13253707] Distance 6.716689121506163 Each least square approximations [11.32013743 0.99529779 2.856907 -2.10719264 -3.13898202 2.39418248 -3.53083629 -2.50691323 1.35470571 0.87105094 -0.66921854 -0.83616805 -0.1755623 0.14956896 0.11336554 -1.27882623 2.30404453 -0.65933148 -1.02182507 0.39088448] Distance 5.5960047704913105 Each least square approximations [ 1.04864619e+01 -2.13345902e+00 -3.61874075e+00 -3.57132763e+00 2.64412984e+00 -2.62399753e+00 -1.02116316e+00 -1.52554250e+00 6.29299490e-01 1.61799994e-01 2.29261624e-01 1.74776623e+00 1.74887459e-01 -1.52524015e+00 1.34701375e+00 -1.60460253e+00 -1.76455110e-04 -2.64116195e-01 -5.70749554e-01 9.48905028e-01] Distance 7.112485308468694 Each least square approximations [-9.13445242 -4.31291582 -5.31110775 0.22100362 0.67831918 1.2423787 1.11630235 -0.59340188 -1.15043884 -2.18566739 1.43383456 0.59690241 0.75756305 -1.92627242 -0.16245364 1.03545141 -2.29138353 0.42491175 -2.28374 -1.58488929] Distance 7.669472860702957 Each least square approximations [-9.82435484 2.52576733 2.56663798 -3.71803141 -3.82842963 0.91257145 -1.07156735 -1.73796888 1.90706026 1.083595 0.29573639 0.45994128 -0.89564999 0.26651641 -0.0473984 1.08190086 0.81914178 2.52410572 -1.36933871 0.26853817] Distance 7.788476535268495 Each least square approximations [-10.36102455 -1.66428445 5.92816723 -0.77799309 -1.77532654 0.92636358 -1.49021345 -0.01342072 0.6582613 -1.65860838 -0.5469621 -0.13687886 1.38718956 1.86386387 0.59323556 0.86944156 -0.16599735 1.79587245 -1.52768895 -1.03184062] Distance 7.142370858272625 Each least square approximations [12.124652 -5.06825628 1.52638831 -4.54902624 0.46375255 -0.85100283 -0.19993224 1.20793392 -0.75543282 0.54959113 0.20828254 1.64146336 -0.74195675 0.28932881 0.28814986 0.29387674 -0.61916118 0.77877627 0.58282258 -0.01435177] Distance 3.9840785499226463 Each least square approximations [ 9.17259844 2.10993367 3.5469508 -3.29725747 3.87843573 1.45843155 -0.09249297 -1.22162713 1.19564376 -0.52471961 1.88008254 -1.04400011 -0.30249685 -0.24094118 -0.80479595 0.75714901 0.39753018 -0.43042373 0.05838706 -0.1094242 ] Distance 9.00016049638161 Each least square approximations [10.59336156 -3.07693341 0.3572607 -2.87079516 0.4427038 -1.83952654 -3.05010418 2.71692946 -0.92328644 1.04719319 1.94821336 1.58475968 -0.33688755 1.64720706 1.74754554 1.78427032 -0.87612385 0.06296532 -2.03047996 0.49424983] Distance 6.855166320012293 Each least square approximations [-9.15726423 -2.34389717 3.76765781 2.71245523 -1.04549892 0.01161549 -0.77155352 1.50566843 0.69176131 4.43518496 -0.70104276 -0.39202054 -1.30676481 0.25611316 -0.83047262 1.06485019 -0.28999382 0.84173434 -1.40345545 1.62007645] Distance 8.668169103840093 Each least square approximations [-9.99647168e+00 -5.33007732e+00 -4.51542941e+00 -1.21933314e+00 3.17179229e+00 -8.15075239e-01 -1.67689649e+00 -5.09880782e-01 -2.43855317e+00 2.45402483e+00 6.74175163e-04 2.01873697e+00 -1.09187094e+00 1.75038028e+00 1.31169234e-01 2.57287033e-01 3.64826059e-01 -1.57231427e+00 9.84424009e-01 1.08071567e+00] Distance 4.104162543261125 Each least square approximations [ 4.27742325 3.3276661 0.91055805 -0.34710032 -0.44768495 3.19117604 -1.39210925 -1.3289334 -4.6032888 -1.86665295 -2.31484227 -1.1183694 0.511156 -0.62011319 0.42550484 -0.32144966 1.19339342 -1.16047638 -0.19700418 -0.06440082] Distance 11.249277548860421 Each least square approximations [ 5.9861755 1.66890846 -1.74425208 -2.24480569 3.85387162 -2.08733745 0.93641366 -0.91376074 1.86166006 1.74406115 1.46028997 -1.85406329 -2.73781156 3.4919692 0.96643862 -0.87100264 2.13754805 0.65499036 3.03491278 0.46694342] Distance 9.511720521172764 Each least square approximations [-7.16403737 3.46138826 -3.55126839 2.12279325 -0.92901079 0.77289496 1.3862278 4.00815546 1.17407075 -0.17457832 1.67700989 -0.81621583 -0.04433209 -2.34525488 -0.92669055 0.73838621 0.64645875 -0.3763141 1.2898431 1.72265093] Distance 9.440731960856594 Each least square approximations [-4.64070976 0.48968112 1.79451842 0.14238095 -1.24428244 -0.27261911 -3.31850692 -1.30363435 -0.95009938 0.28532676 -2.72980456 -0.47848496 3.70703587 -0.7883175 1.2019883 0.51559777 0.49233873 1.2204723 0.97846995 1.80766628] Distance 11.659093008546705 Each least square approximations [-7.13851357 1.58546956 -1.847049 -2.74018927 -1.37227533 4.12912892 -3.89099322 0.3687791 1.52533637 -1.17941369 1.62209319 -2.35260521 -0.18151771 -0.25161958 0.3949313 -4.41199977 -0.36979233 0.0441026 0.02033449 2.06137234] Distance 8.44929841400031 Each least square approximations [ 5.72655483 4.65323084 0.06032423 -6.8593436 0.95452661 3.49939478 2.06074272 -1.11020891 -2.6288167 -0.06349602 1.16481707 0.91626092 0.05461665 2.09814015 0.53604306 -1.18484842 1.38144915 1.70622154 1.04314937 -0.68680834] Distance 8.016131027876602 Each least square approximations [ 5.59921238 1.40131576 0.38641966 -3.48998475 0.64998723 0.6497604 -1.80680378 2.37111241 1.20900198 -1.59912714 1.08911257 -0.91626666 1.65654788 -2.50706172 0.66441372 2.58880239 0.23377881 0.29505339 -0.67441882 2.26849224] Distance 11.07456289787814 Each least square approximations [ 5.27327074 1.03505223 -1.71341272 -5.7563537 0.16898745 -2.53677571 -0.34955591 -2.15560629 -0.19155698 -1.70032226 -1.1646036 -1.81912142 -0.93117415 -0.40174166 -1.70554058 -0.64784044 1.29555494 -2.71701229 -0.59128694 -0.83777739] Distance 10.37961447817336 Each least square approximations [-5.34862468 0.14062862 4.04262859 0.39691427 -1.09695275 0.0081091 0.36038907 0.60561917 1.30826118 0.35526766 1.57461003 -0.98534887 2.73910748 -0.04765009 -2.29995678 0.59017235 2.83269914 -2.57509452 -0.46033079 2.14160478] Distance 11.012209980763892 Each least square approximations [-5.50690737e+00 5.11601351e+00 -6.62924465e+00 3.21255857e+00 1.34933290e+00 -3.30704735e+00 2.86407278e+00 1.68392827e+00 -1.86308452e+00 -4.80845451e-01 9.20138551e-02 -2.74790469e-03 2.20140468e-01 -3.71180152e-02 -1.55042027e-01 4.27980786e-01 -1.16930854e+00 2.78798644e+00 -8.55684953e-01 1.16208592e+00] Distance 8.529368505204797 Each least square approximations [12.69359807 2.31741563 -1.01538482 1.0377486 -0.12409307 1.42683523 -2.766125 -0.16347701 0.61071206 -0.02057064 0.09866854 -0.81865025 0.92699564 1.13421827 -1.16936935 0.25643763 0.28081464 -0.28201368 -0.06397858 -0.51742338] Distance 6.253469073401866 Each least square approximations [10.36909953 -4.37632344 -3.56913428 -3.11857601 0.83869122 1.77025878 -1.16582081 -0.90368403 0.24148726 0.83715266 0.73824611 0.54395793 1.33406343 0.0738904 2.1000606 0.10925356 -1.05282846 -0.22149668 1.44827081 -1.39377756] Distance 7.372304002824033 Each least square approximations [-8.22280859 -4.71542119 -5.6886561 -0.53506756 2.7594058 2.24646103 0.11906795 0.81939809 0.10853564 -0.92757172 0.77214832 1.2524798 0.08546428 -2.74852949 0.75892704 -0.81816691 -2.2880957 0.94340317 -0.45991292 -1.21347529] Distance 8.185754333703821 Each least square approximations [-12.18438629 4.13019463 3.54270228 -1.10099919 -1.49066123 -1.74846929 1.46794063 0.04180183 2.49631901 2.11823584 -0.52018052 -1.97464291 -0.90874345 -0.30787171 0.3539069 0.03290041 -1.3176266 -0.56700336 -1.29180305 0.5427042 ] Distance 3.978800403010222 Each least square approximations [-9.33125611 -3.37858157 6.02496457 -1.12313514 -0.86720124 2.5881374 -1.54721682 -2.55512231 0.33725034 0.14763815 0.43705515 0.75248803 0.45187371 1.09169235 0.48019966 1.94235577 -1.33097198 -0.22108514 0.22183366 -0.56961346] Distance 7.848287115355041 Each least square approximations [10.3600698 -2.30523812 3.75773159 -2.03920855 2.65182287 1.30203492 -2.58356208 0.44298772 1.37469965 2.61743258 0.20700935 -0.23322779 0.99623306 -1.16344295 0.91944064 0.32316676 0.19330229 -2.06349468 0.10578883 -0.88241308] Distance 7.665629570967547 Each least square approximations [ 9.96712457 3.62915522 3.27940286 -3.17063685 3.85288055 0.96551944 -0.03804734 -0.86837032 -0.7847376 -2.3787785 0.98148883 -0.73906053 -0.54827592 -0.96521906 -1.6214633 -3.51397867 -0.91613603 -0.95841684 0.68479976 -1.92281215] Distance 6.536969563485878 Each least square approximations [ 1.01246527e+01 -3.32444214e+00 2.05182937e+00 -4.67250665e+00 -2.04409892e-01 -1.01067175e+00 -2.46164046e+00 -5.95335023e-03 -4.08553866e-01 1.22171488e+00 2.62927419e+00 1.20296751e+00 1.38378038e-01 3.05236359e-01 -1.23293725e-01 2.77235492e-01 -7.27891029e-02 1.07276855e+00 -1.08963476e+00 2.37319743e+00] Distance 7.588029114651767 Each least square approximations [-10.93668301 -2.52797726 2.76782939 3.21938744 -2.98891946 0.75353875 -1.14538303 0.49954091 0.78330519 0.99371479 -0.54322088 -1.03840712 -1.21124048 1.69758223 1.12577098 1.98620325 -3.27906177 -0.79666357 -1.15107791 -0.04233218] Distance 6.493401413066855 Each least square approximations [-5.80739449 4.82633674 -4.20815239 4.06474807 -1.66913377 -3.87799809 -2.43654026 2.5898024 -1.7767262 2.45290228 1.77501623 -1.63835201 -1.27866224 -0.2925968 0.8753347 1.24724813 -0.83112035 0.90022703 -0.11853477 -0.5120387 ] Distance 8.654626550126224 Each least square approximations [ 9.02731201 -1.15852614 -3.27169164 -2.56617277 -1.24018806 1.77796788 -2.72260954 -2.66765113 1.62729874 0.43295077 -1.80939039 -0.12085159 0.95452613 0.97406587 -0.17770941 0.67485655 -0.50105916 -0.56517298 -1.19738173 -1.6683345 ] Distance 9.210811002775381 Each least square approximations [11.43298826 1.22855449 -0.4966303 -2.07043973 -2.00568107 0.46841438 -3.55907069 1.14748663 -3.0623461 0.91885851 1.34664284 1.38082754 0.03845459 -0.21337646 2.16731484 -1.01488774 -0.46006873 1.19953547 0.10267771 1.45532183] Distance 6.24275623676588 Each least square approximations [-8.86954967 -5.55335387 -2.27139788 -1.12697843 -0.19025002 0.4284207 -0.10224944 -0.5882474 1.67817363 0.05375987 -0.94241113 -1.32915337 -2.32682269 -2.76288261 -1.16281009 3.57292037 -0.36590474 0.30130379 -1.98026271 0.52924549] Distance 7.991848669840265 Each least square approximations [-8.57071182e+00 2.75314150e+00 1.67097754e+00 -3.18367508e+00 -7.57564527e-01 -1.61390548e+00 9.78074924e-01 -4.42136342e+00 -3.04488829e-03 8.32614541e-01 1.27549560e+00 2.73292453e+00 -1.31093924e+00 1.93889757e+00 8.68281500e-02 4.81876817e-01 1.66388832e+00 1.25536056e+00 -2.63388653e-01 -2.17279201e-01] Distance 8.934948737393217 Each least square approximations [-8.33991198 -3.22162092 4.0311248 -0.55840921 -2.24211769 -0.15881582 -0.99931946 0.94441407 -0.87530012 -1.9411649 -0.55456748 1.66443542 3.19157561 0.68153139 0.29846369 0.34156525 -0.26765004 -0.47816819 1.84208825 -0.80890479] Distance 9.549630445849658 Each least square approximations [10.05344624 -1.38487763 3.76438778 -0.5441398 0.51843878 -0.32207746 -0.46101685 -0.43225264 -0.57734238 -0.74651137 -1.69439381 -0.20407106 4.20018586 0.53257772 0.47203278 0.11848727 0.97985479 -0.09788491 -1.00899274 -0.83739944] Distance 8.635217676427024 Each least square approximations [ 8.73899383 2.91299508 1.2353585 -0.56034581 1.65812436 0.10287464 -0.57086274 -1.21505236 -0.60494651 -1.18512503 2.41211495 -2.60601825 -0.34639519 2.52676115 -0.08662207 -0.5453342 -0.83478796 1.09817375 -1.17763581 -1.80275507] Distance 9.922829702871253 Each least square approximations [ 9.58526421 -0.7291797 0.84346723 -2.36975262 0.06135388 1.98049848 -1.15677879 3.02529998 1.47414471 -2.30828834 2.26623752 0.64053521 -2.87854916 -0.7159223 -0.35524497 2.34169704 -0.47823852 -0.20717342 -2.1803033 1.53088545] Distance 8.334982461643985 Each least square approximations [-8.19416644 -2.22460635 1.9001925 1.3653953 -0.2766749 -0.70896355 0.27956985 0.35922658 -0.1470841 2.30612142 -0.91252445 1.06805319 0.61187061 -0.31495384 0.92745211 2.45957844 -2.11789677 1.74881792 -2.03605604 0.0915549 ] Distance 10.616052285417508 Each least square approximations [-6.48924652 4.49228213 -5.78668124 3.4635675 -0.81086783 -3.81046063 -1.33803542 -0.8892948 -1.6166003 3.24366027 -1.13400689 1.15136054 -1.22953355 2.77371528 2.93615888 1.78671332 -0.68981938 3.50369866 0.01406597 -0.29487014] Distance 7.12116754626709 Each least square approximations [10.11534423 0.56912379 -3.30042712 -1.78330833 0.0513177 5.10001459 -2.17708227 0.20234733 -0.39947424 -1.66414016 -0.83670891 -0.76889654 0.07681082 -1.63073346 0.68463208 -1.20828659 0.11430931 0.9356534 -0.76831145 0.74628807] Distance 8.214968804600446 Each least square approximations [11.3842574 2.72222792 -0.66300641 -3.2813197 1.91569966 3.68849801 -1.63097011 -3.29832167 -1.07328303 -0.35923139 0.04399215 1.36212743 -0.30263593 -0.32126145 -0.11886994 -0.76112476 -1.17057111 0.15425685 0.57344103 0.4262466 ] Distance 6.401764658691686 Each least square approximations [-10.47883892 -3.80180434 -3.4548315 -1.44111918 0.86718227 1.73392162 2.29890391 -0.39463098 2.92727499 0.3823871 -0.28714268 1.07475883 -2.4840415 -0.62580531 0.32830912 -0.4011674 1.22023719 -0.27943805 0.07006318 1.34788475] Distance 7.629032307952629 Each least square approximations [-11.13283441 3.2781444 -1.25734815 -0.99658458 -1.21565074 -0.3737227 -1.49699192 -1.67737025 1.46725928 -0.14611019 1.04920386 0.52310058 -0.03689984 3.06478841 0.32181707 2.32107627 0.07328894 0.23149276 0.29520159 0.79275169] Distance 7.91866413684964 Each least square approximations [-8.66177517 -2.95753792 4.36890994 -0.50333186 -3.28713355 1.34535128 -2.95958666 -0.49017219 -0.8612649 0.11300224 -1.25319103 0.54123172 1.98353083 0.31295747 0.78977197 -0.4684158 0.29351989 -0.80108966 0.45399313 -0.07847122] Distance 9.627238642911802 Each least square approximations [ 8.53496599e+00 -1.52908156e+00 4.16812320e+00 -2.85408632e+00 4.10586949e+00 -4.66694244e-01 -3.53438197e+00 -9.49062285e-01 -3.38129025e-04 2.53402084e+00 -2.27220619e-01 -1.04151854e+00 6.49209650e-01 1.08577185e+00 9.01420067e-02 -2.73939131e-01 2.83054767e-01 -1.46109971e+00 1.00331066e+00 -1.12050453e+00] Distance 8.99758054322079 Each least square approximations [13.15726677 2.82143666 0.38295534 1.35815047 2.14984308 0.61588939 -0.71034702 -0.92786182 0.06510956 0.71902056 1.5767944 -2.27373942 0.95170891 1.18149753 1.02228412 0.13682328 -0.91684767 -0.21486724 -1.22400982 0.22851131] Distance 4.736448796370994 Each least square approximations [10.36512447 -2.57183041 0.99782829 -3.57893915 -0.48864857 1.63635985 0.22788406 -0.99732032 1.94573356 0.1408274 0.38114525 -0.49620516 -0.48824696 -2.2698513 0.63070463 3.77893061 1.58474655 0.47600201 -0.47491533 1.8077926 ] Distance 7.970626854899478 Each least square approximations [-12.16668636 -2.22909461 1.39534883 -1.10001077 -0.84969665 -1.0191886 1.97989137 0.42704682 -0.88552861 2.93169632 -2.3125729 1.367987 3.15377511 -0.69742251 -1.70128865 1.18201448 -1.0976877 0.38708591 -0.83424118 -0.57779045] Distance 5.4883234858180145 Each least square approximations [-9.3338405 4.73275241 0.04113691 -2.19521524 -1.02884505 -0.10250972 -2.97908113 4.02826145 1.26686255 2.64883877 -2.37709536 -0.03158392 -1.91158359 -0.63680928 0.67767029 1.76969247 1.27117018 1.60204889 0.16674507 0.72473556] Distance 5.844680766229084 Each least square approximations [ 4.38610264 -0.47739138 0.05258788 -0.53815898 -0.18543276 1.20010973 -2.70659135 -1.25843205 -0.28216219 -1.3079144 -2.80179772 0.59976453 0.41877899 -0.73894182 0.80049885 -1.20893608 1.17502194 -0.70096722 -0.54419901 -0.43557901] Distance 12.490259780154886 Each least square approximations [ 6.53948927 3.35391448 -0.52448881 -3.60929663 1.35082008 -0.94916624 4.1731927 -1.66569391 -0.20994123 2.6068526 3.53502954 0.75252993 -1.83970196 -1.05262938 0.40861215 0.6513056 2.23058838 1.86931574 0.49699733 1.67398798] Distance 8.636760184237625 Each least square approximations [-10.5154305 -0.71224777 3.30869286 -0.42568664 -2.93845377 0.18708614 0.69571236 -0.96857082 -1.70128397 -4.23623454 -1.08398489 -0.69259777 0.0622902 -0.03810491 1.18265562 -0.03026284 2.67278091 0.33958394 0.0121621 0.06656982] Distance 6.153467823084765 Each least square approximations [-6.26757413 -1.72948748 0.53792325 -1.7905911 -0.84845987 -0.95863454 -0.42890253 2.11370405 -0.60035744 -1.30174176 2.2161676 1.8116134 -2.57444145 -1.72361374 -0.66808503 0.87899641 0.06808764 -0.19056452 -0.24967484 -0.67793643] Distance 11.297870908910351 Each least square approximations [-7.71200016 1.50097314 -0.97579332 -0.27255903 -2.24227598 1.41280933 3.14092592 0.36688053 -1.4852497 -3.29022076 -0.34813481 1.55193008 2.66761098 -3.18912444 2.76179312 -1.4114496 -1.04721336 1.39161309 -0.39570754 1.9859873 ] Distance 8.482375256991025 Each least square approximations [ 7.18410328 0.9512063 0.21514412 2.46072809 1.68110484 0.98227383 1.4662898 2.79728963 -4.60628382 1.73842477 -0.1396609 2.00071504 1.30187049 1.32728013 -0.42024105 -1.27914179 -1.23388484 -0.83604276 -2.45071054 0.59967416] Distance 9.318168875725588 Each least square approximations [ 5.36473247e+00 1.63156988e+00 5.15159043e-02 -3.04809658e-01 -3.30367964e-01 -6.40861911e-01 -2.67844607e+00 -6.78536356e-01 -4.63875571e-01 -6.48273762e-01 5.72236768e+00 -2.37062153e+00 -5.00492826e-02 3.00971728e-01 5.26614948e-03 4.20291773e+00 7.42391144e-01 -2.44605063e+00 -1.04975715e+00 -2.88260307e-01] Distance 9.85699367741512 Each least square approximations [ 7.70844533 5.38485345 -2.23506261 -3.2377989 4.56512303 0.46042388 -1.28426885 -2.03527273 1.97628585 0.01722927 -0.9582635 -0.26655129 -1.18431629 -1.60907933 0.56343404 0.90703062 0.03952661 0.94369374 0.14829611 -0.49427736] Distance 7.707470937849342 Each least square approximations [-6.12486186 1.31651092 -1.08435033 0.02217809 -1.52917373 -0.59824182 -0.57487229 -0.35614235 3.98838102 3.16036042 -1.41098102 -1.2365423 1.89743461 -3.85067627 -2.08059171 -1.76183236 0.44210159 -2.29346171 -0.46126504 0.15361278] Distance 9.83797471219564 Each least square approximations [-4.94991953 4.624916 -4.83725837 3.06094922 1.01627005 -0.67086837 2.190916 0.90227063 -2.13355238 1.57695516 -0.15936913 -0.60367736 -0.74002397 0.97697205 -0.20777587 0.46607498 -0.98883915 0.56328646 -0.73937021 -0.42291866] Distance 10.402453212687321 Each least square approximations [ 9.40308026 -0.90905266 -0.46233775 -1.0221707 1.29162993 3.9392161 -1.59566352 0.67287034 0.80600566 1.93297003 -0.34984497 0.4572319 -0.72520575 1.80171527 -0.89122805 0.34171058 0.6222277 -0.67817124 0.377192 1.21395555] Distance 9.090035305144571 Each least square approximations [ 8.67232814 -1.82067672 -2.87561453 0.03440361 2.91289839 3.17877534 -1.24060342 -1.86439106 0.43320904 1.15180451 1.59399672 1.85866611 0.48110244 -0.32381288 1.04853581 -0.87878411 -0.06030313 -0.56603377 -0.70658776 1.99762172] Distance 8.958192964343423 Each least square approximations [-8.71999667 -1.61553064 -3.59900874 -3.25275127 0.40644768 -0.07324935 0.27183422 0.6774597 0.89718005 -0.22690094 2.59600318 3.23225506 0.38756629 -1.16674742 1.11269483 -0.39566784 -0.72780925 2.2643834 0.62006615 -2.06625155] Distance 8.428208056368993 Each least square approximations [-10.8832061 0.76537976 -1.48107767 -1.29061769 -0.26405558 -0.45125922 -1.16553493 1.18997125 2.12224958 -0.19594236 2.48287776 1.92429156 0.71441849 -0.86207673 0.09700536 1.72870114 0.8134264 -1.14670276 0.35846347 -0.29649423] Distance 7.641236568375102 Each least square approximations [-8.99238199 -2.02962492 4.69535793 0.18601891 0.33095018 1.12921561 -0.63708196 -0.48822174 0.08410124 -1.06346814 0.87984292 0.54004846 -0.28216168 -0.80859512 1.82335673 -0.76299793 1.83139331 -0.9558022 0.28767625 0.63249928] Distance 9.192024385667187 Each least square approximations [ 7.93490793 -2.71719717 3.2884195 -1.7002274 1.67418091 2.3053622 -2.10776555 0.35597842 -0.50064853 1.73635868 -0.67935924 -1.39524715 0.01498449 -0.03332598 -0.16664473 0.25686129 0.99772335 -3.04784332 0.93910553 1.7368475 ] Distance 9.406926981932807 Each least square approximations [ 9.61596762 4.60669666 -0.94933143 -1.37554034 1.09019865 0.84156528 1.43854953 -1.00328518 -1.09916043 -1.32058138 1.28585579 1.54187524 -2.3993687 -0.42293227 -1.58439417 0.43674059 0.29117588 -0.6141738 0.25412112 0.10705027] Distance 8.219946022401285 Each least square approximations [10.18653958 -2.75255863 -2.89886991 -0.88843062 -1.39915741 0.40229015 -1.64312256 -0.02956893 0.41302646 5.25347929 0.60796838 -1.49347668 -1.39274329 -0.38544177 -0.34612447 0.92697963 0.0659825 -0.12375069 -0.16776261 1.89512103] Distance 6.538224121379454 Each least square approximations [-10.70759134 -0.44724636 0.53706092 2.43244056 -1.56560623 0.55114484 0.04756298 -1.59399495 2.11729342 -0.63966296 -1.05331992 0.16363809 -2.35433737 0.47798278 -2.37917533 -0.36701616 -0.48398879 1.05861655 -0.78129811 0.28763616] Distance 7.692933911926417 Each least square approximations [-4.50418387 0.42068933 -5.42722353 1.08651806 -1.24209157 -3.13616996 3.32094151 2.13570744 -0.59653232 1.06538604 0.78506125 2.70402731 -2.01508556 -1.86061905 -0.46865654 -0.24468103 -0.90863642 0.18887768 -0.07700971 2.43531605] Distance 10.118285109020883 Each least square approximations [ 5.70862771 4.82437959 0.62423058 -1.56351185 1.34122498 3.99829125 -1.90398408 -0.88100002 0.78818897 -0.12314439 1.62857978 -0.26092172 0.75429004 0.52161354 0.25712375 0.54513134 -0.00956964 0.56541718 -0.1701921 -1.13551847] Distance 10.834378756359557 Each least square approximations [ 6.41267692 -3.7556744 -0.73793002 -4.01009164 2.70720845 2.07182054 0.41776745 1.39285202 1.10710648 -1.37716443 0.12883302 0.24198233 -0.26376477 1.90227063 2.35235561 -0.59360534 -2.34642034 1.08750296 1.403841 -0.95448769] Distance 9.825284493038275 Each least square approximations [-5.29025224 -0.74013095 -6.64362924 -0.5182647 3.19671535 -1.40605143 1.60643424 0.62597654 -1.70843436 -1.71838802 -1.13570935 -2.1439131 -0.11633547 -1.4904644 1.31823801 -2.04052441 0.21212053 0.76519163 0.88389282 1.12770791] Distance 9.683986347334931 Each least square approximations [-8.15991103 -2.1465653 4.9294451 1.79670757 -1.40848475 3.20492751 -2.9939728 -0.71872471 -1.15240228 1.63191805 -1.25167104 -1.78502899 0.15046822 0.38368817 3.62507666 -1.65856286 0.33775707 1.66322557 0.08988775 -0.91476535] Distance 7.448502028054147 Each least square approximations [-5.42147544 -2.18574004 2.59870497 -0.64843517 -3.55805505 2.38826271 -1.93878693 -5.20912455 3.48413885 -1.06525677 1.13186821 1.35009438 -1.50965681 -0.83093116 -0.89533387 -0.37190828 -0.3359307 1.4560737 -2.75636345 0.5980542 ] Distance 9.13182762788269 Each least square approximations [ 5.53700014 -0.39466945 5.58875993 -1.89112158 2.52515196 2.56119507 -2.08961934 0.51673891 -2.5321496 2.07246946 1.29088074 -0.80238456 -0.48657743 -1.46590634 1.99123147 -1.84417035 2.29370366 2.12703808 -1.30327091 -0.05876078] Distance 9.328259628887023 Each least square approximations [ 6.32087033 -0.78521114 3.69994593 -3.32241485 4.12398481 1.51516749 0.98529305 3.39986914 -1.10617517 0.26505495 0.35121792 0.15789978 -0.76194073 -0.32547443 1.47134014 0.47987634 0.07675467 -0.23004151 0.76691571 0.41607946] Distance 10.099112189791995 Each least square approximations [ 5.09248517 -0.52129593 -0.19524913 -6.53252739 -2.55589098 -2.19245511 -0.66581883 2.43869657 -1.60338662 1.43041863 1.92309587 -0.25530898 1.15696675 -0.33902609 -1.32682455 0.63186786 -0.15362557 1.44415993 0.14262518 -0.32705128] Distance 10.17789184212474 Each least square approximations [-5.26480246 0.36686642 7.51686777 0.81299623 -3.92151925 0.65408198 -1.10374444 2.91187904 -1.31422501 -0.8001754 -3.02413811 -1.47834587 1.69686443 0.06400559 -1.09660889 -0.25766084 -1.39676135 -1.09401892 -0.43912537 1.06715814] Distance 8.462632654822052 Each least square approximations [-10.18574235 3.33194641 -2.97405166 0.7761386 4.82617305 0.78110762 1.17630876 1.43815987 2.19618177 0.91109025 3.44975552 0.74464358 -1.18386797 -0.49772245 0.98683077 1.0087867 -2.15343067 1.7848521 -1.32658865 -0.07885063] Distance 4.962007526999844 Each least square approximations [ 6.97827257 1.63731434 1.12296238 -1.30230375 -0.67213563 3.62581706 -2.95619237 -1.64415853 -3.40377282 1.91011619 -1.78539886 -0.57066813 0.16531318 0.21108898 0.23970284 -1.14169129 0.63513901 -1.91533243 2.29348065 -0.49609408] Distance 9.92367901764358 Each least square approximations [ 7.81747536 -1.43739055 -2.02505149 -2.2482778 3.40338092 -1.44512622 -1.30061448 -1.40970948 -0.59355776 3.1503706 0.0995609 1.83064316 -3.09005569 1.10959572 1.10056624 -1.46518927 1.96578851 0.40067016 -0.62088446 0.50428887] Distance 9.24592059574737 Each least square approximations [-8.88176013 1.08417079 -4.87144413 2.8411183 -3.50866744 0.27606221 1.16367513 1.26422123 -0.57101267 -1.679683 -2.18048947 0.90736888 1.39806316 -1.84545782 1.98452183 -0.21500469 -1.53406163 0.2344895 -0.90944831 -2.60369096] Distance 7.233566167180037 Each least square approximations [-7.81832164 0.43378423 1.97647872 -4.68283903 -0.79807282 -1.25025101 -1.96949686 1.41987127 0.5088378 -0.57934647 -1.13914426 -2.09077279 0.26852319 -0.29961836 -0.50728567 1.75272817 -0.3034999 0.21494699 0.88993314 0.03907652] Distance 10.083707879498876 Each least square approximations [-9.92215505 4.00009296 2.49572348 -3.06311889 0.14635978 3.05787303 0.30113867 0.12085678 2.68286816 -0.98960265 -0.23405357 0.22909989 0.23719916 0.64932343 1.5212598 0.47164663 -1.03642108 2.01816185 -1.36491793 0.44983406] Distance 7.040071332208843 Each least square approximations [10.13714586 2.08243415 -1.83286489 -0.37579693 2.37904224 5.67888385 -0.79958676 1.9447368 -1.11155236 1.42962592 1.90658438 0.22243104 -0.86647276 -0.23749661 -0.28807295 0.98672623 -1.27437577 1.47159361 -0.820559 0.48554409] Distance 6.4153241874633995 Each least square approximations [ 6.43456332 2.37027287 0.74644114 -4.34631693 2.93911529 1.77581281 -0.30080921 -3.06555024 -0.16778928 -1.66182796 1.79002208 -0.450273 0.91176666 0.21287893 -1.65100384 1.98547465 1.39705214 -0.40818981 0.19104414 1.49989078] Distance 10.085498341265868 Each least square approximations [ 7.03721973 -0.24633483 -2.68621485 -5.90489419 1.31905072 -0.9598119 -3.7958408 -1.1377909 0.14329949 1.69871356 1.06980799 0.11424389 -1.81688314 0.82501447 0.36530797 0.99938921 -1.71311512 -3.33168792 0.32765431 -0.40865109] Distance 8.607838553151858 Each least square approximations [-6.71924311 -1.25612244 2.39476836 3.97957368 -0.25564922 -1.6286235 0.01602563 0.97006107 0.86919974 3.93439511 -1.15139107 -0.93237077 -1.1376839 0.64519651 -3.16039378 1.23424047 0.37146172 -2.02201248 -0.19237982 0.79423908] Distance 9.955357991163906 Each least square approximations [-6.06887217 3.52025655 -8.18778919 4.07798376 1.31575944 -3.80961533 2.83926447 2.53287481 -1.3805572 0.31871345 0.19771455 0.18476115 0.21625216 -0.45820826 0.50660436 0.44357488 -1.62003188 0.69147639 0.84255358 0.65462192] Distance 8.01241816401425 Each least square approximations [ 1.46529121e+01 3.73349499e+00 -3.99174799e-01 -7.63323959e-01 -3.37220094e-01 6.38119700e-01 -1.27846169e+00 1.80520473e-01 -6.23552899e-01 -2.79171052e-01 7.11245144e-01 9.39016690e-01 -4.80645254e-03 6.92280368e-01 -4.36054891e-02 3.44726024e-01 -1.04995890e-01 2.12109231e-01 -3.33106654e-01 -5.67534238e-02] Distance 0.8024597323148156 Each least square approximations [11.2876048 -3.83607826 -4.64711409 -3.35204564 1.49477598 -0.35270034 -1.87769811 -0.64301654 0.70681067 -0.38228724 -0.30807259 1.92498575 1.19424685 0.36032084 1.71507742 -0.55274154 -0.8946982 -0.02357636 0.27052963 0.28990275] Distance 6.586531490298856 Each least square approximations [-9.52363489 -4.15489772 -6.73708001 0.61456489 2.74945439 1.63043962 1.45231919 0.21028639 0.35225446 -0.76748261 1.11570328 0.58397581 -0.93242784 -2.11946873 -0.48984068 -0.65308277 -2.40159497 0.56795187 0.48926196 -1.16421189] Distance 7.261772251832561 Each least square approximations [-11.60013956 5.04945896 2.82608822 -1.82780606 -4.4953045 -1.10992232 -1.48262914 -1.4087586 2.57318168 0.95132194 -0.42708033 -1.18419756 0.63399063 -0.87840661 0.94403564 1.07324014 -0.4725527 0.78559395 -2.53725751 0.63818819] Distance 4.2215988762282395 Each least square approximations [-10.01250846 -2.40283697 6.6941487 -1.32133519 -2.9647804 1.78222026 -2.74213562 -1.69720349 0.45517934 -0.30994685 -1.25901695 -0.67631553 0.88432432 1.52153539 0.60710277 -0.12316997 -0.25676982 0.59559357 0.06751012 -0.41409528] Distance 7.312622524387137 Each least square approximations [10.74748772 -2.60832955 4.61952312 -4.24646193 3.53803728 0.80349813 -1.81175413 -0.02704308 1.25499802 2.7419476 -1.21598496 0.26983704 -0.23993137 -0.75570489 1.24558936 1.40461927 0.32547473 -0.77638279 -0.18160033 1.11813298] Distance 6.318604777094259 Each least square approximations [11.26367616 3.5097814 4.13369638 -2.6302843 4.35246088 0.77239535 0.70970058 -0.18623873 -0.38208744 -1.9471281 0.61568007 -1.2612981 -0.35488759 -1.35785447 -2.03806906 -1.62579531 -0.01742388 -0.95618605 0.12541973 -0.65876057] Distance 5.960994994567387 Each least square approximations [10.4966908 -5.16674136 2.1689297 -5.58540713 -0.1429581 -0.93199699 -1.93463632 0.49595655 0.39969705 1.83998164 2.90474114 0.04544866 -0.286396 0.97730311 0.50741198 0.89650702 -0.13668331 0.19338167 -1.52678089 1.38236659] Distance 6.229720333921618 Each least square approximations [-11.42664292 -4.26578895 4.06780597 2.44971535 -2.49396187 0.73264302 -2.41518624 1.59453507 0.34870129 2.41884771 0.29974301 -0.80436187 -1.29709605 1.7075397 0.13808519 0.39504888 -1.62547398 -0.08647095 -1.92456276 0.62312076] Distance 5.493209830173845 Each least square approximations [-6.02767296e+00 3.58418493e+00 -8.13521690e+00 4.16570506e+00 1.48124548e+00 -3.53059877e+00 2.95006532e+00 2.94424786e+00 -1.51108763e+00 4.94982096e-01 7.43394925e-03 3.06135970e-01 4.76399280e-01 -6.31124225e-01 3.92085377e-01 3.32263207e-01 -1.61581210e+00 9.39408139e-01 9.80103158e-01 8.33035703e-01] Distance 7.784630770671707 Each least square approximations [ 1.46729667e+01 3.55431193e+00 1.11116585e+00 -1.81658628e-01 3.72383042e-01 1.17226637e+00 1.12261813e-01 -6.25866048e-01 6.38499791e-01 1.02663690e-01 -8.93675449e-01 -4.26984337e-01 2.26356662e-01 -2.68861281e-01 -4.11727259e-01 -8.65090544e-03 7.31076014e-03 -3.77777796e-02 3.45823248e-01 1.87204543e-02] Distance 1.0377893840435835 Each least square approximations [11.07385828 -4.05391624 -4.93911814 -3.47761676 1.75937831 -0.77910039 -1.50106134 -0.56023251 0.70186169 -0.33753664 -0.20414222 1.64226828 0.75424298 -0.12850914 1.78677866 -0.30654271 -0.70913639 0.10511101 -0.21227223 0.02805507] Distance 6.6637075856544765 Each least square approximations [-9.49653725 -4.13552989 -6.70400484 0.68855436 2.72385057 1.76470934 1.43497159 0.1114425 0.07885019 -0.94364237 1.06343625 0.63121726 -0.67716792 -2.19585789 -0.46477272 -0.40679887 -2.44706306 0.66049461 0.47490751 -1.21521532] Distance 7.244339467849382 Each least square approximations [-11.50859452 4.80799399 2.77104816 -2.00579502 -4.50164364 -0.69931086 -1.27230778 -1.53220088 2.76950176 1.06797208 -0.67055353 -1.10948712 0.72275672 -1.38096204 0.8423705 0.47227638 -1.04627562 0.827402 -2.2590986 0.76818384] Distance 4.548812969261356 Each least square approximations [-10.02747739 -2.16732295 6.81697274 -1.30185087 -2.7337327 1.86864549 -2.63596831 -1.83366857 0.40886881 -0.46358808 -1.34251641 -0.7735383 0.61492628 1.42952454 0.53853221 0.14918191 -0.44753151 0.70825158 -0.08151223 -0.22847367] Distance 7.2827115157988995 Each least square approximations [10.68308914 -3.07769783 4.2788319 -4.54408576 3.21480517 1.17437032 -1.64929632 0.66017716 1.24020234 2.89333817 -1.24817255 0.77817449 -0.12030547 -1.07691322 1.39679797 1.3402019 -0.21713492 -0.68755265 -0.26669201 0.91994824] Distance 6.176174936077974 Each least square approximations [10.88382948 3.27510361 4.10539975 -3.43369418 4.24032333 1.03089994 0.88739071 -0.29461014 -0.38832317 -1.99827683 1.13973342 -1.09275 -0.86141199 -1.11975718 -1.37989345 -1.79711166 -0.16941896 -0.78098584 -0.17231521 -0.77070746] Distance 6.421044705585988 Each least square approximations [10.51854312 -5.23911568 2.08643813 -5.5910618 -0.09702332 -1.17431662 -2.03783064 0.44533227 0.35489759 1.60207352 3.18191148 -0.04079583 0.03923724 0.62356534 0.61187609 0.92267334 -0.47951757 0.34269866 -1.17952206 1.08610787] Distance 6.100059854111187 Each least square approximations [-11.13213136 -3.58755764 4.17251252 2.82408245 -2.00376387 0.80713007 -2.4103963 1.09829988 0.40947602 2.65825259 0.30763496 -0.83761922 -0.65272114 1.90051899 0.08808485 -0.2160408 -1.86557192 0.17367012 -1.94370844 1.39348963] Distance 6.228055577860956 Each least square approximations [-6.38271594 3.0076555 -5.71396752 3.5334046 0.49138581 -4.98835375 1.46920445 0.84250164 -1.54122967 0.41249536 -0.35955434 1.93722924 -0.05057478 0.92184339 2.33410625 -0.22779044 -3.16536874 0.73559746 -0.16961709 -0.73917407] Distance 8.535590866740437 Each least square approximations [ 9.69618039 3.03297283 -0.81849996 -1.94945657 -1.25006566 5.04420571 -2.12804278 -0.96730231 0.05733142 0.36126406 1.51377679 -0.76942913 0.27618509 -0.43777718 0.174915 -0.42793419 -0.6966076 -0.18384819 1.66769005 -0.02206332] Distance 8.528142763735435 Each least square approximations [ 9.93767919 -1.36284088 -0.38903036 -4.81464021 2.69253328 0.02850336 -3.19006941 -1.85259732 0.19133207 -0.03943024 -1.41574443 1.03677114 0.0318683 -0.16283139 1.86392033 -0.10747473 -1.74489614 -1.45554961 -0.61777311 2.12796252] Distance 7.62725936598703 Each least square approximations [-8.19873761 -3.44532689 -5.70799784 -0.2233322 3.1889177 0.20095986 3.35108133 1.30904784 1.88092988 -0.14890791 -0.74318227 0.98841341 -0.93167268 -3.2446678 -0.17290653 -0.91890099 -1.69282021 0.09969331 -0.2960876 -0.58734106] Distance 8.008974485164257 Each least square approximations [-10.77093791 1.30679524 -0.56993761 -1.05004761 -3.1311768 0.14280877 -2.15676171 -1.19171809 1.48060259 1.21519384 -0.02535128 -1.6450202 0.35292329 1.88517036 0.65404552 0.18775405 1.06274229 0.14453192 -0.58239277 0.76974576] Distance 8.487711078794295 Each least square approximations [-8.18638452e+00 -3.05858398e+00 6.14765658e+00 -4.32545900e-01 -2.32202094e+00 3.71100757e+00 -2.44836252e+00 -6.61090711e-01 9.57952625e-01 1.76623679e+00 -1.86394768e+00 1.67198514e-01 5.10104178e-01 8.49968237e-01 4.08877789e-01 -8.95756669e-01 -3.36400362e-01 -6.16478694e-01 7.44745623e-03 -3.87438396e-01] Distance 8.342807159704298 Each least square approximations [ 8.68002211e+00 -1.60772965e+00 3.93381397e+00 -3.41635895e+00 5.21754885e+00 -1.44075982e-01 -1.93651052e+00 -8.11276838e-01 2.07091105e-01 2.02534360e+00 5.34273395e-01 -5.46048679e-01 6.92372981e-01 -4.02404416e-01 -3.52445132e-01 -3.02303543e-01 8.44311341e-03 2.53380638e-01 7.60680770e-01 -1.17779239e+00] Distance 8.680074319794988 Each least square approximations [11.37049631 0.18098469 0.95383038 -1.48890707 5.02664039 3.71739258 0.40109838 -1.13361254 1.64321099 0.45393083 -1.18589137 -1.79489039 -0.30647639 0.84477663 -2.25382872 0.3489324 -0.7030103 1.83814368 0.55244416 0.72949435] Distance 5.334020754399847 Each least square approximations [ 8.61799622 -3.2273109 1.86515962 -4.93633809 -1.03274829 -0.78959561 -0.6918196 0.3698579 1.55292645 1.63456637 3.26050737 1.49857607 0.25560666 0.15458856 0.07320848 3.55634329 -0.42301934 -0.01862995 -2.07586808 -0.30120834] Distance 8.340653091960519 Each least square approximations [-10.3134997 -1.57546906 4.07433678 0.88077995 -0.23916122 -0.78695084 1.53402384 1.58149825 -0.78561599 4.75455496 0.28589074 0.22241095 0.95297779 -0.03838391 -0.35588267 1.13947818 -0.97758486 0.2304942 -0.41357483 -0.23629351] Distance 7.810456460903396 Each least square approximations [-3.44643344 1.44472475 -4.56342323 -0.9100485 3.22595453 0.81346968 -1.28753345 2.39936311 -0.69758087 -0.77992431 1.1804014 2.48369239 0.15879852 -0.38594566 -1.15594154 0.10000379 0.06261716 1.58546032 -2.83525288 -0.52027066] Distance 10.076151948871718 Each least square approximations [ 3.9869048 2.03884278 0.2042153 0.26428466 0.0213232 2.24419831 -1.39101689 -1.18958683 -2.65976248 1.49844198 -0.2342001 0.04603732 0.38023518 -1.37132851 -0.33316543 -0.03202534 1.03806944 -1.54551033 -0.5925902 0.84886916] Distance 11.490518247016785 Each least square approximations [ 3.06380558 -0.91815766 -4.28110102 -3.36390635 0.49530429 -0.4947111 -0.50156411 -2.33007445 -0.111207 0.77899107 -1.66465716 -2.02198062 -0.80679989 1.93261569 -0.1590981 1.15734191 1.68400124 -2.40692705 0.43232949 1.46326324] Distance 10.31520367576599 Each least square approximations [-6.5385873 1.0502654 -0.2939032 5.20492823 2.95334428 0.83400609 -1.67928756 0.43836527 -0.1609784 2.02519875 -1.92907238 -0.29469062 2.06186784 0.91683669 0.57481476 0.21527944 -1.9242063 -0.41267488 0.82403786 -1.73685044] Distance 8.496938181381134 Each least square approximations [-4.46099535 1.43067888 -0.30524907 -1.97813885 -0.84502088 0.18050054 -2.28153973 1.21635899 0.11564568 1.40432134 -0.81601161 -1.23296277 0.70799156 -0.99387994 -1.33123838 0.24995065 -1.03668069 -1.07293068 0.03355488 -1.26873063] Distance 11.485529433426867 Each least square approximations [-6.12001156 1.851199 -0.42009975 -2.52843208 -2.16786743 1.36795496 -0.60321547 -3.27470936 -1.51894918 0.99797449 -3.12520427 -0.30871952 -0.77236924 -1.56475737 -0.71272635 0.14226119 -1.98110347 -2.65212929 -2.2052718 -0.59690148] Distance 8.866134049052745 Each least square approximations [ 3.96897902 0.95530226 -0.6267308 -2.08023998 2.64266016 3.85687102 2.8698533 0.15999356 0.3737885 3.04938087 1.6680868 -0.64328112 -0.55994689 0.61816875 1.29182302 -1.73931041 -1.9729085 0.00890322 1.15125355 1.31110379] Distance 10.008339832568156 Each least square approximations [ 3.89852476 0.95890149 3.57956003 -2.30471428 0.65071757 0.1580864 -1.52499773 -0.3823493 -2.01680057 0.72663332 -1.27142405 0.71790126 -0.28915547 1.29663534 -1.42114363 0.88111925 0.26341579 -0.0181523 0.91507456 -0.13088789] Distance 11.280905161086821 Each least square approximations [ 4.00003768 0.04351843 -1.21625393 -4.15497857 1.41243817 -4.95523825 0.75969418 -1.63584364 2.16189666 -0.24877091 1.28135238 -1.52307127 -1.53290923 0.19830187 2.2535272 -0.94370739 -3.40407981 -0.48759238 1.53914194 -1.52133424] Distance 8.861284636323667 Each least square approximations [-4.69351417 -1.59064153 2.79815591 -0.21095477 2.04868029 -0.5793145 -1.44506435 -0.31802153 0.50600867 1.36401481 -0.41673189 -0.16141614 -1.16370535 1.18883242 -1.38177918 -1.92853036 -0.17778516 -1.37701435 1.03241815 -0.7687563 ] Distance 11.098739603719503 Each least square approximations [-5.7564691 3.79585018 -7.46877857 4.2505227 1.57970449 -2.70455874 2.73635547 3.21147787 -2.03237724 0.50851444 0.06817113 -0.0138285 1.04963508 -0.43823421 0.24306272 0.46703025 -1.53629509 0.7940898 1.58545861 0.57283049] Distance 8.547154215602177 Each least square approximations [ 1.49732749e+01 2.09867539e+00 1.68006980e+00 5.80878379e-02 1.12612053e-01 2.41135277e-01 7.08659677e-01 -3.86032848e-01 1.77074919e-01 8.80486194e-02 -2.10525353e-01 -3.77633000e-01 -2.23376725e-01 3.07054870e-01 -2.13892194e-01 4.07248241e-01 1.00365845e-01 1.26152505e-01 -2.94062240e-01 1.18402356e-02] Distance 1.0059206120513913 Each least square approximations [10.81524084 -3.81677773 -5.04632646 -2.87428193 1.42779138 -0.82518954 -1.5335476 -0.16035532 1.05735388 0.23264279 0.27338744 1.64289451 1.30458916 -0.35693343 1.91456426 -0.25722738 -0.25308675 0.0897511 -0.61808374 0.03866895] Distance 7.316688965793354 Each least square approximations [-9.34953964 -4.14106135 -6.12312558 0.1365504 2.16104637 1.90031294 1.259403 0.15834878 -0.20934075 -0.57627799 1.16811443 0.98375671 -0.63983361 -1.95549141 -0.36522459 0.27486654 -2.77341344 0.80900312 0.72519846 -1.56853511] Distance 7.96295732248287 Each least square approximations [-10.97613506 5.16853553 2.85171645 -1.97657537 -4.89056096 -1.20558528 -0.59177559 -1.12924803 3.40363643 0.90319329 -0.23777203 -0.35371225 0.9880275 -1.71789472 0.52149967 0.5296151 -1.36727845 1.46420899 -2.21354872 0.83341499] Distance 4.578557897681476 Each least square approximations [-9.96898872 -1.88578786 6.63792103 -1.10886458 -2.22945103 1.14617089 -2.36653297 -1.32709572 -0.11092166 -0.84502467 -1.22485074 -0.87316493 1.06479569 1.3028031 0.5967573 0.28773594 -0.39888419 0.56946594 -0.31299649 -0.17037815] Distance 8.069323495816954 Each least square approximations [10.67673109 -3.2686275 4.24798431 -4.10328052 1.88163884 1.03710313 -1.35107813 0.56417874 1.84614132 3.19267057 -2.11882339 1.23002242 -0.5583614 -0.67886638 1.62069654 1.90792926 -0.27452928 -1.20929538 -0.33908978 1.08419372] Distance 6.169898672607988 Each least square approximations [10.43969369 3.50019973 3.61591414 -2.77281116 4.14326165 0.67582519 0.41715431 -0.50785498 -0.40628049 -2.7704646 1.37156819 -1.1313532 -1.3390116 -0.97207273 -1.34901364 -2.0185003 0.26568052 -0.97682278 -0.12438521 -0.80331079] Distance 7.244393335762085 Each least square approximations [10.70534711 -5.31833094 1.75429362 -4.63091423 -0.0318333 -0.51112106 -2.34909694 0.31403535 1.00725717 1.48670912 3.19802254 -0.30304021 0.34461993 0.94084301 0.44058083 0.20778986 -0.72563082 0.18112926 -1.41002932 1.25029278] Distance 6.455273200982527 Each least square approximations [-10.97713284 -3.80605354 3.038063 2.64206664 -2.48807497 0.43295474 -2.46471486 0.88800777 0.51706951 2.3443349 0.32308576 -0.46880166 -1.25978493 2.12082917 0.15556571 -0.2936865 -1.6199888 0.09389445 -2.47555801 1.69391317] Distance 6.746021915333089 Each least square approximations [-8.05489381 1.50931893 -4.0937102 -1.65376202 0.09989093 0.32579708 -1.34203796 2.27740665 -0.66040737 1.89353673 2.15248839 2.25714294 -1.04516214 -2.34622293 -2.77935965 0.67534336 -1.57708745 1.12108476 -1.33895998 0.02693176] Distance 8.040954404020072 Each least square approximations [ 4.95316449e+00 2.40677606e+00 7.20809611e-01 -8.52811981e-01 3.63261307e-03 2.76540983e+00 -2.10857575e+00 -1.02219718e+00 -3.39404513e+00 6.95141329e-01 -1.18557086e+00 -7.85801713e-01 7.74292057e-01 -1.03235991e+00 -4.78539613e-02 -3.53283507e-01 7.49451466e-01 -1.59435028e+00 -7.90069245e-01 1.59249300e+00] Distance 11.2109220767161 Each least square approximations [ 6.07880418 1.63663427 -2.3236614 -4.44417965 2.65891304 -2.17571617 -1.65803617 0.35973941 0.28194541 1.23293694 0.47427185 -2.7154713 -0.24448273 1.60037194 -0.70066502 -0.40894082 0.11407089 0.09756673 -0.44173507 0.12671947] Distance 10.01522854902114 Each least square approximations [-9.41982662 1.60529669 -1.36950994 4.54907493 0.14069713 -3.4763901 0.65215812 0.82141021 -1.51467969 0.44381277 -1.65835556 0.234794 1.38001492 -2.07658808 0.16063231 0.78606884 0.07767451 0.28936872 -0.39976889 1.00791215] Distance 7.2091209207592994 Each least square approximations [-6.23216291 -0.62498822 0.15965935 -1.06651001 -0.69738884 -0.99632747 -3.41028568 -0.15875429 0.37174624 3.25905028 -0.06810548 -0.40617424 1.67466452 -1.84846002 -0.42368829 0.78485395 0.83856422 1.28868422 -0.28748539 -0.91271994] Distance 10.85012949129738 Each least square approximations [-9.11454291 2.18685165 -2.78511429 -4.2737405 -3.29629428 2.61824379 -1.50315898 0.33698859 1.39114039 -1.57375695 -0.95442765 1.26821908 -0.12055286 -2.97081466 -2.05192712 0.15186209 -1.13331984 -0.85318658 0.20207161 -0.31383055] Distance 6.0290282312197805 Each least square approximations [ 6.76129405 1.78183868 0.52673453 -1.51945516 2.96336879 3.6938851 1.08970763 -0.38855579 -3.46449127 1.11195973 0.69625499 1.8222461 -0.09264036 1.12375217 0.1410006 -2.16698595 -0.50477771 0.41087445 0.00918821 0.30975617] Distance 9.679169807307005 Each least square approximations [ 6.64046028 0.21668298 1.33763884 -3.31204627 -0.24043324 0.7227811 -3.32342932 2.77288631 -1.37602584 -0.40751106 1.17471791 1.41973574 0.97094417 0.02897647 -1.36916877 1.81745598 1.86766116 -0.8871337 0.86761005 0.04610299] Distance 9.982796163421847 Each least square approximations [ 6.92792725e+00 2.90031474e+00 -1.96732027e+00 -4.85905863e+00 4.68164809e-01 -3.89656845e+00 1.01102487e+00 -1.20488701e+00 1.24477534e+00 3.52730398e-03 1.36427582e+00 -1.89519631e+00 -6.80304540e-01 6.45006574e-01 -4.48252151e-02 7.97050521e-01 -2.71776010e+00 -1.39051217e+00 -2.60057906e-01 -2.98164156e-01] Distance 8.527517126836695 Each least square approximations [-6.81258335 -0.10963955 4.27984729 -1.89497796 0.24615238 -1.57250101 0.37561795 -0.10727025 1.08613681 1.94666565 -0.45809513 -1.99017096 -1.5086449 0.51045706 -2.31748928 -0.69586361 1.55811821 -0.7027663 1.17388076 0.05063713] Distance 9.98137060928985 Each least square approximations [-7.35973042 -3.50830701 -7.6323069 -0.42273582 0.26843882 -0.46718158 -2.04109069 0.4173404 -2.45438767 0.84315306 -3.54708712 3.88703204 -0.67183324 0.28521494 -0.70532977 0.0959628 -0.78648042 -0.52650146 0.76857572 -1.05657621] Distance 5.8551006077638785 Each least square approximations [ 5.39543904 4.33030714 1.02526914 -1.20730619 -0.86798011 3.25383277 -1.92936109 -2.29735983 -4.99960148 -0.77437743 -1.56855001 -0.93783217 1.08649284 -0.98388111 -0.14035589 -0.17539774 1.19092121 -0.13108538 -1.23719022 1.26705562] Distance 9.770729259433049 Each least square approximations [ 6.50829403 2.79450168 -4.3946903 -4.48455948 2.71784223 -1.5415028 0.34277446 -0.27175134 2.80518738 -1.20089039 -0.66690897 -3.05897326 -1.72047518 3.77313527 0.81500702 -0.47333138 0.20103675 -2.08299734 1.39784141 1.34996224] Distance 7.548883453230865 Each least square approximations [-8.40407729 2.92920261 -2.81466917 2.48850271 3.7354094 1.29013294 1.23277006 2.86124898 2.17795785 -0.67301502 2.29278466 -0.56271997 0.37625704 -1.20331867 -1.01587435 0.56595359 -0.35783319 -2.40409668 -0.97833301 2.93516014] Distance 7.351572511691764 Each least square approximations [-5.60635839 1.53774738 0.38949033 0.49401154 -2.07298378 2.38290049 -3.84796461 -2.44669514 0.87714849 1.93329562 -1.08426809 -1.30632151 2.27665689 0.28888242 0.37007303 -0.03515693 0.80591016 -0.22933135 -1.29932029 0.94748634] Distance 10.992866560794665 Each least square approximations [-7.19225498 -0.74553322 -0.70003475 -3.50754044 -1.81662314 3.72681417 -5.43620954 -1.17734605 -0.10183318 -1.19140055 -1.15834807 -1.75272553 -0.42457165 0.2774835 -1.16336132 -3.90833913 0.06665991 -0.53343122 -1.41485873 0.37977407] Distance 7.969688304888798 Each least square approximations [ 5.61534922 0.91428143 1.80765415 -6.71409083 3.06835297 2.89329942 3.26951925 -2.36364387 -1.7335389 0.8157825 1.33650047 -1.02003282 -0.08883137 1.38607488 -0.14792994 -0.45617884 0.31062295 0.66603857 1.38657508 -1.20718912] Distance 8.63317738560487 Each least square approximations [ 7.30146592 1.00052056 2.57909654 -2.02798569 0.9872806 1.0011734 -1.67087479 4.05648551 1.33851073 0.95785863 1.49765772 -1.49665185 0.90286488 -1.91071658 0.34334413 2.20342441 0.08943524 -0.08265977 0.12505401 1.03282177] Distance 9.89223520644532 Each least square approximations [ 6.64397335e+00 1.55109496e-01 1.86479805e-01 -5.42837449e+00 -6.42048051e-01 -4.44874834e+00 1.91659028e+00 -1.19235660e+00 -8.73052375e-04 -1.90018071e+00 -6.52602125e-01 -2.68943657e+00 2.41415169e-01 -5.01889502e-01 1.31257865e-02 1.69991497e+00 8.84773449e-01 -1.39101369e+00 -9.29648193e-01 -1.10372189e+00] Distance 9.14595124503245 Each least square approximations [-6.40839325 -0.89923983 5.73289548 -1.46746099 -0.84627687 1.14660213 -0.1163366 -0.01935307 0.86765201 2.43798635 -0.81163779 -0.79933122 1.87988148 -1.26025475 0.34796511 -1.1441992 2.07755948 -1.92221698 -0.51384386 1.88354816] Distance 9.82726987559726 Each least square approximations [-7.01245602 1.69927152 -6.69124719 0.21511312 2.8822898 0.302405 -1.28628625 3.66721028 -1.16953873 1.88660824 -1.14912513 3.38715948 -1.95022157 -0.18495292 -1.70274187 1.08787662 -0.14392506 1.04480626 -0.53320343 -1.91082684] Distance 7.450624761647867 Each least square approximations [ 7.46407772 2.19717963 0.38321649 -0.69815244 0.13954549 3.61706555 -2.48986676 -1.11393141 -3.27866669 0.73253172 -1.29179455 -0.43105908 0.92625498 -1.15940746 -0.03046641 0.49143875 0.73331709 -2.02482752 -1.31968892 1.93483999] Distance 9.957818220791484 Each least square approximations [ 7.42605716 1.14048574 -5.45379759 -4.36092995 2.56851684 -0.8869493 -0.14304739 -0.80400169 -0.86663449 0.05428966 0.83585362 -0.29099659 -0.48155505 1.49985135 -0.41119614 -0.5328665 1.03200661 -0.83453896 -0.42119287 1.30038075] Distance 9.231602264340783 Each least square approximations [-11.2627622 1.52743536 -1.43102903 5.95199808 1.38293755 -0.1343661 0.81285161 0.37906539 2.29585749 0.16783184 1.2403903 0.77484087 0.65658296 -2.05108154 1.22043296 1.0558932 0.99087049 0.45906079 0.59599664 -0.82653952] Distance 4.503361282695453 Each least square approximations [-7.4139702 2.20004287 -0.33411729 -3.65117753 -0.93113188 0.74959339 -4.23328348 -0.50583408 1.95770352 1.0747205 0.80542783 -0.32553832 1.82308564 -1.19480251 -0.55150212 1.02757091 0.25984803 -0.16872168 -0.23413144 -0.36535414] Distance 10.079210440643976 Each least square approximations [-8.69313984 2.82613867 2.12118717 -5.5201292 -3.09748045 3.65478521 -2.30531202 -0.3592208 -1.13739775 -1.62128446 -2.13082619 0.19275785 0.94431378 -2.9542988 -0.86447674 -1.79135259 0.3318432 -1.13866188 0.05943394 0.16985242] Distance 6.012036555246755 Each least square approximations [ 6.98704141 -0.35873594 1.29612525 -4.23459144 3.5059763 4.11359965 2.53832311 -0.52235341 -1.04151365 2.77381805 0.02386636 0.53552086 -0.38417817 0.50430294 -0.28024755 -0.97389326 -0.43948807 0.10451816 0.68232168 0.61869421] Distance 9.515645255476539 Each least square approximations [ 8.2114794 3.43201249 3.70890671 -2.10186766 0.13905057 0.48754211 -2.2689491 -0.14334857 -0.38942158 1.39817712 2.49610843 -0.27780639 0.0831192 0.05011527 -1.34116714 1.7498098 0.31667611 -1.02858748 0.0398526 0.71824465] Distance 9.424277736145568 Each least square approximations [ 8.26439365 -1.12139092 -1.23349502 -4.76079496 2.55322549 -4.30202955 2.02511406 -1.15638967 1.3999704 0.28188053 -0.47622075 -3.6673432 -0.56154024 -0.81527951 0.70639205 1.08362389 -2.57479496 -2.22587419 -1.67800597 0.36455991] Distance 7.033706635373468 Each least square approximations [-8.45393903 -2.86323208 4.19349281 0.26505375 2.21945043 -0.47573881 0.25891412 -0.16443886 2.34009288 2.05467659 -1.51481243 -0.36811703 -0.83874777 -1.28073061 -1.24633614 -2.7380011 0.95880717 -1.63216866 -0.92791626 -0.81050442] Distance 8.682832690581412 Each least square approximations [-6.35245644 4.14423134 -3.43373045 1.95019878 -2.8421027 1.72956163 -1.76926437 1.14242824 -2.06979304 3.74244279 -0.38243665 0.24443855 2.21743755 0.02997549 0.29532188 1.4094596 -0.17000107 -0.44047644 -1.0956399 -2.29479933] Distance 9.354007145349946 Each least square approximations [ 7.10879451 -2.4325689 -0.50116465 -1.6404465 -0.71737952 0.09330768 -1.08982621 -1.14575215 -1.40866385 -0.44680148 -2.48486026 -0.74990665 -0.65632357 1.95738285 0.33983445 0.30822972 0.64024865 0.03337942 -1.80320481 -2.05384382] Distance 11.162811154749058 Each least square approximations [ 8.63524624 3.84620322 -2.05825909 0.14176469 1.24021862 1.56391553 -2.05625 2.02519764 1.06035185 1.65682888 4.2491622 0.92546389 -0.09224117 0.3111896 2.17699882 0.67598237 -0.58617269 -0.42609304 -3.76118331 2.18483877] Distance 7.4055464793930685 Each least square approximations [-1.05406356e+01 -1.87370109e+00 1.31161582e-01 -4.06859941e+00 -1.77394675e+00 -3.52334703e+00 -9.78535928e-02 9.70328163e-01 1.86513919e+00 2.24274019e+00 5.09859819e-01 -2.13393239e-01 1.05686200e+00 -1.46387025e-01 -5.29925810e-01 2.43646836e+00 -1.96750297e-01 -3.36027712e-01 -1.70099059e+00 -9.07842196e-03] Distance 6.433338023872971 Each least square approximations [-6.84331694 1.177897 -0.72727573 -2.13790268 1.32003322 -1.4615062 -0.37347 -0.75718397 2.76088401 1.23915009 2.07587891 4.65335476 1.36689076 -0.79807399 -1.79826996 1.02235024 0.63060042 0.82947161 -0.69684128 0.13326855] Distance 10.33912475236938 Each least square approximations [-9.161787 -1.18058417 0.94110617 -0.39421571 -0.90172268 -2.21652859 0.41217739 0.81968983 -0.31379185 -3.12223425 1.13118658 2.80554386 3.19940496 -1.04723849 -1.5779812 -1.5135429 -0.74328913 -1.32966517 1.02433661 0.88654911] Distance 8.723132003698826 Each least square approximations [ 7.45339126 -1.75443016 3.30004369 0.70092842 -2.39146635 3.25870124 0.52309696 -0.12442022 -0.05132164 0.21489446 0.19173253 1.07085947 1.85201288 1.65938407 0.0782396 -0.68629927 1.22695913 -3.29648708 -0.68888595 2.43089245] Distance 9.74741174400357 Each least square approximations [ 8.38116499 3.02514261 -2.54743865 1.05442486 -0.63562628 -1.45930594 -1.64744027 -0.39918242 0.33224579 -2.3044272 4.1941976 0.42383232 -2.49313442 1.57609517 -0.3505062 1.78297425 -0.28071518 -0.66908096 0.52939578 -1.37366649] Distance 8.832346704574057 Each least square approximations [10.32657063 0.80438339 -3.9455788 0.8534692 -1.34890267 2.12906032 0.69835092 -1.01601007 0.97143293 -2.15868992 2.25478786 -2.28572663 -1.01929084 -1.63749457 0.75725718 2.11399539 -1.01059182 -1.93223401 -0.98116735 0.26111294] Distance 6.810790230005786 Each least square approximations [-8.30133028 -0.24131132 -0.17226264 -0.10343563 -1.08290388 -1.78540859 2.13662126 -2.25336532 2.13849666 0.18997623 -2.52461201 0.57827085 -0.75987609 -0.23704887 -0.54822797 -1.60681745 1.01478531 -0.06375063 -1.45553463 0.24024001] Distance 10.355853617535873 Each least square approximations [-8.78061271 4.54340483 6.02518792 -0.55072122 2.02276016 -1.02447839 -1.33494957 2.4678909 -0.85890431 1.45826416 1.61036827 -2.32162241 -0.12461689 0.60495669 -3.43341695 -0.25435654 -0.33059544 0.49320282 1.26175455 0.5737182 ] Distance 6.431562092764864 Each least square approximations [ 4.8040357 -5.08512323 1.67825901 -0.99999722 -1.032181 -3.45098891 -1.19590108 0.15079024 0.93673149 1.41956467 -2.42277159 1.2663778 -0.2307688 0.56879952 0.61609205 0.91266306 -0.09806904 -0.85355194 1.57751094 0.07761045] Distance 11.476613532569994 Each least square approximations [ 6.03508326 0.11624078 2.94304179 1.00942704 -0.41994086 -4.02039716 0.54621254 -0.00908306 0.85407904 6.19151401 3.66648298 0.86054518 0.82151417 -1.36330135 0.49316085 1.87576142 4.13130166 1.59240856 -0.05779481 -0.60536021] Distance 8.474161866279365 Each least square approximations [-5.06981707 -2.1585798 2.49318182 -0.41692891 -6.60072883 0.34328222 1.65849172 1.76344228 -2.79427922 -3.22957802 -1.28419809 1.53421804 0.34756505 -2.63943612 2.50448925 1.92419385 -2.13623307 2.0731186 -0.8037411 -0.80579017] Distance 8.849973017355763 Each least square approximations [-4.14091458 -0.60003036 2.53608206 -1.17032937 0.22214353 -6.32480394 2.41277772 4.23097644 0.72549676 -0.86156293 1.25900393 2.86796443 -1.70155728 -2.48111031 -0.49119532 0.56623234 0.95881478 3.36391263 0.35845856 -1.17821994] Distance 9.516016658685079 Each least square approximations [-5.94122463 2.83358374 -0.42924945 1.17821838 1.21662695 3.513991 4.29625251 3.7936925 -0.13449443 -2.03361638 2.36986449 1.74716655 3.67772853 -3.18428731 0.32621106 1.88528014 0.10426959 1.80718461 0.62925164 -0.27652198] Distance 8.86602932810641 Each least square approximations [ 7.68779128 3.69016478 -0.76766265 3.17282307 -3.94052004 -0.71213129 0.44291911 3.27556113 -3.08907318 -0.68087949 -3.68965058 2.29851327 0.67109705 -1.31209262 -0.38299295 -0.42224999 -2.28116198 -2.09195266 -1.48954654 0.12748614] Distance 7.780222401123757 Each least square approximations [ 1.09790817e+00 2.80839453e+00 -3.43165756e+00 -1.21411800e+00 2.82066108e+00 -3.87944453e-01 -4.53775799e+00 -1.87789355e+00 1.24924779e-03 -4.92626345e+00 2.19958598e+00 -1.26126315e+00 -1.33086891e+00 5.95338075e-01 -1.27646022e+00 9.52613817e-01 2.13010815e+00 -1.40032955e+00 -7.43960342e-01 -1.51459279e+00] Distance 10.714935304192661 Each least square approximations [ 6.24256431 3.16367099 -0.64780669 -0.27332472 4.09500048 3.98042445 -4.83199098 -3.48649069 1.10887693 -0.09966784 0.95003677 2.0602806 -0.10819115 1.60774324 -2.07664514 -2.13850654 -1.37051277 -1.4825882 -0.65038008 0.4584021 ] Distance 8.597346597683128 Each least square approximations [-3.77575569 -0.87378341 -4.59442346 1.79056719 -3.68540758 -2.11552347 1.02894852 -0.25375762 3.62154516 0.93573607 2.01799344 -1.05471815 -0.97381299 -0.83298016 -0.94327272 1.91228433 -0.95253877 -0.68381526 0.68703991 2.15657855] Distance 11.122245149803861 Each least square approximations [-6.14342349e+00 4.68757946e+00 -2.91973213e+00 2.33159472e+00 -1.04890434e+00 6.72334415e-04 1.12537049e+00 -1.11652050e+00 -4.31092531e+00 1.05689052e+00 -1.94953012e-01 -1.14464253e+00 9.29086713e-01 1.98146952e+00 -2.17360892e-01 2.49122329e+00 -1.34343185e+00 1.88369111e+00 4.17780086e-01 -2.98097068e+00] Distance 9.73417906484634 Each least square approximations [ 8.73943691 -2.51782616 -1.86243475 0.4475552 -3.24767785 3.56556644 -0.41938436 1.03893231 -0.14002604 -1.05124343 0.02034827 0.47881776 0.21451947 0.32211161 -0.30148569 0.22842879 0.84197493 0.64569622 -0.56775861 0.45056292] Distance 10.215144471790373 Each least square approximations [ 7.63523627 1.41467214 -1.07981093 -0.6583186 4.09176984 1.41086818 -3.14733816 -2.79083358 0.92331787 2.56226399 1.68824935 -0.70219152 1.98883635 -1.90848063 -0.35686484 -0.02041535 -0.37170447 -2.56993953 -0.86611106 0.74459087] Distance 9.679400305193434 Each least square approximations [-9.48374409 -2.62175674 -0.70035112 -2.13359001 -0.46502354 -0.08498969 1.51125456 -0.22700798 0.19397604 1.74599043 2.04516598 5.97740646 0.9082125 0.79708416 -0.66175963 0.65097074 -1.17612529 1.18614227 2.38529634 0.71112611] Distance 7.734824712227893 Each least square approximations [-10.23829669 2.56267834 -6.1073135 -1.36264298 -1.45164961 -3.95137952 0.18490463 1.55582712 0.81282426 -0.25125728 1.86075804 2.1789804 1.52614804 -0.44000502 -0.86311264 0.42751759 -1.25294005 1.28273571 0.4530727 0.39971823] Distance 5.644747753789593 Each least square approximations [-9.94649876 -1.50521872 1.68727979 0.23499819 -2.53325696 -0.47089503 0.16419462 2.64478361 -3.17007038 2.68116025 0.08238619 -0.21608901 0.71110405 -1.49832036 1.78001503 0.78310372 0.41378014 -2.06920529 1.11733747 -0.77883341] Distance 8.405740555797994 Each least square approximations [ 7.35749818 -1.34362618 2.63870074 -0.70352449 2.00193859 -0.55421422 -2.31292328 0.8933702 0.0977296 1.98415181 0.30193998 0.01682013 0.67645543 3.27975362 -0.2987954 1.04111295 1.25926033 -4.24476894 2.79125194 -0.42349655] Distance 10.034522339306204 Each least square approximations [11.24457534 3.2233557 -3.90831811 -1.26148588 -1.85646988 -0.66980739 -2.60580369 -1.97231689 0.63777838 -1.16097869 -1.1787385 -0.13333464 -0.20980613 0.746573 -0.25601909 -0.47193998 1.46829069 -0.62816078 1.1507856 -0.21771176] Distance 6.5041456364970225 Each least square approximations [11.09620155 -0.32540443 -1.39358522 0.27353981 -0.30369161 2.11290113 1.17380359 -3.02080753 2.87965859 2.21774054 -0.78778487 0.57410093 1.07217945 1.19864807 0.94045448 0.9737571 -0.19267298 0.8879108 -1.47621304 0.85020166] Distance 7.4789066131204 Each least square approximations [-13.33301917 0.37825857 -4.18761855 -0.95487604 1.63892525 -1.41149927 0.76297149 0.89193477 -0.19855853 -0.30592764 0.18344887 -0.59718921 -0.9618383 0.71022847 -0.15805556 -0.34140141 1.0319087 0.44501188 -0.11163561 -0.35039036] Distance 3.5553815548365097 Each least square approximations [-5.10107499 4.44056573 -4.7555845 5.21170455 1.53563336 -1.25071851 1.52906562 3.46683086 -3.07245173 2.22256859 0.08153934 -1.42099642 2.63513183 0.95696162 0.23576437 0.19109551 -0.98824715 1.85449341 2.19916905 -0.14894974] Distance 9.30585442695115 Each least square approximations [14.21946665 -4.46054498 1.28134239 1.69403256 0.80820326 0.32580701 -0.56688743 0.0423746 -0.64107295 -0.83740309 -0.7762403 0.11378595 -0.18754767 0.81799327 0.82036265 0.55597729 -0.75860713 0.21341167 0.47355888 -0.64067824] Distance 1.2936401432492906 Each least square approximations [10.55126369 -2.47418645 -4.63794679 0.03356007 0.0480362 -1.07185238 -1.29560438 -0.1198937 0.64063857 2.09691024 1.91376159 2.02434725 1.71539494 -0.64404043 1.3379737 0.10515028 0.10137016 0.35417854 -0.4041261 0.13331555] Distance 8.6126210951719 Each least square approximations [-8.77253542 -5.09830818 -3.92803788 -1.37412623 -0.28524925 3.04182061 1.37729614 0.60324563 -0.72571965 0.56304131 1.28372308 1.05058841 -1.04562241 -1.17449178 0.49068311 2.35909573 -2.73551075 1.971235 1.2902122 -1.95457424] Distance 8.569504541012067 Each least square approximations [-9.86886296 6.57676979 2.36401769 -2.5330225 -3.7296277 -1.96172235 2.17504633 -0.5177486 1.83683859 0.08719385 2.0532406 1.555698 1.85099116 -2.23767388 -0.66082319 0.04939803 -0.21111438 1.48124294 -0.24630046 0.71286155] Distance 6.076109060049179 Each least square approximations [-9.37305392e+00 -1.16823911e+00 6.37764908e+00 4.30593728e-01 -8.71745870e-01 4.27611154e-01 -1.46781482e+00 3.35678877e-02 -2.04870009e+00 -1.53196582e+00 -1.07595115e+00 -2.42039596e-04 1.85006792e+00 1.05992208e+00 9.78860237e-01 1.32357519e+00 4.69696731e-01 3.65174265e-01 4.33431642e-01 -9.73604203e-02] Distance 9.238004610442077 Each least square approximations [ 9.63628224 -3.82685787 3.42066607 -3.08785376 -0.63182295 0.6789051 -1.50067374 2.14006697 2.07993253 3.24225072 -3.38119318 1.51818282 0.0217339 -1.03265733 1.84774868 2.70488966 -0.43894406 -3.1150447 0.88452269 0.87617582] Distance 6.7658849682377635 Each least square approximations [ 9.25797331 4.14141584 0.81522684 -1.63543917 4.05300764 -1.10185298 0.29967354 -1.39050257 -1.51210477 -4.37305241 2.50985581 -1.84053905 -2.32191045 -0.47103809 -1.21631568 -2.9862463 0.17555106 -0.70688359 -1.18327791 -0.93012484] Distance 7.6327725554294155 Each least square approximations [11.17913563 -5.66708492 1.76216255 -1.21110975 0.7827455 1.468041 -3.89931741 -0.8098027 1.74610409 -0.02669148 2.55443348 -0.03339946 0.96317517 0.19965594 -0.45125836 -1.82075336 -1.39106782 -0.17064102 -0.63302498 1.40519451] Distance 5.944431156872457 Each least square approximations [-10.60669312 -3.90252491 -0.46018692 2.85003872 -2.94742531 -1.8152964 -2.72769268 -1.85369592 0.6606825 1.51049985 0.5977093 -0.11856974 -0.37776304 2.84724243 0.60960553 0.4999482 -1.67295414 -0.25858751 -3.43416055 1.52542103] Distance 6.793776709819128 Each least square approximations [-8.45111144 6.15333766 0.44291724 4.38930558 0.50637681 2.19451498 0.18622017 3.69545411 -0.34887778 -0.89525732 -0.09441423 -0.8735365 0.77127691 -0.65415746 -0.41808344 0.41464899 -1.40049875 1.45814946 1.00706025 2.04981297] Distance 7.732476530503432 Each least square approximations [ 8.02686183 -2.49817785 1.32840743 0.28478356 -4.64478563 0.57391739 -3.66276385 -2.47800574 0.9908353 1.6326874 -2.27887056 0.56003924 -1.199538 -0.02501088 0.1155298 -2.96888036 0.75951074 -0.3883376 1.66070946 0.520651 ] Distance 9.083761722875966 Each least square approximations [ 8.31220608 -0.32806926 -1.14083474 -1.83517001 1.82086585 -4.41208856 0.11052367 -2.81413303 -0.53751009 3.28634466 2.62963417 1.11350868 1.15946147 -2.53332072 0.0402826 -2.52671257 1.94998732 -0.249444 -0.70524142 0.50485308] Distance 8.779388823097639 Each least square approximations [-7.87142787 -5.43368911 -1.16669617 -0.15423724 -4.20699884 1.49611614 -0.02228481 -1.09458913 -2.16341443 -1.20385654 -0.17515259 -0.01393113 2.72181088 -2.83302129 2.08990916 1.70497749 -2.97591151 1.41350097 -1.63407423 -0.33453557] Distance 7.947267481330262 Each least square approximations [-7.01547565 1.89454134 2.56305963 -6.22489386 -1.26081612 -1.62089363 1.35766083 0.94245125 -0.03922232 -0.49010145 3.71264149 1.01666486 -2.56101395 -0.47281954 -1.64611052 0.54432551 1.86698961 1.52850488 -0.70487441 -1.08334737] Distance 9.069552286533503 Each least square approximations [-10.02482763 0.43217326 4.57027963 0.9392672 1.60762852 -0.60175368 1.50224525 2.44479735 -0.287063 -3.95126987 -0.04982797 0.55711951 2.00640532 -0.43334776 1.21672769 2.95581591 0.02798769 0.95659766 0.46770315 -1.27120684] Distance 7.2695745245016825 Each least square approximations [ 1.18984600e+01 -4.01843168e+00 -4.84750986e+00 9.39109248e-01 -9.54778288e-03 -1.21473214e+00 2.12698197e-01 2.07266826e+00 -1.76950178e+00 -1.47919650e+00 -4.95564712e-01 5.16434032e-01 1.22300511e+00 -9.45316573e-01 2.67844092e-02 1.47554483e+00 1.26367367e-01 -7.01098227e-01 6.40410700e-01 1.70974169e-01] Distance 4.517287305842957 Each least square approximations [ 5.41920829 1.83197559 0.1536667 -3.33417692 2.62700808 -0.53185343 -1.12079113 -4.10249746 0.6755986 -0.64900101 2.99973083 -2.80667859 0.03684067 0.50884635 -2.11378588 0.52850091 1.32623448 -0.02667259 -0.37303976 0.7912557 ] Distance 11.19146050054448 Each least square approximations [ 8.59581676 0.1007331 -2.04006173 0.1304573 4.08601246 -1.04944071 -4.99078963 0.59141744 1.7554758 1.05229122 2.361441 3.54523942 -0.06172856 1.80307269 1.56721979 2.31332267 -0.53226163 -0.57931745 -0.42032844 1.75212495] Distance 7.8278950726656324 Each least square approximations [-6.57788448 -1.78643995 -0.99999278 3.39622612 0.39494561 -3.69840332 -0.3985571 -0.62721646 0.80773516 4.63957644 0.17257336 -1.05782912 -1.38013197 -0.35428591 -0.58431926 1.61066925 -0.54631064 -0.38951502 -2.07702771 1.61666363] Distance 10.51752949556206 Each least square approximations [-7.88295919 3.7635129 -1.30185286 -0.77294374 -1.88384902 0.99371315 -1.10901025 -0.58341918 -2.70517365 3.14328529 0.02600315 -0.58135452 0.66046717 0.432152 -2.28747448 2.38254792 0.81840045 0.41131624 0.38016084 1.59953141] Distance 9.082935911958096 Each least square approximations [ 3.6674437 -1.09643832 -0.47049407 -0.9539282 -1.72117156 1.95107143 -1.87679475 -1.18512096 -0.21933394 -0.41757178 -2.47693628 0.20869798 -0.68005854 1.02740557 -0.07168627 0.62954301 1.34072955 -0.01306989 -1.47892387 -1.08827129] Distance 12.60336914828163 Each least square approximations [ 6.88290014e+00 3.43177248e+00 8.95512016e-01 -7.84364149e-01 2.40531143e+00 8.22742969e-01 -7.86807906e-01 -3.61720009e-01 3.45724693e-03 2.87025752e+00 4.30665700e+00 -2.99672586e+00 -1.41209699e+00 -1.45824549e+00 2.46678553e+00 1.14531844e+00 -4.11027573e-01 -2.09870172e-01 -1.50728147e+00 -8.76892623e-01] Distance 9.027543378299079 Each least square approximations [-9.15474561 0.23077196 1.00547472 -4.95552608 -1.92099947 -1.00088003 -1.17068721 2.68196505 -0.92356336 -1.79609321 -0.73671873 1.57592373 0.21098004 -0.48744703 1.23308862 1.17704263 -0.23709989 0.12075968 0.3033717 1.84320277] Distance 7.954546048977163 Each least square approximations [-7.19197346 -2.33178506 -1.08426125 0.18588914 0.99603711 -0.63347591 0.56608423 0.62790566 -0.52793994 1.1048017 1.53704043 1.99190194 -1.28196483 -0.01918355 -2.87718325 -0.07713435 -0.23336724 1.96282072 2.515178 1.05187672] Distance 10.499404930893997 Each least square approximations [-8.82938904 -1.51057087 -2.40224931 0.96179546 0.64179299 0.73901206 2.34789045 -0.28939844 -0.32971623 -1.91343775 1.71260955 -0.40387748 2.39876345 -2.0610232 0.2756714 -1.35471914 -2.04946981 0.17714237 1.09832177 -0.28663044] Distance 9.056765265607702 Each least square approximations [ 7.07568704 1.32424552 2.28022519 1.86003001 -1.01532508 1.71965345 1.60523259 0.92905332 -3.40519372 -1.14757567 1.52166981 1.8491966 2.02627878 2.36537419 2.44791742 -2.14812222 2.35703389 -3.39585354 0.37715296 -0.22257705] Distance 8.699105742608895 Each least square approximations [ 5.83207738 1.63174994 -3.00772513 -2.2723265 -1.70759771 0.63525183 -3.8505008 0.22768057 0.98589304 -1.86206886 2.24065431 -1.2576523 -1.02052222 -0.92715254 1.98952601 1.10012205 0.0927009 -0.00626509 1.46944668 -0.40218105] Distance 10.501934043374627 Each least square approximations [ 8.62335811 6.38397205 -5.10509672 -1.92546592 -1.0382788 1.65904832 -1.50139873 -1.11793517 -1.40824323 -1.71690075 -0.03213126 -0.23879482 -0.14823011 -0.30384989 -0.50172581 -0.28879607 1.65027503 1.20174269 -3.06256923 0.10134318] Distance 5.34768458287603 Each least square approximations [-7.5597486 4.65047258 -2.00963951 0.85123848 -2.59662423 0.59814786 1.39976405 0.21015722 1.95086241 0.41178536 -0.20029805 0.50472236 1.14855158 -1.34768013 -1.11581355 0.88991181 1.81219927 -2.42161712 0.69436837 0.8657647 ] Distance 9.346026164359756 Each least square approximations [-8.85389979 3.24347658 -1.7312075 1.29904184 -3.6786629 -4.44807463 -3.29725646 -1.42931067 -0.98648386 3.84715191 -1.41140137 1.50393312 -0.04876731 0.51844806 1.93244846 2.05004441 -1.54048357 -0.29437569 1.47212862 0.41509088] Distance 6.713471219728314 Each least square approximations [ 6.76568541 0.56504098 -1.2703563 -2.06763914 -1.81643394 2.68390314 -2.20231847 -1.24409619 -0.58462317 -3.02484188 -2.90982759 -0.83459135 0.46653629 -1.8169556 1.2532295 0.40196695 -1.10779626 0.75428665 0.19526907 0.56325337] Distance 11.090243320953384 Each least square approximations [ 9.49823955 5.69303014 2.47017414 -4.66743377 1.89186466 -1.32574948 -1.84692811 -2.33081511 1.64088783 0.91030748 1.21736508 0.94347793 -1.5807955 1.37268707 0.40282874 1.52386643 -1.94752356 2.05016383 0.0759881 -0.62067409] Distance 5.665009311314238 Each least square approximations [-9.66498768 -3.77139661 -0.02195478 -1.84452175 -0.42632842 -0.21702926 4.98814486 0.84569882 0.89743251 0.68253447 -2.00865969 1.35442928 -2.32497403 -1.40099321 -0.38068391 -0.67088957 1.25037284 -1.80583005 -1.66363398 1.63897985] Distance 7.462493185746094 Each least square approximations [-7.79677777 -0.31004923 -0.64836492 0.15807046 -2.01334899 -0.75122595 -0.58460596 -1.5119366 0.33550005 1.19690171 0.54862783 0.58894425 0.77288269 1.00881962 -1.36893679 1.47135268 0.57299797 1.33124817 -2.12361652 0.23641205] Distance 11.61226804692261 Each least square approximations [-7.95865549 -2.90990169 0.35810435 0.56611497 -3.86646474 1.92326095 -1.43388486 2.38856447 -0.38560147 0.08744419 -0.85304788 0.42923879 3.34286392 -0.39353197 -0.04749811 -1.74112143 -0.25627977 0.30937772 0.85360633 0.22980757] Distance 10.14367051370993 Each least square approximations [ 7.48410161 0.75680256 3.83564753 -1.66139288 3.60260956 -2.96335487 -0.45354684 0.52115678 -1.02997813 -0.1040171 -0.12830774 0.56455264 1.73133807 2.60834173 -0.704685 -0.72023999 -1.85811117 -1.77545136 -0.01398699 -0.39457169] Distance 10.131947785390851 Each least square approximations [10.11253545 -1.56187255 -2.16998549 -0.34565193 2.64591229 -0.89247802 -3.86064674 1.5292179 1.99655977 -0.3238371 2.79059157 -2.5700613 0.86257676 1.34324781 0.11224446 2.06813798 -0.98951078 0.36478347 -0.98579088 -0.80682975] Distance 7.436820219179746 Each least square approximations [ 8.60063549 0.75904624 0.531486 -2.53031177 -0.14234392 1.6348911 0.12073147 -1.75319799 2.27550482 -2.73270255 2.15450755 1.09113315 -0.44958547 -0.86819782 -0.0273501 3.02267709 2.72001185 1.01945545 -2.29215549 -0.02246455] Distance 9.41582580518796 Each least square approximations [-8.96577403 1.01071233 1.54400445 -2.25525924 -2.0677095 -2.94475793 2.39869311 0.98737847 1.12707235 4.22827996 0.41079807 -0.84279446 3.48586895 -2.16872379 -0.5669944 0.4080531 -0.70638356 0.85749812 0.20955407 0.91815715] Distance 8.360068199679999 Each least square approximations [-9.61891229 6.20558808 -2.08203504 0.90280113 -3.61575198 -0.23149463 -0.86255219 -1.10316296 -1.08118866 3.62090215 -2.03971723 -0.56739293 0.5626119 0.12591601 -0.16804104 0.27656683 0.54499744 -1.01449117 1.73545641 1.03123981] Distance 5.67174009146084 Each least square approximations [ 6.32734052 -0.54141423 0.7708393 -1.44337978 -1.70674839 1.84527165 -3.07962279 -1.26174351 0.41621809 -3.1216151 -3.46677468 0.41086074 -0.12631836 0.7237032 0.78754174 -0.57781849 1.62285187 -0.14689998 0.09297209 -0.88607932] Distance 10.981465739569135 Each least square approximations [ 8.6884768 2.67681139 0.20616558 -2.10809257 3.85447724 -1.66524855 0.6379044 -1.14589673 0.78952643 3.16541377 3.34599219 -1.21754395 -2.35121569 -1.55521635 1.04340351 0.9402312 -0.57183877 1.13362145 -1.30330787 -0.34009839] Distance 8.054911656910669 Each least square approximations [-10.44996131 -2.49849921 -0.65849921 -3.49429679 -2.80571386 -0.59317827 1.92989546 1.5629119 -2.23716476 -2.3598021 -0.51641606 1.793575 -0.79869135 1.6579181 0.32484338 0.65414387 2.2667288 -0.79863413 -1.53769221 0.6958114 ] Distance 6.241772161308293 Each least square approximations [-8.25186963 -0.87273104 -0.91415525 -1.52189827 -0.66086156 -0.5196641 0.5384893 0.65806644 -0.16193087 0.98220169 0.94748115 2.30356089 -0.22791864 -1.39283122 -0.67361417 0.70933083 -0.60969055 1.50925274 -0.76796711 0.01786617] Distance 11.010005535232658 Each least square approximations [-9.46390754 -1.20852675 0.3466778 0.84981043 -2.42288544 0.2400351 2.20423394 0.91695978 -0.52961368 -0.30410347 1.31084538 2.1877032 1.8517291 -1.02610661 2.24441989 -2.39011467 0.21369667 0.49718812 -0.50802126 0.48937379] Distance 9.03575765122345 Each least square approximations [ 8.31180224 -1.51304666 4.07092718 1.22936215 0.63256235 -0.5074479 1.21520644 2.20221663 -3.93934232 -1.40783253 2.34230655 2.11578998 1.1310293 2.7668006 0.79686085 -0.09385884 -0.77338432 -2.61826908 -0.27165314 0.6806635 ] Distance 8.158739735930197 Each least square approximations [ 7.93656819 1.17827654 -2.70923546 -2.84969731 0.73147624 -0.99676991 -3.47109207 0.53470643 1.41199521 -2.33435048 3.06105681 -1.75583552 -0.13764722 -0.74573508 1.42091323 2.6557387 -0.90131591 -1.62425448 0.19762787 -1.63795111] Distance 8.867005748294345 Each least square approximations [10.6377544 3.7122075 -2.68340501 -1.37418551 2.35961772 2.00863957 -1.52717166 -0.63167422 -1.44890301 -1.18017546 -0.33481614 2.42975131 0.44729806 -0.79979278 0.40321728 0.8981829 0.87629104 2.15558459 -0.62252355 -0.83066372] Distance 6.470428301313135 Each least square approximations [-8.99757539 2.32883543 -1.11247933 1.7420901 -2.80530984 -1.12482904 1.37378246 0.17611549 3.47276935 2.36078678 0.04014526 -1.73356514 2.26266922 -2.389847 -1.77324277 -1.14823587 0.92767184 -0.72974014 0.10536214 0.96032069] Distance 8.250710943036841 Each least square approximations [-9.72279563 -7.94920292 -1.11621186 1.23890345 -2.40988939 -0.59184727 -2.87760537 0.80470935 -0.69617392 -0.08661564 -1.06385854 -0.12700046 0.72134356 1.0052679 -0.05549127 0.30825732 0.74578084 -0.60902523 -0.29818587 1.32179906] Distance 4.220740181466439 Each least square approximations [ 2.30135028 1.79025319 0.29391923 -2.00772617 -1.50823134 0.52995051 -1.17761572 -1.94300816 -3.72731477 -1.92550972 -3.06086099 -0.78684241 0.95359718 -1.3698796 0.82569334 -0.82698119 0.27925861 1.25631093 0.57445199 -0.96015249] Distance 12.018812093185442 Each least square approximations [ 4.88378297 3.64276357 0.91179602 -0.8870179 1.18003079 -4.62869814 0.61259508 -0.9649421 4.55560825 0.35820579 2.18905478 -0.71404042 -2.59192658 3.08443638 0.99002572 -0.79394286 1.40201088 -1.42033987 3.52802454 0.75244691] Distance 8.692020556274793 Each least square approximations [-5.47362932 1.95494067 0.08068181 -0.08438253 -2.09891005 -0.02454783 2.67760433 1.88795419 1.33230454 -1.20175641 0.61236139 -2.73756673 -0.17094434 -2.13951505 -2.72683588 -0.52694777 -0.81793805 -1.11158942 0.11533524 0.53119193] Distance 11.175492155406934 Each least square approximations [-1.90207155 -0.44354642 0.87374062 1.40139785 -1.87317024 -1.41754329 -2.34700255 -1.8510168 -1.3186699 -0.5785068 -2.18537749 0.97501936 2.55375046 0.23069295 1.31651249 0.93617433 1.46826641 1.30591309 -1.10454669 0.40461869] Distance 12.498477743075737 Each least square approximations [-5.85690359 0.85460897 -3.87347298 2.58575611 -1.22432829 3.41440071 -3.18491355 2.57610383 2.07692352 -1.18982513 -0.06751203 -0.15278225 1.45467398 0.17543017 -0.78238485 -3.76422592 1.40840198 0.78530339 -0.55004147 1.03763913] Distance 9.279574638215747 Each least square approximations [ 4.4923672 5.70538576 -0.33088621 -5.41755045 -0.478423 -1.20441649 2.07133716 0.32882927 -1.78499816 -0.76693579 0.91670796 1.34255933 -0.09520963 -0.28737213 -0.65313136 -0.48706353 1.47213911 1.34510192 0.13325787 1.13102179] Distance 9.93579211516743 Each least square approximations [ 3.81064264 -0.44756615 -2.37405971 -1.94270778 1.73542159 -0.39184238 -2.01927939 3.54084724 0.68773264 0.35669871 1.66663177 -1.0394425 2.20146962 -2.49628444 0.44738521 2.4097072 1.21391732 -1.10464242 -1.74375096 1.63421624] Distance 11.206078383907617 Each least square approximations [ 3.66819664 2.09218434 -0.69052932 -2.42508034 -0.03550279 -1.41436144 -0.57391442 -3.44898214 1.40978979 -2.92816229 0.64130395 -0.76663933 -0.81232407 -0.12368415 -0.107742 0.4922836 0.58580553 -0.6990748 -0.58901927 -1.56862087] Distance 12.037021088706338 Each least square approximations [-2.79383126 0.43072456 2.50129453 -1.47307987 -2.15629161 -0.88156278 0.09724045 -0.41024756 0.55422274 1.23839575 0.21503604 -2.40277618 2.41307779 -1.38788967 0.48319661 -0.02244686 2.52531669 -1.15372957 -0.1782191 0.54498689] Distance 12.39894106944983 Each least square approximations [-7.83176789 -3.40934006 -2.32906157 0.89736168 3.19993076 -0.6861271 -2.0323732 -0.93435955 -1.50548125 0.06057233 0.60604188 -1.56622221 -0.5434211 -1.16913364 -3.70957979 2.91316809 0.1258085 -0.07296489 1.27569655 1.38469133] Distance 8.056362511189544 Each least square approximations [ 3.34924359 1.43418514 0.78970487 -1.03875088 -1.19781403 1.05808244 -0.8717223 -1.62886052 -2.19963546 0.21741716 -1.04074534 -0.72060854 0.06462625 -0.1918556 0.04754367 0.89650844 1.484355 -0.10886304 -0.42455072 -0.89422709] Distance 12.684656432712625 Each least square approximations [ 4.30274585 -1.16824379 -0.81962334 -0.80262477 0.85088192 -1.46103392 0.43025599 -3.47073252 3.09987415 3.89963457 0.55482637 -0.66094843 -1.8281738 1.346148 1.23039651 1.27895579 1.89028273 -0.36287868 2.23331681 0.00538978] Distance 10.655198652139642 Each least square approximations [-5.58636942 2.3608468 -0.65152333 0.72118438 -1.3105542 2.77996127 1.15311879 3.07770913 -2.38228949 -3.74901811 2.39715674 -0.40192695 0.22479359 -0.29832778 -1.55595619 -0.15044583 -1.07164234 -0.49589428 1.35110351 -1.39973693] Distance 10.049923115654067 Each least square approximations [-4.24002054 0.35537743 0.57929977 1.91365486 -2.95525405 -0.11224049 -0.76842265 1.2610708 -1.56920865 -2.23964572 -3.66716374 1.63121227 0.80601668 -1.59909338 2.16902804 1.06562188 -1.57520786 1.3290618 2.69004011 1.18442826] Distance 10.668884469450889 Each least square approximations [-6.50397486 2.65339411 -3.24651554 -0.36807643 -1.46403864 3.75654947 1.06980228 0.51124356 -0.17387624 0.55355014 1.760973 -2.70583619 0.49461015 1.13723034 2.10413991 -3.87402062 0.9915914 0.42952094 -1.37100766 1.18506124] Distance 8.860707472563618 Each least square approximations [ 5.5132009 6.1289014 1.23819746 -4.41582142 -1.73634909 0.63341764 3.27131205 1.16155543 -4.46910762 0.4397923 1.62899034 0.68417383 -1.60417016 1.13227961 0.28903866 1.58062855 1.07417884 0.20746073 -1.70926766 -0.93034747] Distance 7.2943319832828735 Each least square approximations [ 2.35270702 2.58398015 0.23380645 -3.68709281 0.19828236 1.73481152 -2.00080712 1.09090025 1.40886977 -2.74032859 0.78624291 -0.20766598 1.79862207 -1.73122908 1.707035 1.91050333 1.15833195 0.27813844 0.11500438 1.43312596] Distance 11.48186854360039 Each least square approximations [ 4.05776399 2.19303284 -2.13819179 -5.95032218 1.19438967 0.7202008 -1.48122052 -2.24032336 -0.64960922 -0.9235525 -1.91480399 -0.38456387 -1.52739614 2.69193248 -1.7549482 -2.17000343 -0.46332915 -0.12313297 -1.48698515 0.23132522] Distance 9.849448148121416 Each least square approximations [-4.02528119 1.4059313 -0.23691968 2.20415664 -2.83616219 2.54293783 -1.26767061 2.70452023 1.41837054 0.69381412 2.07815005 -0.57891052 1.20650584 -0.62274787 -2.82170663 0.76669103 2.81245532 -1.03596604 -0.92362411 0.66259243] Distance 10.864330277471293 Each least square approximations [-4.56918439 2.75184124 -2.83631294 1.93706378 -2.81355387 -0.82230216 -0.56429972 0.92447206 -2.08479898 2.02515736 -1.3144891 2.1769774 -0.25072772 1.23895568 2.2217932 1.84077413 -1.28922326 3.31642531 -1.15520345 -3.35538836] Distance 10.250529296765503 Each least square approximations [ 6.67428938 -0.27721825 -1.77656541 0.87800009 -0.36051112 3.60124716 -0.35573953 0.02946147 -0.22908602 -2.47832967 -0.47751782 0.0700698 1.27104241 -0.71121278 -0.06266113 -1.17678417 0.96464696 0.43361226 0.33057809 1.07863441] Distance 11.44865231197393 Each least square approximations [ 5.54869093 3.29216063 -0.88905079 -3.85671211 2.74499168 1.37312272 -2.14152589 -1.74116547 0.88459945 -1.10916653 0.87431767 -0.97030465 0.23272557 -0.96186619 -0.82805617 -0.85980736 -2.01256796 -1.87847277 0.10621841 1.48965517] Distance 10.719860954263087 Each least square approximations [-7.37393265 -2.58579068 -0.11265123 0.42094696 1.05815639 -1.4985448 2.28055181 -2.41932719 1.35990374 2.72955672 0.18882717 2.87316801 0.85186658 -1.70295055 -0.76031566 0.91012694 0.60660312 -0.3879913 0.62732973 0.82891594] Distance 10.26083300208119 Each least square approximations [-8.01531315 0.90407444 -3.86514473 1.05659156 -2.22558449 -1.84175008 -0.16651484 -1.78953019 1.30610215 1.3012565 4.20531329 -0.98115993 2.39343047 1.44107551 -1.29486639 0.77700557 -0.09927103 -0.5895769 -1.03304507 -0.66971492] Distance 8.85878024271161 Each least square approximations [-6.73753197 -2.30327419 0.44023534 0.79270226 -4.38518528 1.30904508 -4.12816125 1.76180045 -1.13260228 -0.27249638 -2.72404499 1.4431333 0.17742516 -1.23538721 0.28665581 3.15752208 -0.77061931 -3.56553052 -0.00753466 1.02538519] Distance 8.70276431686433 Each least square approximations [ 4.50409136 -2.63472379 1.84407481 -1.53026826 3.70644702 -0.83003498 -2.89538421 -0.16307249 0.37313124 2.73532639 0.17603079 0.4291492 1.02424931 2.12625859 -0.78805773 0.2861829 -0.13345257 -1.5536739 2.71119368 -1.32278044] Distance 11.123313365698884 Each least square approximations [10.63591957 -2.05584957 -1.76366456 0.48089905 -1.44470794 0.75579745 -0.14221813 1.16213555 -2.64616586 1.11604673 -0.47173356 -3.47914823 -0.58876918 1.46448918 -0.59980647 -1.08280488 1.84890812 -1.1824411 1.18088388 -0.57684657] Distance 7.022428442310338 Each least square approximations [ 7.92796368 0.31520986 2.33454438 1.03918858 -1.66858767 -2.61721016 -0.13869667 -1.52581802 4.37527673 0.43955354 1.54790898 -1.06842744 1.21568894 -0.7440876 2.35738707 2.73673892 0.4923135 2.42540695 0.8657576 -0.15949562] Distance 8.880392324946811 Each least square approximations [-10.10729418 0.9438972 0.88697923 -5.17386394 2.84313234 -3.89033521 -0.51498147 -1.74187786 -1.54128186 1.94015798 -1.40486723 0.76012029 -0.3414556 -0.36039659 1.0996612 -0.26410252 -2.04358015 -2.14952992 1.39576423 -1.32075598] Distance 5.034847499131794 Each least square approximations [-5.95169145 4.45515723 -4.14731029 2.28939244 -3.67823983 -0.42001155 -1.58580588 2.12767465 -3.41949405 1.84397285 -3.09010201 -0.61745577 0.05355105 1.08984655 1.01003397 0.2188834 0.47764632 1.23021635 0.3143732 -2.38794373] Distance 8.754506071606201 Each least square approximations [ 7.27249064 -2.7320944 -0.20397605 -1.33341661 -1.52002378 2.21661907 -2.9089215 -1.91912451 1.67574861 -1.0833106 -1.78622026 0.8206986 0.44482235 0.09062804 -0.61197592 -1.14405282 1.30583809 -0.81461316 -1.92282756 0.47409729] Distance 10.599915353700402 Each least square approximations [ 8.70607255 2.53905786 -3.47700959 -1.48205563 1.26243334 0.63281254 -0.59746051 1.08179341 0.01275652 1.11718468 4.35286918 -1.47499412 -0.06027416 -1.56948585 0.93556493 2.02491456 -0.56004893 -1.59026266 -0.74533693 1.1051833 ] Distance 8.685777553159314 Each least square approximations [-9.96043346 -3.50487689 0.47536888 -3.07678488 0.491147 -0.65409332 -0.94176551 -0.11613928 1.95997627 0.12852928 2.55178776 2.04931914 -0.93101714 -0.73139847 -0.39663676 3.7204611 0.3420329 0.48993766 -1.5191695 -0.1111954 ] Distance 7.38391245546907 Each least square approximations [-8.32397817 1.69465185 -2.53113602 -1.61358761 0.06877699 -0.23196083 0.59980064 -0.63588709 1.42324488 2.72393726 2.09200183 4.60498761 0.56051205 0.05289553 -1.00575768 -1.1479034 1.37436051 0.01262258 -1.16706349 0.15674666] Distance 9.326469084762255 Each least square approximations [-8.6291676 -3.32137336 2.42694798 0.54315326 -1.20222474 -0.58001461 -1.52818714 2.27525103 -3.38906626 -1.23506584 0.2557927 2.04051095 0.65590589 -2.85421824 0.04922902 -0.10356906 0.70109551 -1.09799279 -0.86181893 -0.47678098] Distance 8.969711375130965 Each least square approximations [ 7.09948626 -4.06515663 4.35759669 -0.75633688 -0.2691795 1.00317805 1.1311242 1.72368767 -0.22522309 -0.48860999 0.38633009 1.07033399 3.39259165 1.91212522 -0.66275759 -0.3689843 0.07171843 -2.29200074 -0.4586383 -0.07520308] Distance 9.762572285457937 Each least square approximations [ 8.56661155e+00 3.54611135e+00 -1.18756187e+00 -2.18039480e-01 -4.18016196e-01 -5.42509863e-01 -2.50182496e+00 1.15732140e+00 -3.02345317e-01 -9.02979146e-01 3.74103118e+00 -9.79941860e-01 -8.72254794e-01 1.89933355e+00 -7.52387358e-03 1.39174201e+00 -6.28285164e-01 -1.04374116e+00 3.72552562e-01 -2.92868437e+00] Distance 9.059313299979502 Each least square approximations [12.34088522 1.07388121 -0.25620212 2.54505538 2.03854967 0.5344018 3.13424829 1.90105333 0.31960781 -1.59606941 0.5974988 -1.03254383 -1.11362475 -1.36766424 0.67908216 1.98162205 -0.58057772 0.72829517 -0.93411388 -0.75838184] Distance 4.262293404868903 Each least square approximations [-9.45469045 -0.82832336 -0.51947046 -0.67918523 -0.14805493 -0.5222041 1.18684511 -3.05565762 2.76597059 1.05528258 -2.38713322 -0.54972174 0.39094281 -1.7897076 0.10393767 -2.00359619 -0.63449915 0.98347932 -1.59536551 -0.34427734] Distance 9.049750656478581 Each least square approximations [-5.53349936 3.16281667 -2.68391944 -0.10675093 -0.44918875 -3.76394734 2.0830149 -0.70369791 -4.19448643 1.75143667 -1.14029769 -0.52435837 -1.65270831 1.07945723 -0.60029287 1.07517638 -1.77370137 1.7786062 -2.26706363 -0.89898882] Distance 10.193181863706005 Each least square approximations [ 6.9309075 0.66552578 -2.36278051 0.61982613 0.94064199 3.82775034 -1.33707277 -0.99023446 2.54688222 -0.73891066 1.80626632 -0.0726791 1.22503149 1.83382619 0.04650024 0.28159926 0.41390419 0.51383016 0.60838936 0.50137707] Distance 11.03604057676076 Each least square approximations [ 6.62497737 -1.25165938 -0.73176348 -1.72923059 2.91589964 3.47066812 -1.11596867 -3.20432934 0.85437382 1.20749098 1.46809827 0.47468791 0.68665506 -0.50193578 1.02614654 1.78920549 -0.92073996 -1.40283093 0.3171316 1.450527 ] Distance 10.734911469959497 Each least square approximations [-7.02109895e+00 -2.12343718e+00 -2.16541313e+00 -2.52614695e+00 2.11842070e+00 6.89624632e-01 1.48907105e+00 6.66089519e-01 2.38643179e-01 -1.49065856e+00 3.03836806e+00 3.20036684e+00 -3.33947199e-03 -3.69981373e-02 2.65280131e+00 -1.88517041e+00 7.55431195e-01 1.92778451e+00 6.75560481e-01 -1.73205198e-01] Distance 10.061318642847802 Each least square approximations [-11.58409203 -0.01561174 -4.15366259 3.31968943 0.54560136 -1.57550181 -0.0804701 -0.0500688 -1.60303518 -1.09228178 -0.38615789 0.83667911 -1.18718005 -2.65855069 2.1605961 -0.41622485 -0.62639115 -0.75971781 0.44198518 -1.1663502 ] Distance 5.013906911512005 Each least square approximations [-7.22905856e+00 -3.40673413e+00 1.53126355e+00 1.14677361e+00 -1.91966012e+00 4.95999672e+00 2.00582683e-01 -2.23322477e-01 -1.88793456e+00 1.01965790e+00 2.70395880e+00 -8.68646979e-01 -1.43370351e+00 5.64030357e-01 2.10123899e+00 5.99525348e-03 4.67805979e-01 -1.21280227e+00 8.34833411e-01 8.94241150e-01] Distance 9.60738353350375 Each least square approximations [ 5.53347327 0.3302879 4.94888304 -2.32970696 3.15670485 0.79442659 -4.0854582 2.01800286 -3.32309397 1.3480317 -0.11711513 -1.02506122 1.61559773 2.09161104 -0.43924912 -0.03463491 1.4729315 -2.66371492 0.52175545 -1.20620907] Distance 9.313770456904404 Each least square approximations [ 9.50156255 3.19639874 -1.97095082 -2.85140039 -0.40200656 0.09581762 -0.73848245 0.49144806 -1.80185194 -0.57688202 -0.90837926 1.10148416 -0.09612489 1.13734142 0.76038658 0.87934537 0.2325541 -0.24483226 -1.21919382 -0.79614449] Distance 9.320561636929808 Each least square approximations [ 8.96838815 -0.1742242 1.2218758 -2.26585025 -1.52676174 0.15731796 -0.45057682 -2.58247407 -0.25358566 3.08749139 -2.44997464 0.34087181 0.78137412 -0.43564295 -1.87114866 2.38574762 -0.13109726 2.2262723 -1.24033628 1.00488653] Distance 9.016700594252521 Each least square approximations [-11.06359973 2.76067123 -0.60609112 1.15664999 -1.46209552 2.06138895 -0.15914259 -1.23342526 -0.46961194 -0.80396941 0.78356078 -2.13063674 1.36669144 -1.697999 0.13853816 0.05998061 0.25143997 1.62789292 1.39397598 -0.30515293] Distance 7.459318123254124 Each least square approximations [-6.10485473 4.12380629 -5.67904535 4.94267267 0.82203756 -1.58450517 1.88047536 3.37176213 -3.04277188 0.23643748 -0.21397939 -1.04316164 1.76860297 0.5636387 -0.04737661 1.20637101 -1.21720307 0.9147509 2.75279899 0.14989221] Distance 8.77479484116525 Each least square approximations [14.28214594 -2.01355459 3.3724724 -1.22664722 -0.99815548 -0.07757638 0.43992435 -1.40805763 -0.48536781 -1.41284306 0.02491596 -0.0712512 0.40817658 -0.70094687 -0.07079334 0.10966226 -0.45294338 1.00139311 0.091433 -0.08913141] Distance 1.7572208604947765 Each least square approximations [10.54374012 -2.3359401 -4.50283424 -2.32646982 1.42017584 -2.1987097 -1.23295081 -0.38295564 1.17135971 1.22532701 1.00822389 2.16153731 1.50853505 -1.0627201 1.64489625 0.20712013 -0.10590174 -0.39743445 -0.8932868 -0.10541745] Distance 8.049101181279438 Each least square approximations [-9.01690619 -4.7401366 -4.67126561 -0.79200576 1.07853268 2.24521126 1.82120019 -0.38255835 -0.56339385 -0.50238674 1.12797622 1.57317872 -1.07049294 -1.53590854 0.02036417 1.46923525 -3.25982728 1.14965991 0.44753447 -1.92228528] Distance 8.342765394401823 Each least square approximations [-9.88258226 4.92749608 2.4092485 -2.58539136 -4.92448185 -1.20034196 1.00729577 -1.06448985 3.45597869 0.51025602 0.41926797 0.60261594 1.39464741 -1.18602659 -0.23143498 0.63137565 -1.02407718 2.43057645 -1.61268315 1.07233226] Distance 6.464341570826904 Each least square approximations [-9.97868071 -1.80712271 6.12339354 -0.42719506 -1.42439679 0.69527438 -1.66662659 0.01264866 -1.17570833 -0.84431723 -1.00688927 -0.64048966 2.36327654 1.56397301 0.71342522 1.31011432 0.43455474 1.05271871 -0.23942521 -0.21022029] Distance 8.386459444308917 Each least square approximations [10.89688976 -3.55919777 3.66884691 -3.74225078 -0.04672368 0.1981437 -0.5338978 2.0026852 2.72838798 3.06994965 -3.03333126 1.56559624 -0.53461201 -0.93006207 1.32023311 2.44250599 -1.17451318 -2.04644433 0.51082481 0.36356003] Distance 4.9761399005879605 Each least square approximations [ 9.76419335 2.75809801 2.41537844 -2.35690247 3.81773052 0.20764237 -0.70890462 -1.16699753 0.35220326 -3.22851889 2.26825584 -1.46518078 -1.33848023 0.1023554 -0.57786341 -1.53943232 0.47567678 -0.81195562 -0.55175752 -1.28649976] Distance 8.677965245014558 Each least square approximations [11.09363664 -5.53316365 1.98568952 -2.86949619 0.07228729 0.66655763 -2.99584415 -0.13572669 1.72842109 -0.05614707 2.8583967 -0.08966333 1.65993251 1.22748696 1.03725136 -0.88830474 -1.56790607 0.49940235 -1.31183326 1.12957376] Distance 5.745422945515197 Each least square approximations [-10.33792139 -3.05140286 1.29836667 2.51016862 -2.65945799 -0.60189123 -1.6508708 0.42376904 0.28443471 3.15190483 -0.04434707 0.20207195 -0.91943946 2.09920425 0.50326621 -0.07157396 -1.79519245 0.71540818 -2.78386272 2.14418717] Distance 8.071824996853989 Each least square approximations [-5.91127198 3.70919804 -6.55094836 4.51366221 1.56853743 -2.09118184 2.13988572 3.13767496 -1.8402228 0.93693763 -0.04223658 -0.44156165 1.64361838 -0.47131176 0.77777925 0.71747471 -1.41612465 1.2485728 1.56252239 0.95001056] Distance 9.359873268987936 Each least square approximations [15.08738497 0.62325763 0.65834966 0.9797433 0.02807212 -0.83256131 -0.07749268 -0.83279621 -0.82308893 -0.30972935 -0.23653869 -0.62322048 -1.0039941 -0.1197122 0.61109804 -0.55346459 -0.12961185 0.23159507 0.15819139 0.24808948] Distance 1.544481495172104 Each least square approximations [ 1.07812884e+01 -2.86926569e+00 -4.86117247e+00 -2.39242314e+00 7.61303996e-01 -1.13644777e+00 -1.63665739e+00 -4.54359434e-01 1.02944750e+00 1.03002658e+00 6.64337249e-01 2.18097624e+00 1.69168375e+00 -3.76889028e-02 1.71866711e+00 -4.87907062e-01 -5.03373292e-02 -2.03427268e-01 -2.51139391e-01 7.54230023e-03] Distance 8.012874944104787 Each least square approximations [-9.32088708 -4.36976981 -5.41150289 -0.34678568 1.28333246 2.39534818 1.55962765 -0.18218424 -0.11979817 -0.05037111 0.73496214 0.69158557 -0.59502788 -1.79963064 -0.08722327 0.73590547 -2.96021103 0.60034323 0.88128358 -1.87214669] Distance 8.512105495415677 Each least square approximations [-1.06384999e+01 5.82308855e+00 2.77597109e+00 -2.06108208e+00 -4.79281393e+00 -1.80400291e+00 5.30770652e-01 -1.24647191e+00 2.71116786e+00 6.87542994e-01 5.10167359e-01 4.36734232e-03 1.27920514e+00 -1.93660561e+00 1.97500526e-01 7.87971552e-01 -9.99955259e-01 1.17297264e+00 -2.07630199e+00 1.37445526e+00] Distance 5.143894520702658 Each least square approximations [-10.0317315 -1.40092639 6.47952205 -0.41669973 -1.74866333 0.684534 -2.54949051 -0.44624416 -0.82231143 -1.42033481 -1.20588894 -0.62488422 1.37347698 1.82564538 0.51801291 0.62066274 -0.14034245 0.53999797 -0.3082861 -0.24692306] Distance 8.390872867828191 Each least square approximations [10.66380023 -3.21894605 3.12999889 -3.94650885 1.44479906 0.51684566 -1.99827917 0.94977623 1.48438451 3.6059848 -2.26806544 1.11906472 -0.30127595 -0.87115863 1.46812531 2.25478886 -0.26456012 -2.10825229 0.23713691 1.12482616] Distance 6.636160051052208 Each least square approximations [10.36651415 3.41548346 2.69206294 -1.93901324 4.33082838 0.23162339 0.16835132 -0.98828408 -1.04917532 -2.79403846 1.80766818 -1.15469667 -1.4258797 -1.06475367 -1.53721382 -2.18842256 -0.35726838 -0.93505034 -0.38870358 -0.30715072] Distance 7.825599487172387 Each least square approximations [10.79999997 -5.31166038 2.02889521 -3.60723725 0.28844871 0.07182738 -3.0895681 -0.1202433 1.72861035 1.1911419 2.91367774 -0.02304259 0.56301912 0.91507151 0.49214157 0.30919215 -1.02372526 0.1612401 -1.07147799 1.26759799] Distance 6.813089922591192 Each least square approximations [-10.91746169 -4.10153289 1.93346301 2.23121118 -2.93381623 -0.57974118 -2.29547487 -0.2653675 0.42469956 2.52369189 0.25024286 -0.36073169 -1.12752121 2.722072 0.23527763 0.14483179 -1.24198403 0.32301509 -3.02623517 1.63674443] Distance 6.94768144458876 Each least square approximations [-6.19816934 3.67641024 0.23811732 -0.05246702 -4.0609938 0.01043194 2.10568561 -1.60237959 -4.32112099 0.39460214 1.68479341 -0.42199397 1.22286294 -0.23817988 -0.00801982 2.42539945 -1.20916324 -0.22802141 0.38064999 1.34080721] Distance 10.16641352163308 Each least square approximations [ 5.62731448 -1.40476852 -1.19169296 0.73476539 -1.91298321 1.8273811 0.41206326 0.46534324 1.38818768 -2.95665573 -0.35176638 0.49199961 0.32798394 1.68599637 -0.16371943 -0.56143652 0.72918718 1.7644255 0.22973961 -1.29780639] Distance 12.201796523460574 Each least square approximations [ 5.23878954 0.97434597 3.65982599 -1.85821442 3.94827571 1.95466 -1.65516812 -0.63269971 1.36072052 2.70034107 3.20648638 0.42112982 1.10135265 -0.1961748 3.31250421 1.06923661 -1.83428464 -0.71552231 -0.44036995 -0.03299436] Distance 10.331775230687466 Each least square approximations [-5.90900977 -1.41347322 -0.98555142 -7.34394629 1.29440092 -1.72549744 3.71060908 0.50830002 -1.93736211 0.65934182 -2.19803291 3.74332861 1.27293038 -0.56867509 1.81715835 -0.0528931 0.58447521 1.65255445 0.83068909 -1.01655865] Distance 8.24635626094411 Each least square approximations [-9.12281818 -3.65909066 -0.73267449 2.84695197 0.07714054 -2.98608874 3.74550092 1.20161261 -0.14220407 -0.51441364 2.23340744 -1.40843339 1.4496423 -0.51660293 -1.7149723 -0.05038114 -0.65562426 1.53949458 0.16907024 0.18493546] Distance 8.154419535844186 Each least square approximations [-7.78103795 -3.77536788 -0.62172706 2.47800841 0.6621407 1.82486384 2.77793513 1.15841949 -0.53516147 -0.05731884 3.11897498 1.96564206 1.43397221 1.53405467 1.29981844 0.56543627 -0.85691293 -1.09933976 0.33899242 0.62009061] Distance 9.73051417106748 Each least square approximations [ 6.25612637 0.71595212 3.02309427 1.4834642 -0.50333738 -1.16136804 -3.34298919 2.61795452 -0.86428954 1.45403638 1.80948276 0.56253227 1.39630401 3.89544042 0.97158188 -0.68625198 1.6807863 -4.64945619 1.77998558 -0.82957694] Distance 9.362964045234976 Each least square approximations [ 8.67007641 -2.96614314 -5.33091177 -2.3543692 -1.17810341 -0.48456651 -3.20500475 -0.59918457 -1.09434415 -1.88256663 0.72134261 0.90235146 -1.29754736 -2.28869995 0.32806663 -0.69058708 1.53285916 -0.23390949 -0.28970176 -0.96729777] Distance 8.024194347109399 Each least square approximations [ 7.331081 2.34803668 -2.43466156 -0.47151851 -4.76011509 2.36159238 -3.22690929 -1.0880675 1.92047121 -0.01730804 0.12005327 2.03644157 2.7882289 1.2744113 0.15514766 0.10124503 0.25437764 2.42024429 -1.92012439 0.69164868] Distance 8.88634338432204 Each least square approximations [-8.97921058 7.09220824 -1.41190813 0.72195416 -5.30084068 -3.32870947 1.02901047 0.20363006 -1.57387336 -1.15161955 0.62821239 -1.26311101 -2.05916206 -0.98942024 0.24196336 1.55329335 -0.02926165 -0.14930551 0.48800122 0.02791819] Distance 4.9104146972491804 Each least square approximations [-3.85095327 4.74119799 -2.09241948 1.89356244 -1.67530969 -3.06572147 1.03326713 -0.68906624 -4.61091911 2.45839224 -1.58670491 -0.93426943 -0.97593977 3.12292223 -1.3839995 0.4535022 -2.59725458 2.6829267 -1.87823681 -1.75806503] Distance 9.917204220924425 Each least square approximations [ 7.89568891 -2.6154906 -1.8998281 -2.60478005 0.6137341 1.29625108 -0.39843592 0.37086592 2.35331301 0.2805823 1.15885088 0.17367733 1.22829585 3.30290963 -0.37166323 1.5682098 0.38112462 0.26490905 0.4518737 0.4133556 ] Distance 10.813361780101927 Each least square approximations [ 8.20957256 0.00992722 0.08161397 -0.14267895 0.90477174 3.92120282 -2.90343107 -1.07915253 1.7345881 1.73761579 1.80938292 -0.80451273 1.90053336 -1.08106137 0.84013912 2.48390559 -1.61611914 -2.00750459 -1.07795636 0.93402977] Distance 9.897458236362187 Each least square approximations [-7.37714571 -2.66652499 -0.34664864 -4.04904084 0.93984167 0.21078746 0.35065079 1.06744944 0.30481051 -0.8302594 2.9256913 4.5928581 -1.20015247 -0.87752068 1.61340521 -0.16302366 -0.47230117 1.88565404 -0.29639796 0.21264134] Distance 10.10093362944776 Each least square approximations [-10.67300003 2.10854207 -4.44558395 4.0534551 1.01873851 -3.56752005 -0.10867081 1.57867815 2.12089569 2.02588073 1.51349806 2.17950252 -2.20610581 0.48135387 -0.10030056 0.16407385 0.25567067 0.85460178 1.00635315 0.87291567] Distance 5.223379614113348 Each least square approximations [-6.92986231 -3.80732567 1.85536884 1.90879415 -1.06340593 3.39234264 -0.4827724 -0.08815366 -2.05319088 1.43751178 1.19987819 1.23141722 0.35746234 -1.31167196 2.13153867 2.07313551 -0.29609487 -1.6265075 1.01441659 -1.1173666 ] Distance 10.67857277086276 Each least square approximations [ 5.77224057 -1.15455062 6.19954887 -0.29416188 0.59513623 0.92491943 -3.57232171 0.36774541 -0.92678808 1.02111222 -2.26954475 -1.37436555 0.09409513 0.86752736 0.07597902 -0.28336788 -0.1767248 -4.96974816 0.55784761 -1.65967346] Distance 9.828093382955696 Each least square approximations [ 9.63599759 4.41632803 -3.65479742 2.01566634 1.23998113 1.49096985 -2.250203 0.98062883 0.15842259 -2.26251921 -1.29093156 -0.01627148 -0.70775278 1.99022075 -0.08386084 -1.86689777 -0.14486998 -0.1512914 1.17394018 -2.24696737] Distance 7.788212796211689 Each least square approximations [ 1.08789726e+01 4.00682976e-01 2.63694068e+00 5.25703315e-01 -2.72809170e+00 2.51805398e+00 5.38038661e-01 -3.93791865e+00 1.99740511e-01 2.54682939e+00 6.03010030e-01 7.41469215e-04 4.71204159e-01 6.56568921e-02 -2.40890719e+00 4.80363111e-01 -1.49724913e-01 7.42117501e-01 -1.34382697e+00 1.77124763e+00] Distance 6.889583624592651 Each least square approximations [-11.44736719 0.10082594 -3.66675902 -2.09003055 -2.57382561 2.64042837 2.0571004 -0.42037316 0.94149874 -0.23877371 -0.33270532 -0.36251234 0.17276457 -0.41781405 0.53095012 0.44433555 -1.75659973 -0.04182361 0.31485436 0.07516609] Distance 7.037233333106896 Each least square approximations [-1.20508174e+01 1.93752100e+00 4.81966126e+00 -1.79722111e+00 -1.46828939e+00 -7.97293420e-01 1.51008976e+00 -6.49374357e-01 -1.94918346e+00 -3.56608478e-01 3.99134243e-01 1.33793518e-01 7.70382249e-01 -6.43651041e-03 1.71606831e+00 8.91501947e-01 -1.30998305e-01 5.68564867e-01 1.26340711e+00 3.13564742e-01] Distance 4.360490340091054 Each least square approximations [ 3.63065997 -0.97829142 0.59539931 -1.11746946 -3.42221569 0.41832604 -1.10415939 -1.05915115 -1.42219676 -2.14932651 -2.51400669 -0.9592674 -0.88626995 -0.27129107 0.06618374 -1.07550539 0.61215094 1.77256539 1.60894276 0.17470167] Distance 12.585959095644776 Each least square approximations [ 5.56764243 2.91941051 4.66713562 -2.05391377 5.12699039 -4.00184108 -0.93741154 -0.96799592 2.09293162 3.01350703 2.80009235 1.621344 0.89278042 -0.23183653 0.66783303 0.84671897 3.16602364 0.31929193 0.9752074 -0.50972535] Distance 7.968356794541925 Each least square approximations [-5.74757229 -2.22830689 -0.82869533 -1.48996319 -5.67626225 -1.50504619 3.39217687 -0.45263343 -0.26432033 -1.92996863 -2.96967544 2.24962237 1.93072734 -1.32754622 1.71334887 0.06430319 -1.47393401 -0.92273368 -1.06624402 0.32286797] Distance 9.640637033816551 Each least square approximations [-5.27084859 -3.86998634 1.55501317 -1.78807887 -0.69638767 -5.9763925 1.09865074 1.62726963 -0.81702537 -2.06497994 -0.35332665 0.42330999 0.39138492 -0.90807898 -1.49400878 2.40927385 0.81742167 2.38009726 -1.15978736 -0.20155025] Distance 10.000726352344806 Each least square approximations [-7.45437493 0.80023681 -0.31403982 2.47407491 -0.5811448 2.27596602 2.70123139 4.8969108 1.97387638 -1.28907035 3.01953774 1.19744345 2.59102682 -0.83074724 0.45723595 -0.60569334 -0.20096564 0.98498906 0.12337614 -0.1343997 ] Distance 9.276854192351095 Each least square approximations [ 8.69435137 4.52866361 -1.96647149 1.63657428 -0.77935439 -1.95103936 -2.29179132 2.21723314 -2.29774778 -1.925773 0.57933852 1.86045318 -0.03684844 1.64908707 -1.80957654 0.18382244 -1.12684903 -0.98581759 0.61847094 -0.58109992] Distance 8.45045363010189 Each least square approximations [ 5.02171913 -1.69941294 -4.75691204 -3.07430387 1.76991899 -0.12124605 -5.97703862 -2.39302828 0.64893649 -0.57004278 2.06745021 -1.17695003 0.5531628 -0.95467346 -0.30868312 1.73089674 1.9892317 -1.54671846 -0.50761976 0.62696663] Distance 9.376357571259373 Each least square approximations [ 5.75488297 2.71717768 -2.84994531 -1.03051613 0.80110724 1.55655998 -3.579062 -3.57805571 2.59482504 -1.58022238 0.08454177 3.70585664 1.93902541 0.77571816 1.68129004 2.39334947 0.84328379 -0.42202686 -1.22082951 -0.28818354] Distance 9.679983427186738 Each least square approximations [-5.36063816 2.55418838 -1.33678177 1.02854906 -2.26814089 -4.2862158 3.2891874 0.66852525 1.53556125 3.43904387 1.20694284 -1.89064081 -0.13712325 -1.69957437 0.67113246 1.56950874 2.14836243 -1.03965467 1.71801096 1.36345285] Distance 10.098682857784995 Each least square approximations [-4.96619634 4.91791115 -0.48214301 3.53715009 -1.48728205 2.01142814 0.10648659 1.79699021 -4.26235601 1.7278086 -2.38607092 -0.8050489 2.03137244 3.16837623 -1.13799925 -1.57087334 -2.66554218 2.29962882 -0.89361165 -1.84716209] Distance 9.352944824219087 Each least square approximations [ 8.69927307 -5.74890307 1.30667545 1.48183862 0.12535593 -0.48637786 -2.56175214 0.59404308 1.93437416 -0.98557805 -2.07277023 0.46852794 -1.1982339 1.65726718 1.1210785 -0.04655886 0.17591993 0.44889197 -0.07751986 1.29528208] Distance 9.176609807109427 Each least square approximations [ 7.61344520e+00 5.61570220e-01 -3.17490232e+00 1.94720358e+00 9.06808795e-01 -1.02915692e+00 1.58469262e-01 -4.87392519e-03 1.90974008e+00 2.80780188e+00 4.14169695e+00 -8.69967947e-01 2.58412319e+00 -1.62170528e+00 -5.14864578e-01 9.99755431e-01 -4.33114728e-02 -1.66701560e+00 -1.11350760e+00 8.86431876e-01] Distance 10.085473966513545 Each least square approximations [-7.38845278 -3.49151155 0.99009114 -1.96237448 -2.09423872 0.26525983 1.01128505 0.74566304 -0.9150988 1.30194685 3.19668486 3.85455139 0.15277138 -0.42474018 1.85932214 1.88436286 -2.31751316 3.27557559 -0.46132191 -0.57161905] Distance 9.564970297530337 Each least square approximations [-7.79530879 3.96080772 -2.33592262 -1.59646419 0.98377297 -3.32820906 2.62794371 1.61765403 2.39463406 1.48913065 3.17361497 4.14993463 -0.70699908 -2.38532854 -0.37140758 -0.43763871 1.39805261 1.33974605 -0.82004629 -0.45127576] Distance 8.256932106288977 Each least square approximations [-7.71516282 -1.23672485 2.53642282 1.64269577 0.32851231 1.30487011 -1.0453148 1.84683068 -3.43515862 -0.91174142 0.85219976 2.66553428 1.28628557 -2.12572492 2.00769563 3.55944333 1.33377001 -0.96776376 0.34445291 -0.79231681] Distance 9.86393542964416 Each least square approximations [ 6.27600778 -4.73450968 1.50686031 -0.24948425 -1.24534441 0.38147389 -1.11122335 2.95777235 0.93302042 0.30382369 -2.61132278 0.64468197 0.18928711 -0.61892292 -0.43006186 1.00617875 -0.19040619 -4.66790334 2.88360969 -0.53276248] Distance 10.224493633726524 Each least square approximations [ 7.5319277 4.42618028 -3.62570755 -0.01429472 0.87639405 -1.93461981 -1.43978915 0.15802904 -0.7598952 -3.49717653 2.26080238 0.04289593 -1.77403721 1.43838168 -1.89703209 -0.93689035 0.56744273 -1.08747061 -0.17723014 -1.66935724] Distance 9.622009023502205 Each least square approximations [11.29430732 -0.63602479 2.02371985 4.98161419 1.58731044 0.14848836 -1.24668712 -3.34335711 1.09771923 1.9877259 0.86280673 0.56468202 2.62426915 -1.02165872 -1.54710996 -0.34256119 -2.06013057 -1.29819792 0.0143993 0.50746712] Distance 5.059175459435668 Each least square approximations [-9.8335146 -1.5769065 -3.76561968 -0.16848455 -0.71300794 -1.97642251 0.67201815 -5.0284279 2.45562799 -0.77750729 -0.63114716 -1.43449393 -0.72421952 1.38399239 1.21824052 -0.77127253 -0.63161142 0.33324174 -1.17641838 0.56827203] Distance 7.824588654078447 Each least square approximations [-4.75866306 2.33434367 -4.62996563 1.85038444 -2.99630951 -1.09981743 -0.02917277 -0.42282483 -1.77745166 1.96060206 -1.25458196 1.60718522 -0.728629 3.06418523 4.26631216 0.87071769 -3.7624849 1.43058215 -0.75148541 -2.02378907] Distance 9.957048242414835 Each least square approximations [ 7.80779674 -0.0192825 -2.13162489 -2.18071173 -0.14023228 3.41003079 -0.43228709 1.34539011 -0.97649194 -1.83409698 -0.37779505 -1.99343907 -1.09410604 0.12039969 0.41447237 -1.02018683 -0.38499755 1.57295731 -0.35232504 -1.23404881] Distance 11.150512398444983 Each least square approximations [ 8.71382271 3.57906656 0.39485482 -2.39679302 1.57943194 3.75982134 -1.92195031 -0.03455858 1.81335144 -1.52363692 -0.29653306 2.57263435 1.90150334 -0.18771815 2.43939728 -1.76559074 -0.58362147 -1.01832946 -1.0667116 2.37888557] Distance 8.671290620813647 Each least square approximations [-8.01913872 -0.69922359 -2.34786705 -4.18324697 2.15574019 -1.08280086 4.0493623 -1.44267565 2.56553084 1.38838672 -1.2015889 0.95176004 -0.85474903 -2.47867442 -0.66611046 0.21842782 1.23777598 0.40391298 -0.6529469 0.22726799] Distance 9.532241489804765 Each least square approximations [-8.24389099 1.03105381 -1.45086627 0.51918509 -2.54604631 -1.7353199 -1.65777414 -1.30420937 3.11048871 1.36483327 1.95986469 0.9422871 0.62542125 3.07360014 -0.28498463 1.72339443 0.92047807 -0.31697486 0.63704843 1.02600797] Distance 10.31808604176113 Each least square approximations [-6.99415761 -2.72612738 2.26804259 0.9380855 -1.70530378 0.64304359 -3.38606632 0.23018969 -0.41366154 0.10217236 -1.00360851 3.26786243 0.97261641 1.13171431 1.53829191 -0.68730995 0.15577203 -0.20821092 0.50837641 -0.18980467] Distance 11.351583495471452 Each least square approximations [ 6.12221077 -1.73517309 3.97119807 -1.41007941 1.89209046 0.65134032 -4.59991915 -2.20400798 0.70799613 1.7777946 -1.01833021 -0.89694066 -0.73827188 1.69855448 -0.99643579 -0.44524457 0.24541017 -1.33929782 1.11611817 -0.49650887] Distance 11.028364895451588 Each least square approximations [12.29044899 -1.395396 -1.84199745 5.31552913 2.90018321 2.19612602 0.399202 -1.26649289 -0.59160323 -0.85378301 1.96687162 1.09219745 -0.06205411 -0.59574373 1.14270494 0.15219984 0.55921918 1.24634895 -0.46613727 0.05006349] Distance 3.715680764075727 Each least square approximations [ 8.39178926 -0.96015324 1.34159477 -1.51683345 -4.24292195 1.57484179 -0.27602614 -0.38213888 4.77650518 0.89269657 1.92057468 -0.26592287 1.2221376 -2.26588628 1.15356398 2.00574762 1.49618373 -2.48132245 -0.51212329 0.30416542] Distance 8.894673720981528 Each least square approximations [-9.70459157 -0.02890454 0.99706171 -3.28195032 -2.74908796 -1.85061691 2.06940854 0.51419882 -1.22782442 2.38871125 -3.54305877 1.55112694 1.04324593 1.49064276 0.26853052 -0.11950364 0.97779361 -0.34004571 -1.6325877 -1.23657959] Distance 8.429572174213376 Each least square approximations [-5.67094013 3.11375226 -5.97931716 1.94430481 -2.12656338 -2.45178997 1.25363747 0.43098188 -3.35069625 2.05600296 -0.82714066 1.46857284 -1.88791478 0.48160949 -0.52373303 2.16901093 -2.14548273 2.07746791 -1.14494071 -2.00943135] Distance 8.53847868389944 Each least square approximations [ 8.88465409 2.30313399 -1.58854708 -1.13308 -1.03336484 4.58133536 -1.41588721 -0.03057263 0.61303674 -2.0981521 0.93138754 -0.13209677 1.85723229 -0.08341698 0.21826343 0.59162505 0.68543699 0.02552446 -1.19660798 1.7295257 ] Distance 9.022221873330068 Each least square approximations [ 8.46542918 0.62340898 -2.09319247 -4.35278533 3.61366736 1.769727 -2.17368132 -2.23678046 1.05127476 -1.50287478 0.32342665 -1.10515575 0.66239117 -0.46461681 -0.61995729 0.06194647 -3.12132371 -1.07938506 -0.54094744 1.69283962] Distance 8.174620663210693 Each least square approximations [-9.73770964 -1.99260528 -2.41934107 0.12859286 3.26837636 -1.47651269 1.03223088 -1.76059874 0.60346794 -0.02855577 2.89626745 3.92492737 -0.21640387 -0.75784096 -0.5351263 -0.95984518 -0.6384993 0.87678015 0.27316741 1.53261703] Distance 7.526223145416261 Each least square approximations [-11.01731207 1.15786355 -3.26214694 0.72758788 -2.27041649 -1.40158787 -2.21188355 -2.45074966 1.38273036 1.35888194 1.07746869 -0.37470975 -0.27283225 0.82184243 -1.02395934 0.3896892 -0.04113897 0.12191062 -0.21883418 0.44791446] Distance 6.981134569936251 Each least square approximations [-8.54851196 -3.48321037 2.38528841 -0.77997296 -5.01287266 2.4270207 -2.84138685 -0.84233678 -1.00564845 0.6325509 -0.7311074 -1.02472827 0.92582075 -1.49595707 2.02794016 0.57895156 -1.9354662 -0.9256151 0.89691566 -0.63607486] Distance 7.762813790240486 Each least square approximations [ 7.159388 -2.1848827 4.00260667 -3.18723863 5.20700962 0.19220981 -2.46646237 -0.32452131 -0.04054592 1.67508924 0.7423303 0.03090264 0.90972155 1.70144707 0.0121527 -0.43539623 0.46492635 -1.17565473 1.31304911 -1.27483261] Distance 8.95287911276561 Each least square approximations [12.18764671 1.40476205 0.99284089 -1.35448922 -1.24415366 2.28421837 -1.35936706 1.85134848 1.31052881 1.23437354 -0.65763352 -1.11264738 -0.26023507 0.78215936 -1.38425421 -0.72610524 0.79192458 -0.3187249 0.40843287 -0.81593564] Distance 5.740452756982513 Each least square approximations [10.17140433 0.2155526 1.77864169 -2.66342771 -1.94520523 -2.47945941 1.45995962 -1.86101886 1.01240619 1.40314759 0.66735368 -2.0841598 0.63807558 1.59516249 0.97233747 2.3372772 0.81744151 1.94918553 -1.79822817 1.38602442] Distance 7.202025604022991 Each least square approximations [-12.53929313 1.17707941 2.16413426 -3.5856979 2.08020936 1.95148355 -0.37904549 1.32317971 0.03346607 1.94879777 -0.49350974 -1.23862669 0.09023574 -0.9627336 -0.0344823 0.89450186 -1.53865896 -0.47464911 -1.30694466 -0.64140655] Distance 3.1155432429956145 Each least square approximations [-6.53774098 6.37263429 -5.4799157 2.93092635 -0.15620109 -2.22812257 2.73583762 1.04740979 -1.5547311 -1.95325688 -1.87747243 2.24774679 -1.46128023 -1.19571757 0.46789954 2.01623534 -0.94336557 0.40877015 -0.5488542 1.1260123 ] Distance 7.658862238184522 Each least square approximations [ 8.33306702 2.66707968 1.94710418 -1.20561651 -0.62626453 4.94310296 -4.32406389 -2.49518403 1.19847636 0.27685026 1.01274413 0.46548685 -0.33000105 0.94303562 -0.21794614 -0.08259528 -0.25634482 -0.08275686 0.63989928 0.490275 ] Distance 9.132804190720393 Each least square approximations [ 8.33481222 -2.66180613 -1.90733332 -4.75726862 5.38225794 1.69995806 0.07607393 -2.26192785 0.55392589 -0.62276527 -0.39091552 1.67326483 -0.79953062 -1.52822302 1.86913006 1.7352736 -0.56466873 -0.52826258 -1.15418511 0.68818714] Distance 8.009455508082889 Each least square approximations [-9.73134545e+00 -3.03030199e+00 -4.12555606e+00 -2.42035546e+00 2.65242462e+00 8.35924966e-01 8.37354218e-01 -7.93582109e-01 -3.95434793e-01 -2.42864246e+00 6.97592736e-01 2.68127628e+00 1.94198214e+00 -1.19620840e+00 9.02560246e-01 -2.76106721e+00 -5.83290337e-01 5.80029114e-03 1.92398431e-01 -9.05949824e-01] Distance 7.422416445255503 Each least square approximations [-1.23723065e+01 -2.89390068e+00 -1.11589008e+00 -3.34643393e+00 -1.70216229e+00 3.47142355e+00 -1.30299144e+00 1.57928572e+00 7.83516207e-01 -4.18282738e-01 6.02093141e-01 4.56699382e-01 -5.67856247e-01 -7.56250381e-01 -1.13507809e+00 1.33333576e-01 5.38779256e-01 -5.55063781e-03 -1.98887028e+00 1.85828200e+00] Distance 3.897974273941707 Each least square approximations [-10.14222832 -3.0582104 5.03496907 -0.04925692 -0.98974075 1.59803291 1.57157467 -2.19315543 1.16522334 0.97976831 -1.08378131 -1.07173845 -0.18407204 -0.66001822 0.71645067 -0.29968199 -0.96206094 0.25793771 -1.24110178 1.31522923] Distance 7.818359019467557 Each least square approximations [ 9.47992947 -2.74378533 3.9740371 -0.82268999 3.72642019 1.0333447 -0.55206573 1.88008647 -0.43955892 2.87245953 2.72878919 -2.82094656 0.26386249 0.10375989 0.25132884 -1.21291247 -0.16237277 -0.35379396 -0.64472795 0.99508353] Distance 7.733386491643979 Each least square approximations [ 9.64259975 0.91672191 1.46233186 -5.3400135 1.78992888 2.82541033 -0.47505734 -1.92740285 0.15336901 1.05897856 3.19119277 -0.21955394 -2.2204072 0.93043803 0.18895975 1.62714072 -0.86323217 -1.1079916 1.33511308 0.10614396] Distance 7.500803359310819 Each least square approximations [ 9.68344898 -1.6459966 -2.62073529 -5.02243286 -1.6796707 -2.19768329 -0.46275441 0.39935709 -0.1853205 2.39688674 0.34902393 2.20109481 0.6728446 -0.37067534 1.32465286 2.34391431 -0.84551749 2.90705605 -1.27715727 -0.86235732] Distance 7.263923697070822 Each least square approximations [-1.03309745e+01 3.10166148e+00 3.09789537e+00 4.10736842e+00 -4.93884733e-03 1.21740252e-01 2.52655868e-01 1.19357599e+00 2.28966614e+00 4.21185713e+00 -2.68460934e+00 -4.53160098e-01 -9.38412618e-01 2.31464442e-01 -8.15178869e-01 -2.28614550e+00 -9.19775596e-01 -1.43182040e-01 2.38207915e-01 2.00750485e+00] Distance 5.743955237603602 Each least square approximations [-9.7099488 3.91089128 -2.10317041 -1.11461464 -0.58502993 -4.42404344 0.86497639 -0.45605809 0.03947037 -2.56389626 3.62658484 -1.48348321 -0.7116996 -0.42804507 -0.36488819 2.62093583 -0.26655447 0.99911337 1.32021831 0.01662885] Distance 6.152025431385879 Each least square approximations [ 7.26462956 1.97989061 -1.15672036 -1.87989386 -4.18744974 2.91093038 -1.18603516 -1.53349391 -0.91427623 -0.57266011 -0.54348619 -0.33649573 0.05388294 -0.0881727 0.21820581 1.61446263 -0.16850824 1.4835705 0.54238538 0.2009582 ] Distance 10.404808583488315 Each least square approximations [ 8.87047992 0.05683827 2.3668442 -4.70002894 2.58701237 -1.11342614 -2.30474324 -1.78048949 -0.14624587 3.13494643 -0.36258314 1.31153061 0.60499478 -0.36124484 1.10935214 0.11148044 1.2357701 0.17866136 1.98997516 -0.03575688] Distance 8.039811316965281 Each least square approximations [-7.5121879 -3.62520927 -3.04284393 0.06518622 0.02878533 -0.10011697 2.23238147 1.10485081 -0.96381956 -1.53399224 -2.46240501 1.16968375 -1.45599363 -2.12122354 0.61635863 -1.05525952 -2.01612784 -0.31216577 -0.77170436 0.2331371 ] Distance 9.884456038653347 Each least square approximations [-9.0386256 -1.38259425 1.4062103 -2.49691739 -1.74054113 -3.61573388 1.28250284 -0.02060323 -0.24224605 -1.43293432 -2.98331396 -1.62297738 -1.0001056 1.29356577 0.56914056 1.93049271 -0.27926768 0.83023575 -0.45006885 -0.55200743] Distance 8.670695374375285 Each least square approximations [-9.23407029 -2.45286756 1.19529196 -0.71592373 -1.30296492 2.69270131 1.8590817 1.05780468 0.51815001 1.62929219 1.09482048 1.04854307 3.4070728 -0.01553841 0.71016304 -1.17744517 -0.13142434 1.45560279 0.90578477 -0.52068631] Distance 8.81460880260968 Each least square approximations [11.27547708 5.47725251 2.61188202 1.76699714 2.94911909 -1.58640876 -1.17900484 0.30937535 -0.59584625 0.35505359 -0.19968509 1.05783305 2.13631257 2.01384698 -0.75244407 1.14121434 -0.77253799 0.74147902 0.7405192 -0.22219906] Distance 3.5695421526601607 Each least square approximations [ 7.86959999 0.37642634 0.48228242 -3.93560229 2.2025334 0.80981557 -3.22162058 -2.76046003 1.60690777 -0.57843657 -0.26230066 -0.19407873 0.55533754 -0.62629242 -0.07978421 0.74446258 0.92885149 -0.04307129 0.89687766 0.3105475 ] Distance 9.95212901515186 Each least square approximations [ 7.19146868 0.25400302 -0.99221976 -6.72946327 0.56968063 0.93535242 -2.47229749 -0.33196796 2.66491607 -0.72374838 -0.28085507 3.85909864 -0.51412972 1.84324149 0.7881922 1.53587746 0.71854492 0.78230087 -2.3000605 1.56620096] Distance 7.9252794499551005 Each least square approximations [-8.12231091 0.25042923 1.11470012 3.35636072 -1.65664997 -0.53349964 0.91386357 3.46476706 -0.17473246 2.55352743 -0.04272744 -0.06860033 -1.2996804 -0.81801289 0.97766111 3.41626338 -0.38681627 1.00169416 0.51456131 0.28199541] Distance 9.430983970244325 Each least square approximations [-5.11017025 3.97303616 -6.30885934 4.51600684 1.49004988 -3.07267694 1.83958252 3.25076628 -2.24027141 1.41509544 0.35631497 -0.79979493 1.05588739 -0.35643 0.51422922 0.33467673 -1.31638644 1.63448618 1.58937583 0.54939869] Distance 9.293872143294319 Each least square approximations [15.05519144 -0.06590039 -1.42717137 -0.47459099 0.30922401 -0.56777779 0.60469939 -0.33708408 0.24741444 0.09226915 0.18061821 0.25362205 0.08087071 -0.11171396 -0.10132217 -0.4153682 0.07137197 0.1860488 0.16092244 0.02073146] Distance 0.6824832773545774 Each least square approximations [10.94538148 -3.10338132 -4.2949708 -1.94327813 -0.07056207 -0.23884762 -2.28788187 -0.30776137 0.4825351 1.0921904 0.70229046 2.24523923 2.10898111 0.1361305 1.74396217 -0.54935269 -0.34342569 0.02317935 0.21199901 0.56922915] Distance 7.643243468072015 Each least square approximations [-9.03161995 -4.86241453 -5.16716698 -0.59902962 1.53652959 2.47691229 1.1039824 -0.01856016 0.24769133 0.14462385 1.0094122 0.74746188 -0.96181396 -1.97040009 -0.04649834 1.18678756 -2.80009035 0.82651437 1.0465489 -1.92013758] Distance 8.219005785226097 Each least square approximations [-10.85071395 6.26926876 2.54531574 -1.46033646 -4.35074947 -2.31150468 0.50101233 -1.3865135 2.38266996 0.40683698 0.87735155 0.04733502 0.73408204 -1.52313449 0.21055264 0.60205823 -0.63381874 1.00957795 -1.53215373 0.54953671] Distance 4.967255530678793 Each least square approximations [-9.53045218e+00 -2.03639800e+00 6.82164009e+00 -2.76136481e-01 -1.86493790e+00 7.54871444e-01 -2.39853377e+00 -4.33434621e-01 -1.44752394e+00 -1.44157734e+00 -1.22442660e+00 -7.25735002e-01 1.31789823e+00 1.38854267e+00 4.61320731e-01 7.76203832e-01 -9.61823051e-02 -8.31207642e-03 -4.18915041e-02 -5.90467926e-01] Distance 8.252716754416454 Each least square approximations [10.25750824 -3.1370941 3.83242626 -3.63529686 1.44899278 0.46283801 -2.17459384 0.56263528 1.32325154 3.47658466 -2.85311585 0.51340958 0.23373465 -0.92940286 1.67166314 2.20004358 -0.35344322 -2.23893496 -0.16788071 0.67905112] Distance 6.631835104227029 Each least square approximations [10.48814507 4.03920543 2.47234985 -1.25108122 4.13069472 -0.12497864 0.36799867 -0.89370667 -1.06059634 -2.82946129 1.062126 -1.74256624 -1.26392021 -0.6382484 -1.75700053 -2.51698828 -0.07235472 -0.74777367 -0.9956113 -1.1642022 ] Distance 7.147222214848842 Each least square approximations [10.83121883 -5.44969157 2.24666713 -3.27434671 0.13181243 0.74178236 -2.60458521 0.08172897 1.99873081 1.05019444 2.94998216 -0.25144851 -0.45447068 1.08271203 -0.33078124 0.34508371 -0.82624543 0.44594812 -1.07179708 1.70099677] Distance 6.339310936855287 Each least square approximations [-11.15417447 -4.66932346 1.41045752 1.76206185 -2.93870433 -0.15789158 -2.37281062 0.1360217 -0.28658806 1.94677123 0.68707167 -0.4850873 -1.05787624 1.91600036 0.44554283 0.3695035 -1.92889669 0.28377532 -2.79703164 0.97424519] Distance 6.543878627928499 Each least square approximations [-6.8686139 4.17690525 -3.98885606 3.57494856 0.31495987 -0.16622274 1.94956939 -0.70346996 -2.56183483 0.93018363 0.29796277 -0.73858345 2.57244686 2.22485186 0.63623012 1.17920103 -0.45820534 1.33662779 -1.37875077 -0.08817264] Distance 9.464552295988037 Each least square approximations [ 9.3776625 -2.66952158 -1.71412077 -0.99020442 -0.24386209 3.27130314 -1.80728193 -1.78456268 -1.15910054 0.47707533 -1.26264006 0.77854459 -0.6975648 2.82110059 -0.73478339 -0.54860694 0.949256 0.33811499 1.38743424 0.38018389] Distance 8.961388207765165 Each least square approximations [ 9.201144 -0.36553261 -2.13255077 1.24342468 3.20110636 1.63896469 -2.87131052 -1.99438532 0.08894787 2.63323354 2.1215285 1.20371007 -0.09015225 0.36956304 0.6485232 -0.50394033 0.04052913 -2.32279477 1.1045924 1.12402419] Distance 8.660897993739257 Each least square approximations [-8.71429235 -3.57566761 -3.58818921 -2.9373428 -1.31465612 0.99881839 0.84560037 2.569291 1.0438935 0.50809252 2.26633238 2.77418483 1.12986194 0.45453213 1.61576325 1.37622153 -0.41285755 1.88246221 -0.35348094 -1.97378736] Distance 8.029557778688696 Each least square approximations [-10.68586149 3.63106831 -2.43334145 -2.21428672 1.85423817 -1.37755503 0.39602315 1.74626763 -0.65308517 0.322267 0.8530731 1.28489263 1.2430535 0.08989124 -0.9094982 2.10916672 0.26908953 0.88822428 0.28899432 1.5637591 ] Distance 7.264948192849136 Each least square approximations [-10.41756088 -1.96708539 3.77591319 0.87799161 0.86060513 0.95572475 -0.57297686 2.07187586 -0.75339688 0.12408759 0.75051545 2.21932548 -0.7278745 1.12297686 0.82346771 0.13449676 0.11559711 -0.13157491 0.39795206 -0.43447408] Distance 8.367284930136346 Each least square approximations [ 9.14772099 -1.65188352 2.3706267 -1.64153287 0.20697675 1.98537051 -2.58332241 0.70843084 0.10047819 1.5918405 0.09801388 -0.9011881 -0.75941951 1.58098874 -1.27577572 1.16094023 1.19984547 -3.80177728 2.64298833 1.02708148] Distance 8.568056529454662 Each least square approximations [ 9.8422612 4.8857452 -3.64169541 -1.93701676 2.40461854 -1.84921927 -0.76621641 -2.69838332 -1.8842821 -1.65751452 0.33954535 1.05279305 -0.93118588 -0.63855141 -0.08300855 0.05579855 -1.2181518 -0.12100449 1.25076726 0.96988165] Distance 6.709072429723536 Each least square approximations [11.33555581 -3.15808422 -1.99501804 0.13732215 -2.45832222 0.44936222 -2.1276788 -3.03856978 0.58848163 2.45526838 -1.46861661 3.02785299 -2.34721623 -1.70010693 -0.59704227 0.312965 -0.67097507 -0.37875765 -0.52999976 1.24967605] Distance 4.602621344440395 Each least square approximations [-11.25299625 -1.46332552 -2.73731071 3.25796173 -1.72351435 -1.21766576 0.163322 -1.66385389 0.84198615 0.21066354 -2.2217532 -1.57593486 -1.23682028 1.23029271 -0.0660536 0.14404616 0.83583323 0.37180621 1.03310461 1.73665291] Distance 6.5083055808731975 Each least square approximations [-6.135167 3.95759655 -6.26096073 1.73384605 -2.02930343 -2.05294713 2.04002608 -0.98445235 -4.34792981 1.41960446 -0.13256199 -0.05822436 -0.94287414 0.86628106 -0.73235459 2.66478824 -1.63073495 1.84864912 -0.58309819 -1.37098168] Distance 8.011180140757402 Each least square approximations [ 9.13742847 1.78812544 -1.60831782 -1.01926314 -1.22539866 4.928303 -1.13340731 -0.45285924 1.15685258 -2.55883711 0.46312314 -0.23553552 1.5740893 0.34157917 -0.26942594 0.86359519 1.00915611 1.07812561 -0.75665218 1.06838269] Distance 8.866044788202569 Each least square approximations [ 8.86231998 -0.0834394 -1.79713819 -3.33577271 4.14590696 2.42110617 -2.24478651 -2.66077312 0.99561799 -0.05232584 0.62068401 -0.62876878 0.8425517 -1.07063671 0.25950762 0.40383123 -2.88831075 -0.96255253 -0.98401425 1.00061635] Distance 8.275981143082575 Each least square approximations [-9.96569578 -1.78213524 -3.45307028 -2.41902421 3.15149263 -0.62198327 0.99762186 -0.60817053 -0.21304408 -0.75304973 2.28927758 4.46988242 -0.91520245 0.44432954 -0.03826551 -1.11024447 -1.15103929 0.25494538 0.80798818 0.78069561] Distance 6.997172184008303 Each least square approximations [-1.19491048e+01 8.23528420e-01 -4.13717578e+00 1.67345435e-01 -1.80225575e+00 -1.09415154e+00 -6.40545383e-01 -1.41776690e+00 5.12338638e-01 3.73466054e-01 -7.58568258e-01 -1.52321830e-01 -7.52452251e-01 7.81777479e-02 -6.00936994e-01 4.54205035e-01 -8.77446332e-01 -2.40070178e-03 6.23556575e-01 1.01793657e+00] Distance 6.313540919098005 Each least square approximations [-9.64755583 -3.84069702 2.29999001 -0.1543062 -3.41555687 1.97153169 -1.30682317 -1.25978954 -1.55285689 1.78922502 0.68784736 -1.40431479 1.13411696 -0.23225157 2.71966364 -0.7247626 -0.99988207 -1.10190947 0.67542027 -0.34902635] Distance 7.71786560885912 Each least square approximations [ 7.9112977 -1.3355213 4.85393329 -2.85035534 4.26946411 0.5690135 -2.06683783 1.05844696 -0.54835498 1.17725379 1.46260091 -0.18770522 0.84195899 2.40715571 0.84139995 -0.19121143 0.83249117 -2.74288198 1.40081124 -1.58146682] Distance 8.238625783918076 Each least square approximations [ 1.22645004e+01 2.05250328e+00 -2.63647464e-02 -3.01279681e+00 -1.64850805e+00 1.32618667e+00 -1.41292631e+00 3.47921613e-01 1.93912505e+00 -2.81316159e-03 -8.42051522e-01 -3.49413491e-01 -4.70045945e-01 3.54668390e-01 2.98991244e-01 -7.79676501e-01 6.40881751e-01 -4.23329091e-01 6.73463996e-01 -2.04763248e+00] Distance 5.521904858819974 Each least square approximations [10.83920999 0.09584959 -0.14140733 -3.50779348 -2.78190744 -0.50808499 1.0856903 -1.99692124 -0.01095232 1.20891363 -0.65133066 -0.37635042 1.19282316 1.57316057 0.61927965 1.61522378 0.53246509 2.10119113 -1.43953975 1.48472144] Distance 7.126473032937247 Each least square approximations [-1.32952205e+01 2.76489937e+00 9.15437480e-01 1.31155493e-01 6.39361845e-01 3.12524157e+00 7.71953582e-01 1.03522255e+00 -1.11960147e+00 1.34847711e+00 1.09853131e+00 -2.06069242e-01 7.95751705e-01 2.25317179e-01 4.37851856e-01 -4.19726037e-01 1.30729270e-01 2.05432700e-01 -9.97339036e-03 -6.49580963e-01] Distance 2.950353725413197 Each least square approximations [-6.07613839 4.83830543 -3.32935189 1.81587303 0.01002574 -2.93297187 1.94879295 -1.4910638 -3.65923251 0.28549777 1.37782392 -1.27123231 -0.36593977 1.55157129 0.28111368 1.54495327 -0.55977365 2.16984192 -1.47321556 -1.11463448] Distance 9.642471823581605 Each least square approximations [ 8.37258088 -0.69806143 -2.84022802 -1.32396303 -0.20624407 4.62653494 -1.42493672 0.91413556 1.30832009 -0.41474671 0.08188378 1.37207601 1.62474629 1.97980333 0.24712684 1.12551619 0.70277741 1.03538884 1.37056881 0.32537896] Distance 9.633673305362773 Each least square approximations [ 8.30212238 -1.57211019 -0.28205378 -1.58898722 2.59410485 4.37225299 -1.94735538 -2.70202697 -0.44574362 2.98345316 1.55321698 0.7555675 0.04814508 -1.28238625 1.20256806 1.11016463 -1.40871978 -1.79124286 1.07275728 -0.19577541] Distance 8.88863454543139 Each least square approximations [-7.56787519 -3.65804506 -3.21969772 -2.48765763 0.93911447 0.95561216 0.79940371 1.96980609 0.98751019 0.65645384 1.06545569 3.143264 -0.70258325 -0.11302126 3.32695844 -1.87263768 -0.38421977 1.26883813 -0.11220001 -0.99980383] Distance 9.430938195335566 Each least square approximations [-12.10657979 1.93748765 -1.94874654 1.31214403 3.13890202 -1.67412872 1.75854112 1.44376095 0.88861712 -2.34698859 -0.97072174 -1.66982392 0.91455378 0.9862449 -0.16492249 0.70850359 0.16195905 1.09268493 0.21910681 -2.22956162] Distance 4.523054970507424 Each least square approximations [-8.535752 -3.51274672 3.09921196 0.09653132 0.06551914 3.96526501 0.73095218 -0.97633544 -0.39739714 1.60913932 1.89804484 1.37482233 1.49581955 1.51053276 0.86214502 1.07367556 0.63535158 -2.37661105 1.03306913 -0.26372138] Distance 8.880701223963445 Each least square approximations [ 7.80089767 0.94042829 4.99732566 -0.18726459 2.17381976 0.57827622 -3.1535925 1.03658135 0.25040523 1.72573293 1.74908804 -1.59602059 1.64260918 0.52310287 0.75037681 0.73985805 1.06501437 -3.88132346 1.86536007 -1.11698102] Distance 8.732508541124725 Each least square approximations [ 1.00577980e+01 4.21041182e+00 -1.71318465e+00 -3.35240178e+00 5.41597681e-01 -1.69447607e+00 -1.19109180e+00 -1.82523854e+00 -1.09913875e+00 -9.94952037e-01 -8.55471760e-01 -2.11865237e-01 -6.96049855e-02 1.17281173e-01 -6.60371255e-03 -5.61870781e-01 7.44964034e-01 4.49097221e-01 6.01205852e-02 -1.69260737e+00] Distance 8.051664788551303 Each least square approximations [ 9.51403415 -2.08218001 -0.03770446 -2.3822734 -0.87858543 1.31387638 -1.95062202 -2.43871583 -0.26455386 1.69479257 -1.20236136 1.09068209 0.53224091 -0.56159904 -0.02684909 1.30046464 0.14403151 1.14438253 -1.66168717 2.43398308] Distance 9.059548313886614 Each least square approximations [-11.58719148 0.42610783 -0.44820009 3.80173883 -1.91396458 -0.28278585 0.75603961 -0.71449372 -1.37712191 -1.73838399 -0.22634009 -0.54505475 -0.62037902 -2.35377621 0.40033485 1.92975844 -1.6287448 -0.14362714 1.5568262 -0.76168713] Distance 6.169391788420511 Each least square approximations [-5.16263845 3.78192348 -4.36350167 2.09893894 -1.76095839 -4.58515404 -3.79471439 2.59735504 -0.89912643 1.74868092 1.80417775 -0.28426608 -2.05174176 1.78757941 1.05384011 1.94621239 -1.38821432 3.1663351 -0.52389 0.85218294] Distance 8.100578229964713 Each least square approximations [ 8.16340481 -0.24980205 -3.26236183 -1.82969977 0.14348994 3.64119813 -2.21639188 -0.72882731 1.31145695 -0.23846033 -0.89130152 -0.01182348 1.24159931 -1.56593875 0.94664712 -0.01892953 -0.20390979 -0.07917677 -0.59184026 1.01523675] Distance 9.972129050358463 Each least square approximations [11.10561289 1.12299905 0.318874 -4.20453437 -3.50342351 2.4863849 0.03448817 -1.03187166 -2.44469919 1.39637575 1.44630035 -1.22148263 -0.41756138 -0.44129208 -1.14312918 -1.77144042 -1.39885367 -0.02266294 1.48948063 0.58547337] Distance 5.001034740601421 Each least square approximations [-8.26368851 -4.14972282 -1.21691431 -1.06162264 1.92508827 0.85945529 0.21309745 0.44903293 1.64695728 0.11879961 -0.82053404 -1.4762326 -4.56074831 -3.40572432 1.15216341 0.79069102 0.19038248 0.5874671 -1.6151527 0.85814219] Distance 8.443022828264626 Each least square approximations [-8.79765663 3.23621344 1.78083345 -0.76896343 0.75686699 -0.37923256 1.21356564 -3.0791546 1.16394424 1.3545778 1.35231673 0.58988573 -2.26044159 3.62268955 2.14176412 0.09429476 1.28379781 -0.34465913 0.30138207 -0.22202273] Distance 8.622214485544976 Each least square approximations [-7.01653599 -4.12865312 2.64827705 -1.21361519 -1.52100663 1.69445417 -2.95989708 -1.26543066 -1.32917125 -1.27650007 -0.6524213 2.30724863 3.71663172 -0.62686897 0.61940799 1.94512196 0.17908236 -0.75808016 1.15335741 -0.22094566] Distance 9.37738901791746 Each least square approximations [ 8.55285829 -0.25958106 2.70599451 -0.56573981 3.93038461 -0.58923804 -0.95890193 -0.05416899 -0.15588417 0.39329996 -3.00503889 -0.44426919 2.7639785 -0.06292917 2.11652043 -2.10452706 1.20479375 -0.89514153 -0.61720873 -1.98223805] Distance 8.811922821486672 Each least square approximations [ 9.17383777 2.95227497 2.35614634 1.21908208 1.63952369 -0.14670884 -0.01575932 0.95010497 0.53108021 -0.47817188 2.07432806 -2.06116429 1.06943745 2.17513312 -0.3385817 -0.38098309 -1.12942738 1.38433772 -0.91483334 -1.30255752] Distance 9.127054727505222 Each least square approximations [ 8.61908789 0.58911397 3.00346671 -4.0983917 1.47871823 0.95044978 -0.1699747 1.46725075 3.15423955 0.02657614 1.10908853 -0.49258743 -1.85636314 -2.06736792 -1.04491396 1.17124118 0.25736774 1.27205118 -0.8236313 2.84856746] Distance 8.36314220120709 Each least square approximations [-8.36727593 -2.62263936 2.33040994 -0.35459158 -1.70774537 0.31888433 0.89992283 -0.66213848 -1.51064484 1.32216617 -2.27636604 0.99972508 1.22826592 -1.41489229 -0.42205645 2.3846196 -3.40939009 1.45368938 -1.79805487 -0.84728169] Distance 9.152244324849034 Each least square approximations [-6.15245928 5.7374683 -5.43130204 4.62226262 0.25469432 -1.90207977 1.61436375 3.14353728 -2.45709078 -1.64101536 -0.37291801 0.21224498 0.20975733 -0.79742765 0.8331214 1.46485095 -2.0335452 1.77010623 0.03466949 1.45811189] Distance 8.059989137217102 Each least square approximations [10.8627263 0.39737327 0.94408822 0.30491521 -1.65407937 4.14914773 -3.09074472 -2.46896057 1.82967437 -0.87946007 -0.31336408 1.35752766 1.30650467 0.78741712 -0.23425509 -1.9361181 -0.15551851 -0.06745863 1.52338794 -0.48753802] Distance 7.421534198116076 Each least square approximations [ 9.30801848 -3.52393153 -2.93248631 -4.63991323 2.44527931 0.86419693 -0.10010771 -2.29568258 -0.02497083 1.09791254 0.87281009 0.63641997 -0.55395589 -1.64005052 1.88608158 -0.1609988 -0.73690704 -0.0680855 -0.16695746 -0.05012227] Distance 8.595177740296677 Each least square approximations [-8.66218832 -5.86145803 -4.36023888 -1.47194266 2.39535332 2.74605219 0.78432548 0.02518794 -1.06968678 -0.08455318 0.65620604 1.23726179 1.32624241 -3.86359848 1.91968832 -0.16171161 -1.91953169 0.56367243 -0.49991444 -1.02692947] Distance 7.163778591726975 Each least square approximations [-11.96415362 2.22541083 1.4192065 -3.4292785 -0.87244204 2.18227202 1.86192153 0.81996108 0.54837149 0.83635222 1.30565321 -1.65955413 0.10030139 -0.03388526 -1.05835347 -1.51785059 1.59345772 0.20091802 -1.68810087 0.68599568] Distance 6.186741447017516 Each least square approximations [-1.04611758e+01 -4.02577127e+00 6.46513470e+00 -4.75000026e-01 6.09783221e-01 1.82381052e+00 -7.96214947e-01 -9.98688384e-01 -7.82709304e-01 -7.64112371e-01 -6.35155118e-01 -1.49101552e-01 8.93272544e-01 1.01073942e+00 2.61720997e-01 2.61296210e+00 -1.15139961e+00 -3.59818622e-01 -1.71593690e-04 6.12892519e-01] Distance 6.279742965183256 Each least square approximations [10.7911826 -4.37177564 1.35922539 -2.36009823 2.42378514 0.59748358 -0.8126663 2.30012222 0.8559042 2.53750278 1.18433498 -2.11914301 3.28602824 -0.89161725 0.76930649 -0.99303921 -0.28179124 -1.42592883 0.60004307 -1.15906117] Distance 6.275789895480011 Each least square approximations [ 9.6193843 1.79200198 2.18938794 -5.42488285 2.23310437 0.07003327 0.51350916 -1.89704834 -0.37250902 -0.65453503 2.43041954 -2.28129359 -1.32766206 0.41474389 -1.27009197 -0.9081099 -0.2427635 -0.28763642 -0.2894585 -1.44608799] Distance 8.210453809451028 Each least square approximations [ 1.01629146e+01 -3.63372281e+00 -3.18531718e-01 -3.46999492e+00 -1.68742224e-01 -2.68097311e+00 -2.40101329e+00 8.40384027e-01 1.30690135e+00 -2.92503629e-04 1.67581230e+00 2.50251883e+00 6.78887972e-01 9.05284450e-01 7.57905446e-01 1.76679909e+00 -2.13768656e-01 2.05498977e+00 -2.94288066e-01 1.53378379e+00] Distance 7.734234774835053 Each least square approximations [-10.4395434 0.13018885 3.36115606 4.51093412 -0.5357488 -1.63825787 -0.68484192 -0.71035402 -0.88366658 3.25946139 0.16572909 -0.61466175 -0.26563535 0.99155252 1.30296537 0.29974321 -3.23061532 -0.70825419 -0.68764898 1.64208975] Distance 7.158843689844369 Each least square approximations [-8.82456825 -3.67913756 -3.41135409 3.09076224 0.47138643 -0.84849834 2.90379567 0.64717403 0.75283673 -1.2181209 -1.29368928 0.19150132 -0.67606623 -0.34705011 1.82014674 1.05696389 -1.94398318 1.22593696 -1.65907302 -0.79717927] Distance 7.106456099426516 Each least square approximations [ 5.29312133 3.91616981 1.49145587 -1.5135179 -1.01605697 3.2225802 -2.19262467 -2.13342631 -2.23740648 0.38614542 -0.22538704 -0.39016163 0.65779157 -0.66693802 0.35201095 -0.71625567 -0.20028672 1.1969745 1.53918131 -1.15588023] Distance 10.470754535348785 Each least square approximations [ 5.72688886 -1.29816448 -1.71713255 -2.27562381 4.18877986 -1.84336332 -0.42200207 -1.28395835 2.64250609 -0.87474728 1.49117727 0.69975579 -1.76314718 0.43659961 1.62600589 -1.0833271 0.16548068 -3.18165407 2.46963035 0.65261903] Distance 9.52360640814983 Each least square approximations [-5.77540258e+00 1.08952955e-01 -4.43858410e+00 6.02082699e-01 -4.48597228e-01 -4.38935918e-01 2.16598136e+00 -2.72800103e-01 1.85668713e+00 -2.51176803e+00 2.02718370e+00 -8.54255808e-01 2.05775320e+00 -1.55410216e+00 -1.32865612e+00 -2.36598080e+00 -1.61244696e+00 -7.07269757e-02 -1.42119959e-03 -4.97138434e-01] Distance 10.014068853914665 Each least square approximations [-6.67420664e+00 -4.49785356e-02 1.15926843e+00 -1.60602497e-01 -1.64958240e+00 2.34329425e-01 -3.49455341e+00 -6.52367433e-01 5.04967564e-01 -1.12842883e+00 -1.68672639e+00 -3.86191851e-01 1.41164520e+00 3.10687533e-03 1.80642328e+00 7.72706878e-01 -1.57803770e-01 -3.15809966e-01 -9.27089834e-01 9.94765252e-01] Distance 10.800600160420897 Each least square approximations [-7.27956787 0.48727826 1.74673859 1.01539602 -1.46242609 3.78915543 -1.84455924 1.05676483 3.12278902 0.34922072 0.32395119 -0.35718375 -0.8631539 1.89085245 0.1602781 -0.40943439 -0.14522237 1.03236925 -1.42919894 0.87168248] Distance 9.669330491982947 Each least square approximations [ 6.97990342 1.68441101 0.0747157 -3.25868199 2.66184419 2.02979828 -1.12202379 0.99023836 0.03099819 0.44150207 2.26275681 -0.13636282 -0.63608867 -0.98963991 -2.07645018 1.52152735 2.29192869 1.7906353 -1.79826733 -0.63902363] Distance 9.447745960296627 Each least square approximations [ 6.31243699 1.02970687 0.06801575 -3.75849589 2.51222366 2.41506373 0.06265774 0.96606072 -0.05062711 1.27045588 1.82189522 0.24123129 1.89492835 -0.85484514 -0.64317329 2.01984484 1.37688314 -0.27638284 0.7390307 1.47149503] Distance 10.184333426474973 Each least square approximations [ 5.56492793e+00 -1.60566244e-01 1.16089787e-01 -4.00960982e+00 -8.33571473e-01 -2.43005047e+00 -9.05710451e-01 -1.76270657e+00 4.65547890e-01 1.78322990e+00 1.28253848e+00 2.17194797e-02 -1.74134546e-01 2.27081384e-03 1.25920592e+00 2.27253311e+00 9.09088552e-02 -3.57009028e-01 -1.43455688e+00 -1.21094085e+00] Distance 10.827648159903095 Each least square approximations [-5.72740909 0.18527784 3.9900227 1.1211442 -0.71386478 0.00787645 -0.55268027 0.57632621 0.10299646 2.83980592 -2.48208906 -3.31801955 -0.22182074 -0.88977854 -0.50233258 0.1130577 1.25602316 -0.99042975 -0.58513538 0.95856655] Distance 10.440280637363664 Each least square approximations [-8.49343203 -4.83989935 -4.57896357 3.91000639 2.94984371 -0.5138203 -1.4186979 -3.34337796 -0.14650715 1.95435884 -3.33230566 -0.07680537 1.0862934 -0.89662086 0.8028596 0.32623351 -1.17421076 -0.35110425 1.84208771 0.91870296] Distance 4.736416013046459 Each least square approximations [ 4.91115653 2.2508545 0.5077145 -0.81965067 -0.40381872 2.82294144 -2.19509587 -1.77720661 -4.4748857 -0.26973544 -2.93979006 -0.53534612 0.3846349 -1.08470498 0.99365494 -0.74155372 0.25390801 -0.04531063 1.46430223 -1.4554837 ] Distance 10.834759837748294 Each least square approximations [ 6.28551746e+00 1.03254039e+00 -1.89936449e+00 9.29114731e-02 3.74554890e+00 -2.41631622e+00 4.27044147e-01 -2.21069167e+00 2.01616308e+00 1.99904602e+00 -7.95175522e-04 2.85164080e-01 -3.60530564e+00 2.95902369e+00 1.79243837e+00 -9.81535366e-01 5.42844885e-01 -1.44514784e+00 2.54245255e+00 -1.25313399e+00] Distance 9.285259897336136 Each least square approximations [-6.14967816 1.21652363 -4.26959908 0.49640177 -2.21408335 3.0319886 1.8247634 2.68309299 1.9827735 -0.06205102 1.99253278 -1.76928885 0.56706797 -1.59485261 -2.66985592 -1.3281891 0.45766021 -0.60989566 0.21278414 0.09437468] Distance 9.695702717511523 Each least square approximations [-4.51879337 2.35067249 0.4944862 -0.44860296 -1.11422441 1.40907486 -3.14074503 -0.9571591 -0.77885339 -0.35659468 -1.98785636 -0.09713791 4.1673459 -0.36565174 1.6736013 1.01266263 -0.33664213 1.35193163 0.76726703 1.44985321] Distance 11.348207042399743 Each least square approximations [-6.86482802 1.87511009 0.30057094 0.16167536 -0.25444852 2.62110406 -4.29192841 0.79890795 2.30885998 0.5270403 -0.30352745 -1.59022569 -0.53804262 2.50565197 -0.74110887 -4.06758668 1.07157038 0.08860366 1.05419817 0.9379608 ] Distance 9.383089449881744 Each least square approximations [ 5.23862611e+00 2.05015932e+00 5.74907218e-01 -6.57298392e+00 9.87245936e-01 1.32732129e+00 1.71314656e+00 -1.06698702e+00 -2.08049049e+00 2.99181137e-03 2.49364958e+00 -1.12158532e+00 -2.01764134e-01 -1.21113263e-01 1.25391943e-01 2.55960779e+00 1.87485619e+00 8.02771582e-01 2.54564859e-01 -5.70505515e-01] Distance 9.739901841000405 Each least square approximations [ 5.51195859 2.16473725 -1.17599366 -3.46135966 2.33742981 0.62212474 -0.274052 0.89845292 0.27612232 -0.75957353 1.13290068 -1.82219325 2.87228863 -2.61621769 0.4270954 1.57638179 -0.55778653 0.29118712 -0.37647682 2.08694292] Distance 10.80541062880846 Each least square approximations [ 5.0529404 -1.4249888 -1.31718174 -3.45986277 0.37578591 -1.04652107 -1.1741692 -2.23109483 -0.94196123 -1.1367747 -0.07758621 0.18963072 -1.11360795 -1.05052735 -0.55384327 0.5235774 0.71458747 -1.82568469 -1.09684651 -0.53756968] Distance 11.852864540893469 Each least square approximations [-5.15470212 -1.2120918 2.59979741 2.0114703 -0.9505027 -1.09516032 0.41474279 0.47918825 1.19167065 1.68135732 0.86715388 -1.96446718 3.225704 -0.19234391 -1.40906854 1.00368445 2.58685403 -2.25656278 -0.44278011 1.40150368] Distance 11.056527165076423 Each least square approximations [-7.96091189 -7.12752701 -5.44342717 3.46875235 -0.54064086 0.34072485 -1.08809586 -1.67262434 -0.03483479 0.57794782 -3.73852371 0.09419749 0.57180792 -1.13058731 -0.62800818 0.87570865 -0.98093636 0.28753375 2.03885088 0.33292145] Distance 4.253162762442811 Each least square approximations [ 3.73164865 3.38230922 0.94418351 -0.93830926 -1.13758614 2.52960445 -1.57616015 -2.11141504 -4.31842822 -1.42753261 -2.52877912 -0.96436638 0.75600096 -0.7385691 0.7225907 -0.158446 0.41023006 1.06185957 0.05065878 -1.2188584 ] Distance 11.24668533044465 Each least square approximations [ 5.20632506 1.57249177 -1.88639689 -1.29301692 3.41698666 -2.62205504 0.61601643 -1.15463882 4.01461226 -0.16677936 1.310894 -0.73961018 -2.39607275 2.91141137 1.62798009 -1.53055622 -0.60678381 -1.93741139 2.77920841 -0.41826766] Distance 9.798266285689401 Each least square approximations [-6.02765231 2.18048561 -3.23385746 0.3472061 -0.79271696 0.91369378 1.67673581 2.20942254 1.02738274 -0.88221201 2.86237225 -2.55736201 0.27324083 -1.93809679 -3.87599246 -1.61214352 -0.07966347 -1.19373032 0.66757135 1.55351308] Distance 9.878647689822818 Each least square approximations [-3.49053516 1.41909448 0.40986253 0.48055542 -1.91760022 1.94663878 -3.49946766 -2.02385473 -0.5742572 -0.27022124 -1.91874757 0.13776984 3.49122542 0.44843721 2.29129654 0.59346643 0.35574163 0.82163637 -0.34576358 1.53154733] Distance 11.702669079396498 Each least square approximations [-6.34126874 0.70431515 -1.50661881 -0.00833241 -1.63470865 2.22853732 -4.43823727 0.27797095 2.25620858 -0.18843057 -0.29701072 -1.49169092 0.31723307 1.4742164 -0.85511119 -4.31871482 1.72778298 0.47298757 -0.15135571 1.39280785] Distance 9.801067483702866 Each least square approximations [ 4.66495061 2.47273328 0.78078331 -6.39836012 1.10594233 0.69029859 2.45191663 -1.63806631 -2.05528456 -0.0314903 2.64466985 -0.25434776 -0.33067674 -0.07161253 -0.15225224 2.2143284 2.84705864 1.06394414 -0.10222682 -0.98635893] Distance 9.713617481984942 Each least square approximations [ 5.20561603 0.82007014 0.00721838 -2.91408041 0.94162508 0.36128893 -0.27660577 3.09677668 1.45541623 0.05331261 1.67549685 -1.471133 2.17490869 -3.27325616 1.4654846 1.46529122 0.54210193 0.23457582 0.22822733 2.28126808] Distance 11.015287786563482 Each least square approximations [ 4.55549097 0.04213671 -1.20639383 -3.92051055 -0.54863168 -2.24513699 0.52188358 -1.86078572 -0.2267468 -1.65108625 -0.27280854 -0.69518282 -0.037453 -0.06630004 -0.14454905 0.67528909 1.83849361 -1.25126763 -0.95081609 -1.37398185] Distance 11.937670842923719 Each least square approximations [-4.40987155 -0.17034044 4.15564574 0.16081798 -1.05175896 -0.00927935 -0.102181 0.74553737 0.60888316 0.86163706 0.46008349 -1.41357898 2.84824613 -0.4846179 0.309957 -0.41628574 3.55749022 -2.30764594 -0.89400987 1.77972385] Distance 11.33088248670378 Each least square approximations [-6.53838467 -5.87743029 -7.53512992 2.29172621 -0.55934086 0.87891552 -2.49936053 -1.82174329 -0.90110267 0.15120127 -3.25106294 2.14583596 -0.19113346 -1.97952756 -0.82088149 -0.34172803 -0.84070427 1.47106382 1.67336991 -0.50478285] Distance 4.528217198882541 Each least square approximations [ 4.12461095 3.96803258 0.98553645 -1.13532555 -0.77306193 2.69962191 -1.55677864 -2.20890479 -4.99792165 -1.19697388 -2.05706031 -1.16301036 1.01900237 -0.71371998 0.02491324 -0.1165851 1.11835974 0.04192472 -0.92966368 0.66532716] Distance 10.527917659503634 Each least square approximations [ 5.22453714 1.86583766 -3.89603582 -2.37060297 3.02627706 -1.38604368 0.77280634 -1.04647778 3.38168841 -0.6650754 -0.2857115 -2.43872214 -2.13226538 4.32478903 0.82445802 -1.08488813 -0.96339991 -2.13555268 1.23737387 0.56778063] Distance 9.080563987946661 Each least square approximations [-6.65662094 2.91461932 -3.51423535 1.52650525 1.77256236 1.27038082 -0.44690779 2.21089645 0.68615958 -0.01200229 2.30781198 -1.56025035 -0.26929024 -1.47832706 -3.03454169 -1.02426921 0.0806308 -1.34970159 -1.06748693 2.1433087 ] Distance 9.566774207206095 Each least square approximations [-3.72971211 1.8165211 0.22462452 0.45989739 -2.07361798 2.62305795 -3.55793424 -2.61115088 0.02160734 0.83813516 -1.5321685 -0.52885908 2.99312441 1.04419194 2.2990042 0.27681487 0.24461332 0.03783628 -0.97281237 1.28386498] Distance 11.297511716089202 Each least square approximations [-6.07601002 -0.54568247 -1.31422974 -1.97710379 -1.42519182 2.05956751 -5.65178723 -1.97618623 1.04725861 -1.09148575 -1.58656616 -1.69516597 0.02957815 0.50426577 -0.6736634 -4.38745575 1.58698062 -0.36643603 -0.83341835 0.21608746] Distance 9.008682490580949 Each least square approximations [ 4.4157815 1.10353867 1.02715208 -6.63411989 2.32910153 2.15812318 3.44585381 -2.67857556 -1.49028809 0.17451387 2.02879141 -1.20620731 -0.30799001 0.96611763 0.65884813 1.74687893 1.05614885 1.2742177 0.97776385 -0.72733656] Distance 9.256677583724695 Each least square approximations [ 5.64155421 1.08089074 2.05317793 -2.29909073 0.46964398 0.50940924 -0.75143061 4.13407001 1.46932555 0.47298478 1.45855944 -1.83997147 1.20376642 -2.72951922 1.01507813 1.869969 0.47763885 0.26188034 0.12331442 1.82737508] Distance 10.561985742120857 Each least square approximations [ 5.08620479 -0.11250371 -0.32388369 -4.51405793 -0.50967705 -3.95877442 1.59738969 -1.03984059 -0.32562006 -1.99687449 -0.64066872 -2.24999976 -0.12163485 -0.03331369 0.01887266 1.20148987 1.31726048 -1.44334989 0.20485326 -1.22059863] Distance 10.717085282609208 Each least square approximations [-4.79955368 -0.86944334 5.32868848 -1.0266425 -0.54199183 0.9685884 -0.41709767 -0.23504997 0.73308858 1.42103281 -0.02196002 -0.47866321 2.28301674 -1.10488616 0.6180635 -0.88044378 2.72548609 -1.89005549 -0.98981497 2.28295549] Distance 10.718697231678535 Each least square approximations [-5.39952527 -6.63879837 -7.6010527 2.07149576 -0.58774591 1.1936426 -2.73202537 -0.25012269 -0.33342566 -0.8203565 -3.01640495 3.65846005 -0.87760582 -1.52711071 -1.69813065 -0.16584577 0.34730959 0.87735327 1.19185113 -1.92969005] Distance 4.6143078628782535 Each least square approximations [ 3.31250394 4.36727025 0.84815156 -1.32049304 -0.60556543 2.25137919 -1.19672211 -2.34671561 -5.10842852 -1.1998689 -1.49943703 -1.08258436 1.45488894 -1.06462151 -0.26725787 0.3030564 1.12308866 -0.25231915 -1.36477736 1.42430382] Distance 10.804179071974376 Each least square approximations [ 3.85638196 1.9548446 -4.35767233 -3.92651087 2.01807617 -1.56308811 0.92694353 -0.46397209 2.86889692 -1.36429231 -0.3506561 -2.12422839 -1.61983278 4.58093478 0.48885502 -0.99472056 -0.83815212 -2.15158068 1.73923648 1.9907947 ] Distance 9.414068008971253 Each least square approximations [-6.04466660e+00 3.57196999e+00 -2.55815012e+00 2.58561309e+00 3.77182827e+00 5.35140943e-01 -1.97457527e-01 1.71738089e+00 1.61333826e+00 -4.55397032e-01 2.67204929e+00 -1.95396249e+00 1.95112543e-01 -1.14946411e+00 -2.29114757e+00 2.28041984e-03 -1.72714423e-01 -1.93825749e+00 -2.84240327e-01 2.15202254e+00] Distance 9.607081525769772 Each least square approximations [-2.5894259 1.78044196 0.57457116 0.298887 -2.40466262 3.17373375 -3.73223984 -2.70348942 0.30481022 0.00634693 -1.43711875 -1.17225353 2.42779846 1.66173669 1.92047943 0.0596471 0.05571681 -0.86674745 -1.62617535 1.5543531 ] Distance 11.49420446058803 Each least square approximations [-4.82165369e+00 -4.91209521e-01 -1.14650034e+00 -3.40068481e+00 -1.47293848e+00 2.19782758e+00 -5.17751972e+00 -1.84022154e+00 3.25883452e-01 -1.50085955e+00 -1.79002585e+00 -1.94207528e+00 2.79198801e-01 5.08405950e-03 -1.19732181e+00 -4.03258513e+00 1.19884855e+00 -3.86938466e-01 -1.84086742e+00 1.29432921e+00] Distance 9.689094203807763 Each least square approximations [ 3.51074417 1.30456722 0.65641602 -6.85722712 2.35197204 2.16634719 4.53773607 -3.06952969 -1.25800039 0.9231684 2.07728109 -1.34137804 -0.59318415 0.52480807 -0.01347542 1.4388622 1.13417519 1.12825171 0.92128671 -0.75689418] Distance 9.178990642763772 Each least square approximations [ 4.72575198 0.5065496 3.56514189 -1.54789323 -0.10964889 0.46389776 -0.84370976 3.90370719 1.82652993 1.62626176 1.85333183 -1.71016553 0.3683751 -2.43482455 0.25488126 2.02929726 0.78689792 0.27878179 0.15119437 1.84566985] Distance 10.982351321066187 Each least square approximations [ 3.80190214 -0.16640431 -0.02089054 -4.88642709 -0.64727016 -4.88639657 2.4993529 -0.45374942 0.26888953 -2.17679764 -0.93970258 -2.97368961 -0.21977826 0.03499512 0.50216308 0.82278648 0.8370775 -1.32270783 -0.08333718 -1.18828554] Distance 10.616337919556495 Each least square approximations [-3.56080257 -1.09902246 5.79813506 -1.3344282 0.07386021 1.65959879 -0.89034832 -0.01965078 0.06485167 1.65044712 -0.95447342 0.20878295 1.04368734 -1.34748682 1.52672794 -1.96305919 2.21560101 -1.55284034 -1.27737429 1.49562844] Distance 11.153440581890008 Each least square approximations [-5.87570948 2.58341498 -6.31442968 2.35720579 -2.8367915 -2.04462945 0.19362154 -0.31678986 -1.96738509 2.95844821 -1.59517399 1.17102368 -0.96266782 2.65512587 2.53641974 2.01496095 -2.36515506 2.43687438 -0.82727465 -0.91539832] Distance 8.700381461359093 Each least square approximations [ 9.50667326 1.51008322 -3.327976 -0.45229014 0.12394567 4.8588002 -0.87874734 0.61705005 -0.29700915 -2.07391125 -0.14397513 0.05162354 1.71868734 0.13175846 0.20038184 -1.30009222 1.61055885 1.84955666 -0.23801431 -0.13371355] Distance 8.878919191077117 Each least square approximations [ 9.95069322 2.63078724 -1.17881757 -2.3253233 3.12267932 3.88972792 -1.31062482 -1.42100185 0.7156233 -1.35912847 0.7644695 0.47879535 -0.32034372 0.24335013 0.12241248 -1.26256606 -2.13752437 -1.75832638 0.37863502 2.29611496] Distance 7.961154214104238 Each least square approximations [-10.021503 -1.52213924 -3.11140141 -2.55604087 1.68278505 -0.87292613 2.61767568 -0.28257823 2.73672545 1.04854786 1.26920502 1.95527014 -1.39508062 -0.78985881 -0.65029115 -0.65998044 0.63509685 0.58977673 -0.34501244 1.3463731 ] Distance 8.55162225940974 Each least square approximations [-11.06289978 2.37999394 -3.47826274 0.79698172 -0.32893237 -1.56817744 -2.07491055 -3.00431954 2.17350735 0.05363728 1.91711369 -0.30859612 0.86385779 0.66678935 0.85399001 1.34333589 1.09496322 -0.80288015 -0.52823376 0.68543926] Distance 7.159148211130072 Each least square approximations [-8.7481523 -3.02316643 2.53196625 0.20770792 -3.52243154 1.39370225 -4.00765583 -0.56241206 -1.11787469 -0.04202754 -0.64328229 1.44390494 0.41765505 0.66095054 1.38018478 -0.23330104 0.22988354 -0.97414849 1.00388071 0.42362997] Distance 9.559878233044362 Each least square approximations [ 7.11080378 -2.11344658 4.17134853 -3.04288539 4.34473251 0.58072679 -4.05711084 -0.66839693 -0.03029524 2.50776616 -0.06639495 -0.85361829 0.98848444 2.21266666 0.09361333 -0.17393579 1.99767743 -1.94498333 1.48035623 -0.35238863] Distance 9.050842153119708 Each least square approximations [13.90088997 2.36884901 -1.67698281 1.15101773 -1.03696354 -0.1378683 1.75840479 1.5714579 -0.35768871 0.90197442 0.85407751 -0.33629767 0.78004841 -0.29038962 -0.0934875 -0.21492626 0.33049444 -1.11064692 -0.77062207 -0.28966947] Distance 2.9259018159229 Each least square approximations [10.55927181 -1.02979738 1.32457083 -1.82685341 -2.83159404 0.39468412 1.64643778 -1.40081443 2.20812106 1.97665005 0.32181426 -1.58385246 0.29537907 -1.56037329 0.38676984 3.91771241 0.57477971 0.54205837 -0.40311879 1.3860588 ] Distance 7.754477431457182 Each least square approximations [-12.68929129 -0.53890252 1.87182238 -2.52745179 -0.13730168 -0.28735401 1.12207748 -0.88080107 -2.14355141 0.40208379 -1.88388779 -1.39295933 1.04864678 -0.79331594 -0.91947451 0.41017316 0.11143591 -0.72542587 -0.53059294 -0.83382291] Distance 5.908615464361831 Each least square approximations [-9.63522036 6.38400645 -1.54501381 2.76382835 0.01869401 -0.99625545 -0.08709877 1.67283814 0.5350415 -0.71860724 2.66916756 -1.14691437 0.69788637 -3.09477728 0.07303107 2.41751482 0.03632818 0.01324601 1.28829271 -0.86319096] Distance 6.313681210486775 Each least square approximations [ 8.04558826 -0.29151674 1.16265867 -1.12788341 -4.13557175 2.20470902 -1.96703512 -1.86318272 -0.62850925 1.01377922 -1.63892385 0.2078598 -0.20541808 -0.31544276 0.12328108 0.59476162 0.22121256 -0.94575548 0.71869921 -0.60582894] Distance 10.564520602701643 Each least square approximations [ 8.22825837 -0.05931229 -0.4727272 -3.27588129 2.71916765 -3.60242491 -3.34446241 -1.24577858 -0.64706345 3.6763178 0.977586 1.03181226 -1.40069009 -2.02979841 0.99345625 0.17573512 1.01863863 0.40801872 -1.06803936 -0.10759195] Distance 8.812579807862491 Each least square approximations [-10.04869301 -4.00426409 -1.27519163 1.36667307 -2.98854978 -0.31879413 2.10384572 0.04471147 -2.3010292 -1.57950748 -2.81999874 2.9432403 1.30060876 -0.80033047 -1.59079567 1.17479791 -1.15938684 -0.47411258 -0.99114466 -1.24647665] Distance 6.791569380121921 Each least square approximations [-8.02700383 0.06844472 -0.01305308 -5.23183411 -3.56491228 -2.14829983 0.3814416 1.62371838 0.33104755 -0.1089667 -0.21809217 1.15260796 1.0031934 -0.72355914 -1.48310977 0.89726045 -0.98315464 2.54753388 -0.8090032 -0.3150102 ] Distance 9.417302517079229 Each least square approximations [-11.00622022 1.40539924 1.8654132 -1.53238066 -2.96759517 -0.01489858 3.75791743 3.32240351 0.64866766 0.75043704 -1.67478345 1.35751876 2.45445106 -0.77406383 0.76855994 0.1161354 -0.98300331 0.54771116 0.14896825 -1.25961805] Distance 6.016798316806544 Each least square approximations [11.12824982 0.43530298 1.39272961 2.15846107 1.3111642 -0.89646065 1.74951694 2.2910018 -0.68447613 0.80028691 1.62329671 2.33761939 0.52684902 2.53316289 -0.3951659 1.36191144 -1.52074185 0.10832557 -1.2096242 1.13411198] Distance 7.099108402345749 Each least square approximations [ 6.8871053 1.02245868 -0.72101786 -5.08232158 1.96566886 0.16791998 -3.55137132 -3.36694886 0.53318525 -1.9795986 2.27151454 -1.21729907 -0.11753945 1.08780339 -1.16633683 1.88757086 1.67926176 -0.8425215 1.70539174 -0.4574801 ] Distance 9.410782975397664 Each least square approximations [ 8.91945858 0.84485411 -3.05762528 -3.92273417 2.78406205 1.67052791 -2.34747709 0.21931506 1.77241248 -0.40526815 1.86672823 2.87723328 -1.87800044 2.31106824 1.93555919 1.12821001 -1.33907872 0.6921117 -2.24293414 -0.39310761] Distance 7.57114145435225 Each least square approximations [-8.33483133 -0.33667709 -0.64280401 3.03582443 0.70079412 -3.15361142 -0.83058463 2.98799534 2.28190728 4.31187712 -0.34834351 -1.14126065 -2.3110374 -0.63380805 -1.28508264 0.64159149 -0.14649118 0.24919113 0.04072042 0.67556609] Distance 9.055739873814783 Each least square approximations [-4.84589363 4.04669573 -2.85523683 1.58583846 -0.77136385 -1.10696645 0.82639374 -0.78309853 -1.68494089 4.1851323 -0.9089973 -0.46294229 -2.28250376 3.60709509 0.90713983 0.53042967 -0.51785212 3.05495649 0.62244777 1.17419339] Distance 10.501810697498016 Each least square approximations [ 6.44223138 -1.40695499 -1.03876074 -1.58811927 2.10596499 2.73020868 -2.09134597 1.66248654 0.46481836 0.00934382 -1.9123065 -0.17333731 -0.20718307 1.1988396 0.6318242 0.41830498 0.07564306 2.05633951 -1.93899084 -0.35220912] Distance 11.654715146759482 Each least square approximations [10.90217111 0.94557867 0.66960071 2.87602183 0.98623271 4.35493655 1.76044601 1.54194801 -0.40199501 -0.54080643 2.12869398 -1.30278896 0.18378236 -1.72588079 -0.61514412 -1.23314132 1.09477713 1.89450621 -0.72229033 -1.92098664] Distance 6.444965515429763 Each least square approximations [-7.54747674 -0.40171987 -3.63040441 -3.95588087 -3.78938809 0.58868499 -1.20811979 0.278682 1.64346788 -0.55808342 0.83187599 -1.14003439 -4.27000353 -1.19342666 1.55858152 -0.59390848 -0.01852693 1.01965231 -1.2818176 2.44737623] Distance 8.814970819366136 Each least square approximations [-7.29349161 2.21247903 2.12319023 -1.91184634 2.81229539 -1.43151878 -1.42803727 -1.21521425 2.68938569 0.3959927 0.55528498 2.93020295 -1.66106951 1.47798714 1.1612394 1.0432853 2.20697089 1.57641824 2.16362067 0.47701963] Distance 10.018028677083171 Each least square approximations [-5.85489341 -0.02889602 3.00917574 1.04750749 -0.03710676 -0.55902215 -2.23134253 -3.29250075 1.99060377 -0.81066737 2.32450086 1.55960314 3.67035636 -2.64421089 0.91922643 0.85136424 0.77333269 0.0706395 1.89235419 -1.01097049] Distance 10.759022429584537 Each least square approximations [ 6.75355615 -0.34021819 3.89739773 0.83711741 -0.51513835 2.71505955 -3.5862629 -0.48729081 0.25199285 -1.93950377 -2.24082159 -0.83703627 0.50070106 -1.18368523 3.90788617 -1.97369751 1.75548376 -1.42537543 -1.70156978 0.57422718] Distance 9.74477766364638 Each least square approximations [ 7.14324594 5.9220305 -0.32664644 1.35708604 1.61784397 -0.62511572 -0.12878334 0.52271732 1.00623702 -2.02836445 2.74724741 0.09357679 -0.95523019 -0.70768389 2.93982152 -1.24925367 -1.04836954 -0.64160221 -1.28780873 -1.13422476] Distance 9.793861521765908 Each least square approximations [ 8.54245885 0.36938727 -1.15343681 -2.304327 0.46255996 3.79833659 -0.20530395 -0.5845952 -1.59288092 0.28436949 -0.09473318 -1.76645986 1.83024208 -3.14248118 -0.83927222 0.52159819 1.25308737 -1.19406327 0.06303303 1.90284798] Distance 9.729963829323601 Each least square approximations [-7.41176895 -2.52615737 0.3482813 1.55749948 -3.22794585 1.34315993 2.62158658 -0.69456248 1.02748666 -2.08071513 -3.09550692 1.32770685 2.85393231 0.20144598 -1.7201418 -0.2352252 -0.27491773 -1.75660275 -0.92231736 0.08978652] Distance 10.03125260015187 Each least square approximations [-7.10476631 2.7996638 -3.84756911 -1.26249346 1.06536931 2.5017977 -3.03016031 5.11518829 0.35293802 3.27645879 -1.63544198 1.9525692 -0.74896044 -0.92325502 -1.9316891 1.91148429 0.30656303 -0.127149 -0.09592655 -0.83997923] Distance 8.034514957793329 Each least square approximations [ 5.3754087 -0.27899546 0.89972959 -0.11606327 -0.09983121 1.44258306 -2.27829186 -1.27306174 -2.49677434 -0.22220721 -2.52404823 0.30305672 0.58409547 -0.68747791 0.26720654 -0.16324489 1.09049725 -2.52043408 -1.38430022 1.81060576] Distance 11.995252541652164 Each least square approximations [ 5.58574073 3.76195831 -4.95056169 -4.11652417 1.01381496 -1.84374481 1.52911657 -0.75335333 0.12227153 1.38294253 3.06019132 0.44884858 -1.63651875 -0.19832435 -0.21776219 0.13734557 1.86849742 0.33632305 -1.32321608 1.43812347] Distance 9.650788217301985 Each least square approximations [-11.92666312 1.59457741 3.60584299 3.71622927 -0.60701527 -1.29861771 -0.23435262 -0.381469 -0.91351547 -0.38101075 1.11639948 -0.60028425 0.83500013 -1.36173135 1.80172711 1.43923381 1.49247018 0.75979935 0.61534209 -1.31773289] Distance 4.443788238822975 Each least square approximations [-5.31747693 1.58574751 -1.45915308 -2.89199602 -0.28953913 0.55642154 -3.62982487 1.18073069 0.86062592 0.26454735 2.14971605 1.16222176 0.23129138 -3.01959955 -3.12920965 0.34037036 0.18851198 -0.67274723 -0.44773727 -0.56686875] Distance 11.218748524023383 Each least square approximations [-8.93132644 3.39331477 -1.61983627 -3.74371336 -1.68978489 1.94796909 0.47364219 0.64340197 -2.20914628 -3.78183469 -2.06643205 -0.21155234 1.79963729 -3.51888824 -0.11367508 -1.45508346 -0.60189536 0.32077694 0.72433224 1.26540265] Distance 7.065948173861499 Each least square approximations [ 6.03076352 -0.52442513 -0.34461109 -1.50758548 1.88200078 3.14800807 2.86675826 0.30122827 -3.11275903 2.6448923 0.23506732 3.13940947 0.47985769 0.68807902 0.28254889 -0.77378278 -1.04695723 -1.28161851 -0.13297246 2.48084207] Distance 10.549485338519615 Each least square approximations [ 6.1946199 2.50037378 2.41867634 -0.27107838 -1.77519966 -1.22780521 -2.75184955 -1.02782642 -0.72125078 0.54821677 3.91772829 0.09964346 -0.31808497 0.33115325 -2.16445857 2.84179219 0.45551257 -0.77601939 -0.67536382 0.40281397] Distance 10.703406019667218 Each least square approximations [ 8.03251716 2.29962675 -2.76466685 -2.39200072 3.25960755 -3.84232061 1.41313667 -2.08414182 1.76063758 -0.14367844 -0.1828181 -2.25075952 -1.33275193 -1.32619764 1.27431548 -0.61456579 -1.84859891 -2.72250676 -1.46675748 -0.27541226] Distance 8.201316774229314 Each least square approximations [-6.88651042 -1.09557258 0.49653375 -0.63295931 1.66875034 -0.38299519 -1.01063453 -1.17857457 3.01094599 2.67108423 -0.69944845 -1.18248423 -0.33855808 -1.51175251 -1.85604497 -3.92605507 1.63252656 -2.46242499 -0.56141819 -0.19628483] Distance 10.292512826111503 Each least square approximations [-5.02232999 4.2279399 -6.08416849 4.71645481 1.93541344 -1.9534979 2.09615775 3.69253016 -2.7061757 1.50772316 0.24016228 -0.69179981 1.78462599 0.0407389 0.19936628 -0.02297939 -1.30233177 1.72816009 2.09451804 0.34339879] Distance 9.011996143336539 Each least square approximations [14.92523992 -1.40987473 1.5079321 1.14445065 1.18038311 -0.33735298 -0.31100504 0.56085316 -0.28858471 0.04965301 0.43596378 -0.13442552 -0.34713652 -0.09675399 0.40303955 0.46124343 0.02099065 -0.27168375 -0.05131316 -0.0697144 ] Distance 0.7629192364345586 Each least square approximations [ 1.06119070e+01 -3.48320490e+00 -5.00595040e+00 -1.39143307e+00 3.18015854e-01 -7.15300479e-01 -1.52132124e+00 -1.05775116e-03 6.80937268e-01 1.22703510e+00 1.20162055e+00 1.66277216e+00 1.84745432e+00 -3.48712562e-01 1.70867576e+00 -1.31034634e-01 1.64008728e-01 3.17279077e-01 -5.14167180e-01 1.21667794e-01] Distance 7.9994371279556145 Each least square approximations [-8.92014656 -4.54072752 -4.9993668 -0.49958203 1.03987272 2.61633057 0.92336475 0.25516343 -0.61201868 -0.13694518 1.12247767 1.12586778 -0.74176981 -1.72052616 0.19319276 1.49045854 -2.75765577 1.34648194 1.26829289 -1.8489633 ] Distance 8.620068641769567 Each least square approximations [-10.38551665 6.16506198 2.89836863 -2.0554576 -4.43457697 -1.79537632 0.80565838 -0.72850777 2.92923553 0.50486284 1.13638809 0.65910046 1.21469465 -2.23939491 -0.06379433 0.03078945 -0.94242485 1.64842725 -1.2045034 0.78713232] Distance 5.140219285839723 Each least square approximations [-9.46431123 -1.38513257 6.67558976 -0.49686865 -1.33874243 0.72225872 -1.91184961 -0.73259344 -1.04160737 -1.45740157 -1.29816462 -0.5657371 1.17275931 0.94208764 0.79341297 1.09729534 -0.06079379 0.33422875 -0.14570631 -0.37609935] Distance 8.906097522501609 Each least square approximations [10.0399118 -3.81807786 3.69552664 -3.58131525 0.49098338 1.08911671 -1.6202007 1.27052462 1.86001759 3.45631057 -3.03725558 1.41206478 -0.23528376 -1.17282407 1.984973 2.43020276 -0.51720124 -2.26271995 -0.05000955 0.89514357] Distance 6.332125484801177 Each least square approximations [ 9.65880334e+00 4.12568388e+00 2.51922446e+00 -1.85243985e+00 4.32412041e+00 -3.82482697e-03 3.54316791e-01 -8.52482145e-01 -1.20096023e+00 -3.62121977e+00 1.88779008e+00 -1.37537688e+00 -1.93960507e+00 -6.39112262e-01 -1.56484586e+00 -2.73409319e+00 4.44232744e-01 -1.03388713e+00 -8.70989391e-01 -9.98731053e-01] Distance 7.412513760321822 Each least square approximations [ 1.09055107e+01 -5.45348868e+00 1.96928431e+00 -2.85875623e+00 4.34730493e-01 5.73935094e-01 -3.10549792e+00 -4.50250544e-02 1.30489511e+00 1.06939322e+00 3.19993152e+00 -3.26643566e-01 5.32377469e-01 5.23513459e-01 -3.76813706e-03 -9.81315038e-01 -1.31200034e+00 -3.22091215e-01 -9.25718971e-01 1.51317314e+00] Distance 6.4144084488892155 Each least square approximations [-10.71466447 -4.31645734 1.15741926 2.44580715 -2.99234193 -0.49509599 -2.7288772 -0.5546623 0.55815143 1.90573359 0.37878215 -0.49835578 -1.19635783 2.57615471 0.13014255 0.22850968 -1.77774003 -0.0686348 -3.10523116 1.54808785] Distance 6.8064601887603455 Each least square approximations [-5.94436844e+00 2.97753282e+00 -5.85270573e+00 2.57478123e+00 -2.13211776e+00 -2.06382403e+00 -6.46838673e-03 -7.23806350e-04 -1.58840364e+00 2.13514838e+00 -1.56829101e+00 1.07455641e+00 -1.45329275e+00 2.66920890e+00 3.51441049e+00 1.75284685e+00 -2.65628321e+00 1.59211632e+00 -5.85838464e-01 -1.34719426e+00] Distance 8.940930171454173 Each least square approximations [ 9.4805182 1.22358836 -2.71689291 -2.17616016 -1.06922513 4.09933048 -0.50872391 0.42986549 -0.97686086 -1.94738204 -0.04345582 -0.924614 0.66903885 0.36700173 0.55686153 -1.40765243 0.93787522 0.88062546 -0.09901609 -1.03130403] Distance 9.372512780882012 Each least square approximations [ 9.67994231 2.7651988 -0.50463104 -3.37341642 2.45290606 3.40957109 -1.5681604 -1.33278475 0.22307697 -0.72688584 -0.36102946 2.67740777 0.21294653 -0.16790118 1.93338356 -1.73674146 -1.34658263 -1.50998285 -0.66936372 2.26837084] Distance 7.853943933080388 Each least square approximations [-9.59192171 -1.42377822 -2.91524782 -2.9702598 1.79292055 -0.33140244 3.29153479 -1.25835499 3.45446341 0.25924531 -0.32383509 1.84856489 -1.18197959 -2.14892003 -0.97571779 -0.68231863 1.37707429 0.58368558 -0.44368859 0.5987163 ] Distance 8.251844040158304 Each least square approximations [-10.23455479 1.80299478 -2.4072343 0.2405152 -2.14066433 -1.9714929 -2.06388942 -2.02325373 2.86399133 0.17013877 2.05915151 -0.65961586 0.7735628 2.59680998 0.85135702 2.30557903 0.53245379 -0.58414015 -0.12961034 1.24162811] Distance 7.860764264606912 Each least square approximations [-8.31729647 -2.76563898 3.28903242 0.31012131 -2.69506971 1.43008446 -3.34760154 -0.03267368 -0.72819768 0.28086708 -1.40380664 2.31872666 1.21469711 1.44177297 1.63213315 -0.79556265 0.58079955 -0.11490423 0.9479862 0.74269186] Distance 9.801602438661794 Each least square approximations [ 7.71031176 -1.77954742 3.92926661 -2.58801787 3.70348666 0.06900306 -3.81059824 -1.52969399 -0.14772119 2.75586214 -0.4638961 -0.88526872 0.15952233 1.86220867 -0.47941528 0.15424998 0.76998737 -1.89928365 1.47127277 -0.50892441] Distance 9.306748910144398 Each least square approximations [ 1.35788746e+01 8.34581722e-01 -1.07630773e+00 3.35884627e+00 7.93181578e-01 2.12162220e+00 1.08258045e+00 -1.35754317e+00 -2.92538260e-01 6.41887720e-01 1.45149491e+00 -8.79831473e-01 1.40747008e+00 -9.79076230e-01 -2.65583327e-02 1.18896561e-02 7.98237378e-01 -9.64314581e-02 5.00537891e-01 -3.48171362e-01] Distance 2.8161117793513517 Each least square approximations [ 9.59816821 -1.37721454 1.53318714 -2.58316021 -2.90191632 1.40140095 0.07812037 -0.97368048 3.37145685 1.7998273 0.94825888 -0.46494995 0.5410916 -1.62525226 1.55365308 3.01475719 0.95039211 -0.59176841 -1.10957853 1.31632593] Distance 8.495640345056229 Each least square approximations [-11.59433937 -0.75709058 1.27587327 -2.25827707 -1.13832151 -0.62813966 1.87326004 1.12138998 -1.72357282 2.39749967 -2.18455735 0.44996355 0.76195494 -0.22569788 -0.32780485 0.70629382 0.15616161 -0.6765229 -1.26554849 -1.09659313] Distance 7.38455459263779 Each least square approximations [-10.59596669 1.70426611 -2.08068664 0.0734051 -0.35571332 -2.93310377 -4.03178527 2.36985991 1.75544459 2.72360751 -1.81786533 1.72958383 0.60993209 0.06234505 1.44860467 0.74522692 -0.81069644 -2.58961867 0.42017635 0.79100605] Distance 6.26692136662252 Each least square approximations [ 5.84798862 1.42809228 0.06701085 -1.82210087 -1.2420954 2.17333083 -2.43124708 -2.78265062 -2.55073785 -0.81803866 -3.20742512 -0.43436107 0.96867403 0.13286886 0.70646727 -0.83396993 -0.33393041 -1.53057185 1.97449781 -1.68106996] Distance 11.354111972680412 Each least square approximations [ 8.45672498 4.27050534 0.88593959 -4.29644821 1.6065036 -3.5730942 0.45350172 0.22501978 0.8352888 2.0412637 1.39116665 2.81492878 -4.4466741 2.06442815 2.86401967 -0.21868587 1.16598237 1.92490142 0.13819694 1.46292271] Distance 6.208494854385262 Each least square approximations [-10.3303528 -0.70432041 0.16602369 -0.21556976 -1.93799111 -0.56369165 4.08204426 2.68656012 1.23731365 -1.65668871 -2.13371617 -1.55288829 -0.28034156 -3.41020686 -1.27093919 0.42660171 2.1011404 -0.46840563 -1.24207952 -0.78649647] Distance 7.113294176869378 Each least square approximations [-6.33407365 -1.21011624 0.27751143 -2.36563071 -1.56366288 -0.27190141 -1.85061012 -0.27974448 -0.13983873 0.78889544 0.51579504 -0.43009062 1.26451052 -0.7110629 -0.77343635 0.69822675 1.54379555 0.26740729 -2.13067354 0.21908166] Distance 12.360188582928481 Each least square approximations [-8.78236862 0.49272373 -0.1454341 -1.101964 -0.92665442 3.17872308 -0.49745776 2.44418536 1.38056478 -1.70348092 -2.21879044 1.80127182 2.35378769 -0.41119107 -1.24896472 -3.33504304 -0.60386324 2.23305648 0.69065623 2.36805376] Distance 8.87605391703236 Each least square approximations [ 8.02179224 1.93017122 1.37707873 -1.98122885 2.23287047 0.20815654 1.94929751 0.52702796 -3.00828495 2.02054015 0.54574214 1.55677646 1.45916693 0.73259155 -1.45262396 -1.34402236 -1.0136576 0.0470551 -1.09529303 0.96018895] Distance 10.430236040858816 Each least square approximations [ 7.63722503 -0.59273786 -1.68643751 -1.47217811 3.07466809 -0.35516849 -1.37775361 -0.5931869 0.38946522 -0.72552923 3.97953036 -2.76794657 0.44483141 -0.03929699 -1.74958449 4.49119998 -0.51840044 -1.14912613 -0.82102556 0.16258358] Distance 9.589738787987162 Each least square approximations [ 7.38093151 1.04610871 -1.81753686 -3.94961518 1.15479258 -0.08521124 -1.28213892 -1.57717259 1.6915773 -1.95966972 1.36538774 1.24848049 -2.08843475 -1.87057412 -0.79073027 1.98096907 -0.37706804 -0.97238342 -1.91649415 -1.65563551] Distance 10.363204323465618 Each least square approximations [-6.22051701 0.07279087 2.36828998 1.00828752 -1.28439705 -2.88114844 1.06087443 0.15244251 2.41339133 4.77537849 -0.28766455 -1.89928632 1.8440362 -2.01363109 -1.06534847 -0.41772777 0.39570413 -1.18558324 0.35819897 1.52581331] Distance 10.763513995308339 Each least square approximations [-11.65330982 0.82541881 -3.96362775 -2.12262004 0.54583326 1.8712219 2.14811646 -0.40302076 -0.33412863 -1.24860249 -0.38163329 -1.9358591 -1.0040073 0.94230239 -0.0213654 -0.78047206 -1.10846029 1.31858997 -1.07532416 -0.58084849] Distance 5.1090538285265135 Each least square approximations [ 5.42690575 2.65066766 1.63774724 -1.89100963 -2.5490054 3.21893033 -2.72484578 -1.90099442 -4.1943179 -0.39620205 -3.07767644 -1.52630966 -0.01133618 0.9767651 0.15708083 0.02579049 1.21357473 0.34790013 0.78756049 0.08804835] Distance 10.02599769600787 Each least square approximations [ 7.46580564 0.75782873 -2.77350547 -2.0037583 5.35222074 -2.25844291 0.09624652 -1.04489659 2.09405713 2.9058707 1.37006637 -1.36671321 0.06738057 0.65615834 1.23268739 -2.00787816 2.08747854 -1.60704687 1.20081031 -0.39222465] Distance 8.36312316217062 Each least square approximations [-8.45830286 1.70703554 -4.20904637 0.6580874 -2.45999229 -0.46299655 -0.36818119 1.36568534 -0.1547759 -1.93279425 0.3375493 1.20980912 1.36240293 -2.04508293 1.03383591 -0.99107241 -1.91530567 -0.34816531 -1.35871448 1.02944626] Distance 9.105553404502981 Each least square approximations [-7.17170418 -0.84296061 0.45637768 -3.31644335 -0.49879549 -2.85313346 -1.32473058 0.70730548 1.00960992 1.64388162 -2.71411755 -1.3474265 -0.37673832 0.15983662 0.7103186 2.15133115 0.67072192 -0.60235506 0.69685062 -0.97341228] Distance 10.46235370739135 Each least square approximations [-10.0392145 0.78977464 -0.0431132 -1.01479033 0.82617404 2.86263445 -1.47559811 -0.08418355 2.272711 0.28191704 2.6215902 1.42420217 0.6029225 -0.91905717 2.25498954 -2.19556237 0.21963787 1.15389523 0.16348461 -0.88121143] Distance 7.934771021016124 Each least square approximations [ 9.94853754 3.02638145 -0.32551332 0.06537282 2.33792541 4.34586903 0.93120596 0.34690454 -1.92712825 -2.25073005 1.49311048 0.85894044 -0.03336708 0.35351779 -1.36362277 0.5629935 0.43744254 0.35178371 2.27701908 -0.30601277] Distance 7.119025106898908 Each least square approximations [ 6.67122013 2.17513416 -0.04706856 -4.08830847 1.51635543 1.78400379 -2.47529162 -0.84757392 1.42504505 -1.74869 0.36725623 0.56084594 1.67873206 -2.76520399 0.12088011 1.80898552 1.25179761 -1.38547778 1.74954262 0.35523118] Distance 9.983103691266125 Each least square approximations [ 8.30206077 2.82235183 -2.3291859 -4.6043206 1.42713919 -2.14304588 -2.23651964 -2.21521361 -0.33748824 1.15633124 -0.42258622 1.00792149 1.1659188 1.03352824 1.21687004 1.16201957 0.71062454 -2.78144449 1.30908797 0.50812549] Distance 8.107725114542223 Each least square approximations [-7.32599109 -0.01046363 2.23342486 2.75988591 -1.08201927 0.92176046 1.69230943 0.34181119 2.86132938 1.5925868 -0.3585747 -0.74163781 -0.41006967 0.06536485 0.54096531 1.22045126 2.32306401 -2.81072235 0.67802829 -0.12685236] Distance 10.271322419540638 Each least square approximations [-11.79863098 3.9518675 -3.71705018 -2.17385425 0.76792451 -0.93139109 -1.37680873 -1.79380522 2.11946434 1.84516984 1.82951144 -0.19850519 0.63567555 0.31905029 -1.32938756 -1.16079035 0.41478909 2.10664557 -0.38623491 0.85314145] Distance 3.3544377215531247 Each least square approximations [ 6.02723472 2.176339 0.57136195 -1.38333903 -0.46026593 3.10812349 -2.74914523 -1.34003718 -3.74833681 -1.33992088 -3.63991418 -0.54963471 0.469478 -1.000916 0.79128784 -0.09601019 1.41755581 -1.22887321 0.74681025 0.33785377] Distance 10.65858046521567 Each least square approximations [ 8.45817402 2.24374327 -1.27126666 -2.94818747 3.80088502 -1.54072427 -0.97636561 -2.11301272 -0.32003925 3.79080649 1.28081734 -1.80405751 -3.20626268 1.2116563 0.88861008 -0.02127153 2.14266529 1.98368939 0.66802296 -1.05823321] Distance 7.775657389184642 Each least square approximations [-9.89162851 -0.49987011 -2.7161181 1.51409059 -2.67354919 -0.84670776 -0.01901382 3.82377689 -0.98056403 -2.19870737 -2.54577294 0.67155568 0.7645823 -1.35012318 1.11476255 -0.49159745 0.49005016 -0.40740233 -2.23828757 0.76063753] Distance 7.662650803331267 Each least square approximations [-7.68414146 -0.52224045 0.61520279 -2.8450614 -0.07049932 -2.24918778 -0.78797415 0.73811039 0.25786064 1.82490198 -2.78559527 -0.96171723 -0.09122602 -0.59191122 -0.00881206 2.62994664 -1.02778125 -0.01622824 0.46586244 -1.2938308 ] Distance 10.73570743373592 Each least square approximations [-10.07500174 -0.16478472 -1.40436132 -2.48063911 -0.63739524 3.26040898 0.64457836 0.29041742 2.49133552 -0.54697774 0.52732858 1.86509046 1.04977628 -1.51600429 0.49991976 -3.00472217 -1.01821532 1.86491951 0.67031766 -0.5678938 ] Distance 7.884041597297796 Each least square approximations [ 9.77750932 3.70599552 1.3071788 1.10010321 3.19929198 3.72899128 1.72852826 -0.05914615 -2.99992184 -0.93111017 1.25180221 2.76649952 0.28402806 0.86362538 -0.5324374 0.09623268 -0.79817197 0.10813135 1.12709402 -0.53042322] Distance 7.056118667947257 Each least square approximations [ 7.08965567 2.26745577 -0.5344892 -4.18960156 1.75730946 0.79455185 -3.11277688 -0.48583272 0.40296041 -2.43253799 1.1930037 -0.43607144 1.48932639 -1.36773581 0.31877707 2.59103989 -0.03991194 -1.4355045 0.49761647 0.14648004] Distance 10.186491079596212 Each least square approximations [ 8.42718635 3.00676049 -2.76512146 -5.9924535 2.26704158 -0.52486369 -2.63804095 -2.55688231 -0.72691325 -1.0414447 0.4114541 1.39561199 -1.4652867 -0.54331698 0.3197807 0.99383729 0.90723028 -1.8755679 1.1929433 -0.02638177] Distance 7.48521982665905 Each least square approximations [-7.84540716e+00 6.77351802e-04 1.66764556e+00 2.45712990e+00 -1.53966534e+00 -4.98612149e-01 1.71802719e+00 2.14038245e-01 3.45785874e+00 2.30124386e+00 2.90764941e-01 -9.92177498e-01 1.10223232e+00 -4.95600126e-01 -1.78946489e+00 2.23851845e+00 5.92868166e-01 -1.87912636e+00 1.31971953e+00 5.24947599e-01] Distance 10.084651988114311 Each least square approximations [-10.04705546 -0.99194541 -1.61910932 0.95740694 1.46289816 -2.93848437 0.87622568 -0.3569558 -1.40693775 -2.36718696 3.02596743 -0.95371443 -0.62006318 0.90385678 -0.29970081 4.4355924 -0.16338516 0.44700473 0.45307723 0.77012006] Distance 6.89157084054542 Each least square approximations [ 6.22699885e+00 1.76279648e+00 -1.88969918e-01 -1.91220852e+00 -3.77519618e+00 2.45761819e+00 -1.08734663e+00 -2.07895185e+00 -2.18115561e+00 -5.11064854e-01 -5.94982729e-01 -1.35778298e+00 7.37041107e-02 -2.07559339e-01 2.36558802e-01 6.15452185e-01 -1.25558535e-03 1.79413722e+00 3.58453216e-01 1.80072633e-01] Distance 11.037116805395673 Each least square approximations [ 7.96886159e+00 -7.01194252e-01 2.14546762e+00 -2.86681377e+00 2.34502971e+00 -2.34347779e+00 -1.19763781e+00 -2.02874554e+00 2.46744788e+00 2.63818755e+00 4.50459546e-03 2.32094815e+00 -3.41110100e-01 3.13158871e-01 3.53613104e-01 4.17226138e-01 1.61599744e+00 -7.27909764e-01 3.10261707e+00 -1.44851533e+00] Distance 8.780496648576708 Each least square approximations [-6.42617317 -1.47534663 -3.28268941 0.7028574 -2.23825852 0.13030779 1.99674955 0.62138981 0.45664001 -1.24798633 0.51335413 -0.59237876 -0.80004431 -1.93753254 -0.62672625 -0.60526081 -3.30015162 0.13079241 -0.02559354 -1.42225996] Distance 10.938978632449984 Each least square approximations [-6.85152335e+00 6.51400928e-02 2.31857868e+00 -1.87655955e+00 -1.68295365e+00 -4.11588089e+00 1.47658845e-03 3.02333472e-02 -6.85300775e-01 -2.29610102e+00 -4.72463716e+00 -1.12376281e+00 1.25863142e+00 1.83336698e+00 9.15452733e-02 1.94280304e+00 9.02416121e-01 1.34707353e+00 4.15839515e-02 1.30424589e+00] Distance 9.287811781566635 Each least square approximations [-8.69710596 0.89869686 0.46860915 0.14382632 -1.31884696 2.29955256 -0.52189936 1.82565825 2.04349234 1.61995154 2.56151575 -0.68785946 3.39071408 1.23696493 -0.03908168 -0.77944544 0.06617314 1.58475782 0.1869165 0.12971396] Distance 9.322565529334046 Each least square approximations [10.20828988 6.94554294 -0.16011436 -3.41324095 -0.09063662 -1.59646472 -1.36171274 0.20845096 0.29109677 -0.34099589 2.27549963 2.05512767 -0.51880212 0.44087419 -0.32985463 0.75756327 0.54792404 -0.39060232 -0.39466176 -0.38411961] Distance 4.91770344283178 Each least square approximations [ 6.33447357 0.65136043 0.7835293 -4.00853598 1.96587943 0.25938288 -3.17566899 -2.57305854 2.43088207 -1.00646239 0.26709752 0.25692941 1.98952653 -1.26564472 -0.26265083 0.17370834 0.24746921 0.68034307 1.16481585 1.00367088] Distance 10.525790129341487 Each least square approximations [ 5.75906113 -1.16766981 -1.54043866 -5.41637317 0.4482769 0.29911603 -1.61907303 -1.81997736 1.31723862 -1.12333903 -0.25568106 2.50198672 -0.69477492 2.47497841 1.49189279 -0.1314648 0.36269995 -0.60909025 -2.80353662 1.90012899] Distance 10.082558005007908 Each least square approximations [-6.32888629 -0.57773446 1.18160703 3.36163691 -1.35554915 -0.2723772 0.70695111 3.45245105 -0.41375085 2.15754106 0.62977341 0.07071249 -0.99452445 0.13605494 -0.40828762 2.29761817 1.13121721 0.38111223 -0.18412495 -0.24934299] Distance 11.119822418652877 Each least square approximations [-6.05563234 4.45846437 -2.74462871 0.45992699 0.25153662 -3.49385262 2.42033118 0.29448081 -2.97587412 0.37400696 -0.13839307 -0.16762006 -1.42001117 1.3685384 -0.47218488 1.80033943 -2.14587194 3.35316399 -2.36727611 -0.74776471] Distance 9.549954389151564 Each least square approximations [ 7.86683695 1.32032303 -2.57017161 0.08469311 -0.06014988 4.08241656 -1.19648543 -0.63026375 2.47626084 0.40893885 2.04176123 0.94936213 1.79820878 1.33980498 -0.63712641 0.11976855 1.01907992 0.72946167 1.26383642 0.6933497 ] Distance 10.144417346146948 Each least square approximations [ 7.4694256 -2.08665083 -0.44387082 -2.34682059 2.92916681 3.28994328 -1.31468402 -3.48399662 0.86636452 1.46079512 0.32249655 0.26897825 0.59114557 -0.73460616 0.0498582 1.48313536 -0.51591496 -1.90251048 1.2591353 1.34434903] Distance 9.97827066832802 Each least square approximations [-7.99470532 -3.15619504 -1.95555055 0.08517741 1.02557109 1.10501808 1.38978926 0.55648564 -0.49666624 -1.17659321 1.98937747 4.2331087 0.1571317 0.58208177 1.32899306 -2.17831452 -1.04856004 2.0466247 0.44105723 0.34474109] Distance 9.690782430743491 Each least square approximations [-11.99659826 1.45288953 -3.69743696 1.33661866 0.98248991 -2.96102256 -0.88498539 1.6830699 -0.87825093 -1.30314319 -1.05488802 -0.39127091 -1.54774307 -1.21956284 0.46579951 -0.08600577 -0.59185208 0.49532376 0.1670417 -1.30758678] Distance 5.206361096622575 Each least square approximations [-8.24358316 -2.00625129 2.59127968 0.72830474 -3.24078553 3.7330342 0.94832896 -0.7157191 -2.56340713 1.65045245 0.86762252 0.26289632 -1.68171767 -0.51421804 2.45819635 1.07476315 -0.67135453 -0.87157746 0.12834659 -0.60675928] Distance 9.221647157750708 Each least square approximations [ 7.28596037 0.6466158 3.53065202 -1.03378068 3.67148815 0.83177626 -3.96859072 1.92495091 -1.58711454 2.54471919 0.44502462 -1.57911816 1.48583139 1.25300401 -0.83636089 -0.20640404 -0.04626654 -1.82677301 0.66136615 -1.140796 ] Distance 9.495756765255363 Each least square approximations [ 9.71614117 4.28983443 -1.44006912 -2.85398226 0.3467024 -0.20997687 -0.34598263 -0.64348621 -0.12486735 0.20291032 -1.40469606 0.08517339 0.16268906 0.97610261 -0.09131563 0.37528304 0.83882347 -0.24805873 0.45140057 -1.07176167] Distance 9.116548563063136 Each least square approximations [ 9.31721247 -0.70597042 0.81112001 -3.04346367 -0.0398718 -0.05685457 0.85126707 -3.91813726 0.76324799 3.83705136 -1.2468985 1.24677646 -0.2355875 0.95046698 -0.9524341 2.3661021 -0.3459314 1.84439105 -0.77985832 0.43787767] Distance 8.282908826779053 Each least square approximations [-1.16843333e+01 2.14376178e-02 -1.03032647e+00 5.47011263e-01 8.57460320e-01 1.38810944e+00 -3.52730818e-01 1.40224360e+00 -1.94717847e-01 -6.36225227e-01 1.93371510e-03 -2.91727538e+00 7.99720591e-01 -1.26204303e+00 4.31324451e-02 3.95093740e-01 -1.24015676e-01 2.36010641e-01 9.04196324e-01 -4.95158298e-03] Distance 7.566240534357013 Each least square approximations [-8.24944022 5.07837352 -4.26947853 3.78516699 2.17301331 1.4531728 1.25298286 -0.57222311 0.23491363 2.63505677 1.49411275 1.41011665 1.39931747 -0.8985019 2.0172308 1.73326374 -0.24966957 -0.79703036 -1.10716606 0.59575337] Distance 7.170537235169277 Each least square approximations [ 8.24072554 0.79334974 0.34968909 -0.90658075 -0.6564747 3.35125081 -2.44821748 -1.7172173 -2.33570529 1.26481017 -1.18590513 -1.25033084 -1.00856946 0.54214533 0.10130399 -1.84979339 1.33655809 -0.39509619 1.37675802 -1.3622771 ] Distance 9.96664553992205 Each least square approximations [ 9.02193571 0.17506568 -2.25895974 -0.62391797 4.41403791 0.34524237 -2.93418448 -1.50726608 -0.29643512 2.13928166 0.83283379 2.15959681 -2.72333264 -0.49098216 1.32870643 -1.19816993 0.76154301 0.49401859 -2.6949838 0.91121352] Distance 7.917278032949455 Each least square approximations [-10.37489109 -0.86323365 -5.54554478 -2.65142608 -2.42936178 -0.67264187 0.54974736 0.16387829 0.13910318 -0.37216491 -1.19416842 0.19786431 2.45145558 0.51467241 0.12146313 1.44259866 -0.99593199 -1.31773836 -0.28761436 -2.19136445] Distance 6.279086721496862 Each least square approximations [-8.85358323 0.61217772 0.1668464 -4.59189904 -1.73526269 0.6920052 -1.94097565 0.96480057 0.51327012 -0.13094385 1.12566182 0.91878863 1.12908256 -0.90227584 -1.49359795 2.04774594 -1.47831055 0.47712548 0.69307023 0.27289082] Distance 9.378078957934553 Each least square approximations [-10.97391894 1.62614939 3.90169595 -0.96073474 -0.33244075 -2.0673453 1.10920851 0.20981406 3.22803844 -1.38623908 0.53034396 -0.66259709 0.41684301 1.45018541 0.57689523 -1.59645821 -0.99610575 -0.01105249 -1.03738648 0.67163145] Distance 6.6533497829799115 Each least square approximations [ 9.7151706 -1.78909932 0.70636075 -0.66701727 0.73629694 4.12587475 -1.38898333 1.23263322 -1.654535 0.86538592 3.38185232 -0.04827135 -1.47490461 0.82623229 0.73717026 0.54404779 0.58733281 -1.13183713 -0.50538052 2.65993274] Distance 7.922172935300567 Each least square approximations [ 8.82095964 2.21056198 -0.87023893 -3.21372464 1.92375739 1.34507221 -0.57978164 -3.2864107 0.1170413 -1.23474069 1.69199869 -0.21404144 -1.33953092 0.74074641 -0.79960758 1.68966205 -0.14790837 -0.46947527 0.08522726 2.14069381] Distance 9.18362856714016 Each least square approximations [ 9.03091888 -1.05565638 -5.86026787 -3.62223798 -0.85867766 1.60702242 -2.26170873 0.91775841 -0.34314732 1.33008025 2.44478856 -0.08605146 -0.65971552 -0.68437687 1.59322328 2.08834424 -1.75777385 -1.26160208 0.22911494 -0.36370425] Distance 7.0661273063519925 Each least square approximations [-8.80142177 -0.01573856 1.15851743 3.82792308 -0.83791482 -2.20902999 0.91172185 0.69241608 0.70685026 3.99769321 -1.80650385 0.24945703 -1.17641379 0.57426821 -4.24385589 -0.42809433 1.70893054 -0.57894875 -1.40312458 0.5988461 ] Distance 8.014564130753506 Each least square approximations [-9.26547386 6.55859373 1.02597649 2.52170922 1.78107491 3.42731364 -0.99267611 4.37248797 0.27017978 -0.10100308 2.15010982 -0.97194431 0.13991082 -1.77120301 -1.09210992 1.31161373 -0.09813606 1.10624714 0.40838561 1.98348428] Distance 4.797699565242952 Each least square approximations [ 5.92400982 -2.13754213 3.30819576 0.14615764 -3.0658846 0.79979633 -3.10151025 -2.17174073 0.26130339 1.57265588 -2.68272256 0.47606268 -1.09721098 0.0356802 0.38727074 -1.40418324 1.87959098 -1.6974072 0.93111621 -0.12361022] Distance 10.760089838680432 Each least square approximations [ 6.97479326 -0.88032625 -0.44737148 -1.97931326 1.44718883 -3.8854804 1.39583374 -1.41274952 -0.99237784 5.20138389 2.44730791 0.30771392 -1.33095784 -2.90513699 0.51216759 -1.7521871 2.27690014 0.56514744 -1.58455126 0.31136163] Distance 8.995391611532726 Each least square approximations [-8.53124007 -1.79236116 -0.15880656 0.60595844 -5.57239241 0.67737975 -0.16826506 -0.05453819 -3.69356474 -2.35140082 -2.69708472 0.33232116 1.51062076 -1.47865221 1.94062892 1.14118613 -1.95758322 1.08572834 -1.23551882 -1.98658073] Distance 7.5409486027259796 Each least square approximations [-5.92616423 -0.70177845 3.05766704 -5.84437997 -0.84704814 -1.00845946 1.8773309 2.5363709 1.21560543 -1.07982829 1.92574989 1.03614257 -2.05872809 -1.62887146 -0.88223168 0.60972628 0.30825802 1.79207837 0.66585607 -0.51369063] Distance 10.053861618354812 Each least square approximations [-9.48887507 3.68712611 1.87113598 -0.57774988 1.34729551 0.45179278 4.15138694 0.54586388 0.6172756 -3.07757799 -0.22443713 1.70001365 3.1198154 -1.36011879 1.64823492 2.03268905 -0.91538789 0.96212781 -1.38196693 -0.1825139 ] Distance 7.029952518868913 Each least square approximations [10.71609204 -0.83308502 -3.32401832 3.24057451 -1.49728367 0.80701157 2.34876705 3.70298047 -2.05226107 1.02755482 0.63526803 1.97522827 0.64737403 -0.56346169 1.53383306 0.25033337 -1.4030403 0.34433768 -0.66441146 0.91996761] Distance 6.0059158995336235 Each least square approximations [ 3.19783288 1.85485922 -0.04701409 -4.18239301 1.44759778 0.71829828 -1.81135999 -3.66962468 0.9242315 -1.57930369 3.72251358 -2.08437481 -0.43471191 0.06612809 -1.400508 1.85815856 1.66242868 -1.30049891 0.12734938 -0.14619466] Distance 11.366678241950176 Each least square approximations [ 7.22122320e+00 3.13190714e+00 -3.98594190e+00 -2.45997351e+00 4.93454571e+00 -5.57638894e-03 -5.13431349e+00 1.77596445e-01 7.15695647e-01 5.70180980e-01 1.47435485e+00 2.35724087e+00 2.47731026e-01 1.63644892e+00 8.30058227e-01 1.34339095e-02 -3.22986674e+00 -2.96679884e-01 -6.05041310e-01 2.97539547e-01] Distance 7.332400667958545 Each least square approximations [-4.90041087 -0.00992612 -1.0064256 4.2850439 -0.43980184 -2.84705224 0.11656522 0.52554588 2.05759758 3.92942891 -0.70423228 -0.98648306 -1.72275822 -1.22275949 -2.42994234 0.99145097 -0.90772445 -1.60894401 -1.26923449 1.35568216] Distance 10.956214283318749 Each least square approximations [-7.24644162 5.45263776 -1.92826275 1.80514798 2.83334716 4.25323944 0.75388826 3.31496406 -0.82259299 -1.25339036 1.12177476 -0.51148747 -1.01391473 -0.11759199 0.06642281 -0.78808936 -2.2163301 1.47686278 0.43138291 2.50359092] Distance 8.043579352000073 Each least square approximations [ 6.68581441 -1.39358834 3.18734656 -0.78671428 -1.92628321 0.74835157 -3.24679607 -1.95489312 -0.13978375 2.77124563 -1.20763328 0.11236011 -1.13189747 1.04375755 -0.54154598 -3.28619385 2.39815805 -0.77558345 0.49868437 -0.78348767] Distance 10.23097754909732 Each least square approximations [ 7.44253175e+00 -1.89439206e+00 -2.64747284e+00 -1.21422588e+00 2.12366670e+00 -2.18440130e-01 9.15600208e-01 1.08585718e+00 -3.93413033e-01 3.96629905e+00 1.60347534e+00 -1.00043061e+00 -4.34199844e-03 -1.45600993e+00 2.52289143e+00 -2.49748435e+00 3.73927017e+00 -3.94926146e-01 -1.07906672e+00 -3.62568888e-01] Distance 9.323220912400853 Each least square approximations [-6.83939543 -0.78161983 -3.77074051 -1.34205899 -3.22256619 1.66806494 -2.99121578 0.11165901 -1.85986876 -0.75491458 -1.16255722 -0.68325575 3.03944584 -4.40572188 3.17665037 1.56769709 -3.21407597 0.5706373 -1.85318508 0.06250872] Distance 7.99385102221791 Each least square approximations [-6.52395625 0.827661 4.23704886 -5.4875102 0.87430107 -0.38554755 0.76625151 1.51961984 3.02882922 1.06304281 1.41998456 0.08573664 -2.20638578 -0.85284006 -1.07799232 -1.48957172 1.18612827 1.85405214 0.75532163 -0.65167674] Distance 9.397354614919147 Each least square approximations [-9.30750592 1.42846142 3.4409752 -1.40660459 5.04402535 -1.0327339 0.5556349 -1.56391883 1.64866354 -3.43169144 1.26380085 0.61019134 0.62599444 -0.80736617 0.62580919 3.24808449 -1.70391438 1.12957227 -1.01477478 -0.78625187] Distance 6.674321758196301 Each least square approximations [10.95456392 -2.70817682 -3.25379481 2.30189034 -2.57171681 5.24603449 0.4121898 0.81451266 -0.95645809 -0.10952217 -0.28770255 -1.50339043 2.36098635 -2.14817003 2.0333365 -0.67775129 0.25639919 0.67190976 -0.13005259 -0.29841741] Distance 3.7026333172676575 Each least square approximations [ 3.78746349 3.33089068 1.25611806 -2.99465939 2.38745281 1.45608179 -0.13803631 -3.14869303 0.63007366 -2.13994593 3.1164931 -0.50300433 -0.59879854 0.27942045 -0.39036925 -0.0940779 1.64396503 -0.56553493 -0.44180224 -0.64483666] Distance 11.733006462536753 Each least square approximations [ 7.66345069 1.50747104 -3.15522096 -2.62172054 1.41312499 -0.69710233 -4.13763233 1.81440965 0.33353335 0.37752203 2.49125045 1.22226941 1.12764475 0.570155 0.6563956 0.77578798 -2.4883959 -3.28429531 1.1223008 1.25451117] Distance 8.91377706833849 Each least square approximations [-4.69354009 -1.52588542 1.10362578 4.27719243 -1.49160488 -1.22832014 1.14305785 -0.23088985 0.26444044 2.26303449 -2.40742991 -0.79549855 -2.05087098 1.78176191 -0.69140675 1.60915351 -0.96193384 -2.4997373 -1.89523683 2.598772 ] Distance 11.046473434979704 Each least square approximations [-5.73203921 3.86207298 -1.36649747 2.16029292 -2.98822893 -0.71441013 -2.12504625 3.26683815 -3.29141197 3.12583043 -3.62906462 -1.1640274 0.80960244 0.99794568 -0.23333185 -0.71027053 -0.95705217 2.06305372 -0.05571481 -1.55761041] Distance 9.063760477488865 Each least square approximations [ 7.13549091 -4.09175173 -0.37891977 -0.40633919 -1.23126833 -1.05478308 -3.4391919 -1.96044455 2.19198845 -0.90037291 -2.52817213 0.98434737 0.28454586 0.68132535 0.53804087 -1.06009897 0.31445454 -1.49373295 -0.4373234 0.72640332] Distance 10.088449196676999 Each least square approximations [ 8.22323173 2.93524068 -3.11639793 -0.56688166 -0.65483391 -1.54223114 -0.39128946 1.51950981 0.78643974 1.68425416 4.65413086 -2.2145143 0.94595372 -1.76390611 0.5656187 1.97942817 -0.07212297 -1.38794724 0.29229543 0.69377847] Distance 8.586275040924015 Each least square approximations [-8.19596712 -4.52478891 2.21836554 -1.58315843 -1.09536072 0.48333181 -0.60297368 0.04040277 -0.08523121 -0.28217961 2.62782643 1.07261073 -0.73522078 -2.01538092 0.89541341 4.29101738 -0.59070957 0.86911675 -1.86215701 1.08138164] Distance 8.452921124104813 Each least square approximations [-6.78403293 3.33387246 -1.30876391 -0.64048414 0.69088958 -1.47617517 1.33453005 -0.65826482 0.30061781 3.79581195 2.86838855 4.48471122 -1.48941687 -1.14070324 -2.05824588 -1.83053227 1.52087852 1.31841387 -1.56403422 0.20077398] Distance 9.02284219665606 Each least square approximations [-7.42575383 -2.7996271 1.62290576 1.55462934 -0.89476917 1.06322882 -2.34259756 3.27965244 -4.17346793 -2.51601865 -0.37373474 1.92893685 0.96941597 -2.67620858 0.27306305 2.29358408 -1.13606346 -0.42421752 -0.06687783 -1.84473533] Distance 8.596371595298738 Each least square approximations [ 6.5572386 -4.18064228 2.5868042 -0.61703082 -1.3996443 0.46781722 0.70029802 2.10227337 -1.31170964 -1.39615612 -2.04269704 1.84794185 3.84474196 0.49666849 -0.82448544 0.26478835 -0.7549645 -2.05228768 0.4642839 -1.56114465] Distance 9.844842519300137 Each least square approximations [ 6.44178535 3.33490349 -1.47807216 0.64949653 1.0407013 -0.92045444 -2.91568529 1.66618815 -0.8973922 -2.22944691 3.2082675 -1.99194615 -0.71742221 2.71985183 -0.78459978 -0.51537206 -0.48678079 -0.92453418 0.59895727 -2.75953411] Distance 9.984924917164616 Each least square approximations [11.63936008 2.5105992 2.90755796 4.21541012 1.69083119 -0.97708338 0.88370179 0.17943494 1.1199957 -1.78989277 1.00450121 1.24961685 -1.87403784 -0.91680172 -1.38426055 0.25865486 -0.07053288 -0.52106477 -0.98740738 -0.14166371] Distance 4.33160254134273 Each least square approximations [-7.9775944 -1.75271754 -2.17445913 -2.22607601 -0.47584881 -0.56295462 0.6262935 -3.73006602 2.82125569 1.82279248 -0.87054278 -1.81230057 1.08536272 -0.27926905 1.75455552 -0.92187833 -1.49354734 -0.92587063 -0.77469818 1.58887143] Distance 9.383962843685076 Each least square approximations [-5.16015304 3.79633907 -6.38756755 2.3618241 0.57311609 -3.4621584 3.17336977 1.42422128 -2.57910046 1.52549431 0.10699965 0.27214764 1.02055586 0.0258646 -0.30369363 0.99509417 -2.37940622 2.78557054 -1.80539055 1.32742196] Distance 8.452724830285028 Each least square approximations [11.20563125 1.31036161 -0.97961979 -0.7329047 1.1383317 2.73460495 -2.46027464 -0.26977603 -0.76849386 -0.51870017 -0.04217137 1.52330073 0.05530525 2.3730568 -0.88688448 -0.62461314 -0.89157561 -0.58849494 -0.62428944 -0.38281738] Distance 7.586975682706005 Each least square approximations [ 9.88813015 -3.52395897 -3.63140205 -2.28601543 0.65835215 2.16068237 -1.75636858 -1.23420339 1.6025362 0.16934692 0.71279096 -0.34255409 1.01756807 -0.10032188 1.32770895 1.69115401 -1.62821495 0.01902979 1.0636328 -0.34766739] Distance 7.861410114482892 Each least square approximations [-8.32844896e+00 -4.07957462e+00 -4.97838566e+00 -9.95402404e-01 2.91950597e+00 1.64298474e+00 6.49444664e-01 1.77107061e+00 -8.94665206e-01 1.44135481e-02 1.39421225e+00 1.35229932e-03 -3.42785214e-01 -1.71764029e+00 1.64296970e+00 -1.05062964e+00 -2.23390581e+00 1.08123863e+00 -4.58998919e-01 -9.01431637e-01] Distance 8.339768300163296 Each least square approximations [-11.70164614 4.59962271 3.37997234 1.5336117 -0.6866539 -0.02933025 0.04295895 1.66290929 0.50645181 3.78793954 -0.39930957 -1.04507004 -0.385235 -0.44233041 -1.32398002 1.62994131 0.72670575 0.1151898 0.12170278 1.92571809] Distance 3.5967757282108472 Each least square approximations [-9.08604915 -3.17515238 4.49646563 0.13587285 -1.83421429 3.23507522 -1.46059722 -2.74922179 -0.06137007 -0.36724881 0.64952219 0.10612248 0.3036659 1.92056154 -0.17716758 1.09250046 -2.14437277 -0.74472703 0.24001096 -0.74870209] Distance 8.07264417340567 Each least square approximations [ 8.80492802e+00 -1.60620885e+00 4.70660655e+00 -2.67141123e+00 1.82365926e+00 2.35248167e+00 -3.70287564e+00 5.71963326e-01 -3.33248008e-02 2.33679457e+00 3.80656681e-01 -2.08750110e-01 -8.06412530e-03 -8.89511967e-01 9.49970453e-01 -1.89177746e+00 -4.47289930e-01 -2.19635448e+00 1.00124128e+00 -3.02354982e-01] Distance 7.973585984399612 Each least square approximations [ 9.66883386 3.28865558 2.28919628 -1.73432293 4.67451774 0.99316869 -0.94136984 1.07434978 -0.75203729 -2.59368782 0.87034466 0.42639511 -0.2367239 -1.05905632 -1.78875278 -2.62859154 -2.02705571 -0.58254663 1.47586122 -0.34043872] Distance 7.015932852334904 Each least square approximations [ 9.89232629 -3.01751231 1.62102086 -4.64110248 -1.32923663 -1.48298235 -1.72855735 -1.65941084 -0.30357187 0.74311728 3.34142684 0.53386137 0.02664582 -0.20919147 -1.72468272 -0.09920267 1.22647418 1.0169933 -1.50425487 1.47016975] Distance 7.070190541843129 Each least square approximations [-10.61908201 -2.23365443 2.80186386 1.41065937 -4.64758324 0.81880964 -0.18047973 -0.0602619 1.40464643 1.62509561 0.17564275 -0.97620309 -0.35214084 2.27484929 -0.13317666 0.63701448 -1.96560887 -0.4911679 -1.57020937 -0.56877934] Distance 6.693053791260777 Each least square approximations [-5.32190139 3.657674 -6.6590411 2.469985 -1.47530173 -1.67717198 1.78598813 1.68600082 -3.34801575 0.95668249 -1.45982741 0.54738552 0.0686565 1.20973439 -0.45730826 1.03540227 -0.94160389 1.38627864 -0.62984448 -1.77580108] Distance 9.19370900663813 Each least square approximations [10.30676825 -1.41289926 0.10926654 -1.5240473 0.02910938 2.32181509 -2.04284709 -3.07382617 -0.06359721 -1.49205262 0.63342858 -0.05031289 1.9907593 1.59532553 -0.52952064 1.09688885 -0.90382703 0.3185781 -0.63535924 2.99528831] Distance 7.801327032642831 Each least square approximations [ 9.75156404 -0.803906 -5.08304763 -1.91826176 1.96453641 0.93372179 -1.51374376 0.64311468 1.0775595 -0.54536033 2.13580633 0.1015033 1.00526536 0.43716805 -0.4510041 1.73438678 -1.13213597 -1.20739866 0.17276051 0.23828051] Distance 8.086503100350184 Each least square approximations [-9.71917003 -3.59621081 -3.45904801 -0.17967414 2.25432073 -0.24260455 -0.3297259 -0.1229319 0.46287249 0.32436574 3.69801692 1.61690043 -1.88661331 0.29941782 1.19905643 1.71589486 -1.49502311 1.04416312 -0.4327567 -0.67096305] Distance 7.621947672555097 Each least square approximations [-10.30410695 4.44803045 -1.19384701 -1.70841521 -0.38688286 -0.27764718 -1.21125427 -0.7534043 0.2768724 2.31580583 0.02030591 2.08991214 1.05224349 -0.14187946 -0.27701359 -0.98413423 0.99690082 0.1266924 -1.34702151 0.4943245 ] Distance 7.98372756278958 Each least square approximations [-9.2186804 -3.03772043 4.20445519 -0.93608386 -2.42547765 0.93994047 -2.90361861 -0.12203915 -2.25572905 -0.1970695 0.64532399 0.35053146 0.44365647 -1.2108055 0.40601657 0.77033175 0.39751747 0.22324302 -1.12647578 -0.87133977] Distance 8.547078114074921 Each least square approximations [ 8.38088982 -2.99710289 5.25347416 -3.21942503 1.61081478 2.79150219 -1.32672595 0.97172075 1.73933977 0.89535126 -0.99699382 -0.14658687 -0.08537178 0.41694675 -0.33814425 0.25240527 -0.02710454 -2.44487839 0.33692598 -0.33359208] Distance 8.346984625451924 Each least square approximations [ 9.94486387 4.3997201 1.96059117 -1.75153935 2.05328448 -1.47205918 -2.55413409 0.73317841 -0.13508697 -1.69634288 1.43248806 -0.03573624 -2.40080875 1.27945336 0.07982089 -0.23832393 -1.76784928 0.11742576 0.13142609 -1.70214917] Distance 7.367050317513226 Each least square approximations [12.38054192 -4.35955168 1.47699201 -1.18102596 -0.13490795 -1.54197351 2.4283565 -0.85087324 0.4087533 0.19479752 -0.56619535 -0.78571808 1.01921321 -0.05166623 -0.22101927 -0.11375781 -0.22989539 0.17272632 0.26824605 -1.43839091] Distance 4.6912240273746635 Each least square approximations [-11.00589284 -2.79779416 1.7195207 0.9111594 -0.88542591 0.81919052 -0.64521982 -1.69069584 1.8295003 0.8414093 -1.62791687 -0.10796825 0.0868773 0.74571883 1.89802712 -2.8539833 -0.15390327 1.52285651 -1.8920925 1.63816775] Distance 6.800393335162431 Each least square approximations [-5.59340794 3.77834014 -7.36704977 4.37955919 1.66838885 -3.30170471 2.48413319 3.38808014 -1.74311423 0.90022271 0.10292568 -0.20048987 0.93300293 -0.72979365 0.37825956 0.01933875 -1.65650897 1.14427585 1.35035657 0.73436425] Distance 8.717580622179604 Each least square approximations [ 1.51608617e+01 2.47091660e+00 3.87240418e-01 3.07998085e-01 7.38944343e-02 -3.29856166e-01 -1.03082689e-02 1.20265073e-01 5.48879996e-01 9.21913620e-02 -2.50847967e-01 2.98703413e-01 2.65528535e-01 -5.21777781e-01 2.20274526e-01 -8.05915566e-02 -5.18386843e-02 -3.89873898e-01 1.79685417e-01 -1.79151374e-01] Distance 0.8943026266937176 Each least square approximations [10.94203629 -3.936822 -4.91645352 -2.83135221 0.97401087 -0.99091832 -1.54985505 -0.39639103 0.59021967 0.32493252 0.27960884 1.71760845 1.44025306 -0.18502564 1.93734564 -0.27004523 -0.51896674 0.17120379 -0.24471163 0.2590376 ] Distance 7.514122789820121 Each least square approximations [-9.31234673 -4.52893058 -5.89047292 0.43923355 2.26967416 2.12141571 1.35966305 0.10820433 -0.10060697 -0.58038715 1.00175778 0.6376148 -0.61183552 -2.17629169 -0.40461184 0.1020598 -2.59326525 0.86237534 1.04864291 -1.32934934] Distance 8.197452331444573 Each least square approximations [-11.13712014 5.55185354 2.93298936 -1.81862956 -4.71332973 -1.48256918 -0.61052171 -1.22032954 2.86319754 0.82433446 0.05771556 -0.57498847 0.61750335 -1.97042778 0.60149536 0.28448011 -1.08676797 1.11823582 -2.30780051 0.67801132] Distance 4.799000451172326 Each least square approximations [-9.81212647 -1.95570402 6.89137218 -0.87998092 -2.41405465 1.54169986 -2.39958707 -1.32200172 -0.45945456 -0.8771449 -1.57552523 -0.83044059 0.86261725 1.28414111 0.57156906 0.51512503 -0.50204984 0.40522187 0.12227783 -0.32560821] Distance 8.152077393117876 Each least square approximations [10.4241026 -3.37145917 3.94584812 -4.20089353 2.51009285 0.80176796 -1.68602511 0.81681098 1.30009194 3.24815903 -1.9452348 0.99043263 0.29620561 -1.09425753 1.63467116 1.77559586 -0.22212771 -1.14509953 -0.47908705 0.95275088] Distance 6.920741440289269 Each least square approximations [ 1.05552917e+01 3.62612986e+00 3.60947191e+00 -2.69210008e+00 4.28060480e+00 5.73572186e-01 7.12908749e-01 -4.71861619e-01 -7.00270684e-01 -2.48013045e+00 1.17328451e+00 -1.54084639e+00 -8.77345428e-01 -1.01857874e+00 -2.02852437e+00 -2.18820879e+00 -6.94424758e-03 -1.11364956e+00 -4.76546902e-01 -1.02320903e+00] Distance 7.097199976634885 Each least square approximations [ 1.05848284e+01 -5.15384470e+00 2.44082571e+00 -4.64710923e+00 4.47768859e-01 -5.40075480e-01 -2.39395042e+00 2.91423437e-01 8.32746447e-01 1.40121766e+00 3.40656714e+00 -1.03326071e-02 -6.13717377e-02 9.78272460e-01 2.72252771e-01 6.35722448e-01 -7.46241548e-01 7.12320357e-02 -1.25678862e+00 1.27319553e+00] Distance 6.803238595446886 Each least square approximations [-1.11031674e+01 -4.20156959e+00 2.98034299e+00 2.40173177e+00 -2.41743395e+00 3.04271915e-01 -2.68234674e+00 7.72217974e-01 3.57988503e-01 2.45420011e+00 7.57683813e-01 -1.05924401e+00 -9.60815881e-01 2.07870167e+00 2.09046137e-01 -5.37868530e-02 -2.02199045e+00 1.02269840e-02 -2.36854586e+00 9.56232906e-01] Distance 6.719089449906504 Each least square approximations [-6.92413755 2.89037617 -5.58979229 2.26412272 -1.19931444 -2.46452711 2.02432788 -1.92096349 -2.85509819 1.3197356 0.39967513 -0.14351973 0.90319894 2.51051604 1.79888112 1.58671303 -2.81544842 1.25016172 -2.32648064 -1.07163922] Distance 8.246774385840135 Each least square approximations [ 8.63096232 1.63520434 -2.51859651 -0.14637553 -1.08025336 5.84438077 -0.79149023 -0.91920138 0.18816293 -1.28445182 0.42617212 -0.34139141 1.50408538 0.59969362 0.21348963 -0.99093874 0.86542825 1.49415215 1.26839527 -1.31192741] Distance 9.094188649267366 Each least square approximations [ 9.05894874 0.24259088 -0.82168336 -1.33643601 4.29540918 2.26249118 -3.45101671 -2.19718233 0.06288655 0.52155529 0.32883283 0.12481143 -0.81972757 -0.10874779 0.93314868 -1.00229599 -1.86114593 -2.424909 0.33779843 1.08664862] Distance 8.745677294217714 Each least square approximations [-8.89021386 -2.42967804 -4.19410267 -1.83797371 0.9144583 -0.83345758 2.34516295 1.29921336 2.61446817 1.47613791 1.33269963 3.60321001 0.52790861 -0.34224271 -0.80861356 -1.0652594 0.08775592 1.12773618 -0.23859517 0.20390083] Distance 8.544777617360015 Each least square approximations [-11.59412749 1.8148898 -4.92212407 -0.78580232 0.92524196 -2.33594958 -1.22865589 -2.20370439 0.60897358 0.68982675 -1.35380051 -0.54204967 1.12828554 -0.41379945 0.49032221 0.66780488 -0.34325235 0.07270911 0.53939098 -0.11808933] Distance 5.848318761317071 Each least square approximations [-10.11519718 -3.01438999 2.21239733 0.05177614 -2.54131266 1.90667411 -2.13446954 0.8513313 -0.40945032 2.68562007 0.61309266 1.28902642 -1.23335932 1.94375482 0.96378093 0.27582912 -0.92971864 -1.12029392 1.84546246 -0.5081543 ] Distance 7.8609729906216605 Each least square approximations [ 7.84135998 -0.70777048 3.49706091 -2.81533754 4.07467198 1.55377265 -3.71738382 0.94575448 0.49198552 1.05615441 1.97122516 -0.71944494 1.18222042 2.55143788 -0.35997309 0.02832545 2.03999214 -1.62598566 2.07284405 -0.77962769] Distance 8.578649886266687 Each least square approximations [ 1.26880973e+01 2.89396986e+00 -3.29247397e+00 -3.30112497e+00 -9.39748222e-01 1.50486434e-02 8.70511630e-01 -7.37497771e-01 -5.06691188e-01 -1.13270529e-01 -1.16217461e+00 1.62858290e+00 2.11459611e+00 1.06607416e+00 6.52418484e-02 1.15569282e-01 -1.10588786e-02 1.93297039e-01 7.08815512e-02 -4.74831221e-01] Distance 3.394697260865532 Each least square approximations [10.21962849 -1.47405697 -0.15412984 -2.14341064 -3.10898618 0.09189144 0.59678712 -2.37892156 0.68868817 2.10471404 -0.35791786 0.98726859 -0.25613623 -0.66001086 0.18843162 3.40496529 -0.55930952 0.41847161 -1.12282909 1.16294313] Distance 8.174104342834525 Each least square approximations [-1.26683733e+01 1.13836684e+00 5.85270754e-01 8.22740306e-01 1.59415361e+00 -3.65671632e-02 1.09130999e+00 -1.10722311e-02 -2.03540344e+00 -5.89057284e-02 -9.41672797e-01 -2.84482635e+00 2.84401595e-01 9.48401330e-01 -5.37655625e-01 1.35723035e+00 2.83811432e-01 6.15288816e-01 1.05107242e+00 -1.08833639e+00] Distance 5.427070537910895 Each least square approximations [-11.10448311 -0.86817705 -4.90902201 -3.89299179 0.64170242 -0.76336848 0.8668711 2.36029417 -1.07494951 -1.42867832 1.23290963 -0.14485396 -0.12313527 0.5036541 0.08088891 0.45800535 0.01454665 0.49639936 -0.61680773 -2.27246135] Distance 4.4092165903654985 Each least square approximations [ 5.74717927 3.44366624 1.30987346 -2.11715224 -1.34766505 3.17076919 -1.67667711 -1.03458624 -4.166144 -1.45353127 -1.72942206 -1.23139358 0.4732523 -0.32050186 0.13796846 0.95620405 1.15444468 -0.33213477 -0.37423565 0.61662977] Distance 10.346524488357987 Each least square approximations [ 6.91293498 0.68663321 -2.3914399 -4.33922723 4.01579856 -2.48228075 0.50101148 0.06100203 1.55212446 1.38889116 1.54096761 -0.45786746 0.08773972 2.12711163 1.37011265 -1.34981902 2.80228557 -0.39327715 1.8414285 1.25087308] Distance 8.810296865319183 Each least square approximations [-8.88041683 1.88830915 -3.15336202 2.12011568 0.62515277 -2.26630923 0.34326549 1.46468534 0.1577991 -2.05581018 0.01779508 -0.05592915 0.71208521 -2.45249601 0.50712224 0.02745677 -0.43140378 -0.24863632 0.78907967 -0.69805458] Distance 9.167377558031658 Each least square approximations [-6.64582419 -1.43081558 1.16815876 -2.9605794 -1.87986632 -2.5418041 -1.78747248 0.18436005 0.50465237 0.96543402 -3.55083593 -1.63876601 0.75281048 -0.0193814 0.89878866 1.35342744 -0.19402438 -0.70394459 -0.16114145 -0.65195771] Distance 10.528539340045217 Each least square approximations [-9.23137032 -0.05666376 -0.9702134 -3.32164399 -0.66491461 3.45885695 -1.02596897 0.53392395 2.04774009 0.01705065 1.16645585 1.29327034 1.53139827 -1.81187687 0.64742221 -2.91265711 -0.74039279 1.50087026 -0.15143352 0.9553971 ] Distance 8.04088046116289 Each least square approximations [ 8.79117098 4.87054978 0.9822801 -1.58237905 2.73711155 4.15895995 1.31779767 0.01742239 -0.72561963 0.22866162 0.70010995 3.3186379 -0.3200077 1.28409492 -1.84435311 -0.50904789 0.36504299 1.43444029 0.88779173 0.04913052] Distance 7.043584502329872 Each least square approximations [ 7.11075763 0.82447631 1.90261479 -3.59829377 1.09239754 1.28797271 -3.35244688 -0.54174094 0.71836752 -1.17857406 1.16824568 1.14132609 0.67813746 -2.04504145 -0.51278676 2.85851269 1.63597939 -1.88812999 0.65174388 0.75846375] Distance 9.695581134337779 Each least square approximations [ 7.31100954 1.91964869 -1.89930989 -6.39445613 0.74526711 -3.27604465 -0.45440959 -1.69588575 1.68460336 -0.51425201 -0.93982593 0.07070957 0.38579295 0.27385085 0.98727 -0.2941856 -0.44217951 -2.83945453 -0.48741082 -0.29637954] Distance 8.439633059426809 Each least square approximations [-6.96692389 0.08957258 3.5028278 1.93560005 -1.09917744 1.10863626 0.47505248 0.72217176 2.05694136 2.04053431 -1.38490511 -0.52696619 -1.69839849 -0.66479239 1.06892157 -0.29268662 2.10622979 -1.95481819 0.20929036 -0.8422894 ] Distance 10.449231892714387 Each least square approximations [-5.73349935 5.55852821 -5.70681672 2.53262815 0.98681584 -3.1687174 3.33492694 -0.75923029 -2.06262496 -0.78314698 -0.80938798 0.8928913 -1.46312796 1.28412 0.01052621 2.08320974 -1.3142234 1.79522795 -1.62985506 -0.34127741] Distance 8.509748459634626 Each least square approximations [ 8.43321391 2.32321195 -0.90977738 -1.08345508 -0.72787249 5.74433625 -3.17279136 -2.7675091 2.24806707 -0.02165684 1.54388471 0.61013037 0.07581329 0.76827636 -0.20568087 0.22195515 -0.65097318 0.93208259 0.44222671 0.40330185] Distance 8.951762798320736 Each least square approximations [ 8.880395 -2.5292138 -1.6580649 -2.7604728 4.77229863 4.01613112 -1.55513392 -2.83337076 -0.16399258 0.10149012 -0.31319509 0.85121313 -0.46085156 -1.68808877 1.11948571 0.70173834 -0.86593152 -2.09515914 -0.11503578 0.44773428] Distance 8.003392659460191 Each least square approximations [-8.54227466 -2.40807981 -5.07827387 -2.16892297 2.72468664 0.94356079 1.29196023 0.55268816 0.86364872 -1.77197505 1.64544313 3.65085572 0.26988397 -1.75349436 2.50544606 -2.01459175 -0.74014119 0.59552794 0.34615168 -0.77991124] Distance 8.091116072369042 Each least square approximations [-1.31884611e+01 -7.71395479e-01 -3.35449971e+00 -1.87519268e+00 5.67202398e-01 2.13621427e+00 -4.18616255e-01 3.62196311e-01 5.82097161e-01 9.01233392e-03 -9.31823220e-01 -2.91420373e-01 -9.57016080e-01 4.24175897e-01 5.15558100e-01 4.59018821e-01 1.79545888e-02 -1.46770973e-01 -5.55385343e-02 8.06569625e-01] Distance 4.692793591024862 Each least square approximations [-9.2310848 -3.40375634 5.02718259 -0.77733963 -0.49988593 3.59022526 -0.58325013 -1.35983561 0.29393537 1.97373051 0.27762919 -0.12776556 -0.14609866 0.18542516 1.40639972 0.92219232 -0.63990528 -0.63451199 -0.42358887 -0.56068543] Distance 8.589745355645853 Each least square approximations [ 8.53706253 -1.50904072 4.85796319 -1.38527145 4.12890032 2.14580547 -2.53406098 1.89210944 -0.10156262 2.27140409 1.56487812 -2.71382188 0.86797912 0.41357276 -0.41932774 0.13377316 1.2688441 -0.760762 0.3822281 -0.73300193] Distance 8.291476356122809 Each least square approximations [10.76563396 3.32079675 0.05133446 -4.46820971 0.93666458 2.66199632 0.0904071 -2.21422749 0.21307055 1.08139075 -0.04432506 0.86213633 -1.59550162 2.01846709 1.39739804 0.45889077 -0.79803761 0.01190837 1.11505975 -0.48972899] Distance 6.886316947099888 Each least square approximations [10.20610512 -1.83051232 -0.31981376 -4.35253295 -2.84980087 -0.74353678 -0.22302362 -0.2908956 -0.86088598 3.35148583 -1.65876596 1.83805549 0.4992522 -0.10199253 -0.42605686 3.06305494 -0.77102674 1.54640609 -0.97173553 0.32544361] Distance 7.260824752560351 Each least square approximations [-11.8934628 2.08623067 1.6229764 3.9154546 0.81155076 1.88120812 1.69436659 0.29600346 -0.29510343 1.28123136 -2.43066839 0.33599025 -0.0712587 0.14260858 -0.49861165 -0.31799736 -1.37737286 0.2237646 0.85550324 1.01374202] Distance 6.106886610761607 Each least square approximations [-8.25303023 1.56270194 -0.88871776 0.07071918 0.29192667 0.12234492 -3.14922843 4.27851568 0.8093964 1.54332636 -3.96029595 -0.40614326 -1.05075532 1.75332598 -2.34131127 2.57789862 -0.56356973 -0.4435169 -0.18597456 -1.38849917] Distance 7.669747483072246 Each least square approximations [ 4.92824087 -1.05575894 0.94632791 -1.49244852 -1.6639637 0.42314994 -2.31472627 -1.40155184 -1.39009035 0.13930776 -2.98888699 0.23592037 0.55623435 0.15768191 0.4964093 0.0158765 0.75377295 -0.46183049 0.12410876 -0.05163277] Distance 12.04365307642805 Each least square approximations [ 6.62700735 4.0777258 -2.41984835 -1.62648689 -0.41413836 -3.45149441 1.92205056 -1.88958865 2.07642364 1.16603714 2.73938227 1.18567165 -1.6178399 -2.12732354 0.6737027 0.49700847 2.67267182 -0.31297873 -0.02997616 1.56485335] Distance 8.697988797266632 Each least square approximations [-10.00215242 0.57095256 4.52301947 1.33040691 -2.70487164 0.74722335 1.71140081 0.27333078 0.83831443 -3.30184145 2.88046192 -0.4201002 0.05103008 -2.77908228 -0.21933681 0.19414184 -0.22462166 1.42309326 -0.90974422 -0.48368026] Distance 5.627055805588593 Each least square approximations [-4.6070637 1.86982159 -2.45425051 -1.94560552 -1.86587963 -1.34542684 -2.0043344 1.37140911 1.12391258 -0.19075862 1.39876261 1.97030062 -1.89682595 -1.45724042 -1.25070796 1.20389852 1.98826157 0.55158574 -0.57092965 -0.67576065] Distance 11.381256395702625 Each least square approximations [-8.0015858 2.67827109 -1.61793777 -0.51956833 -1.44605663 3.1091249 -0.06305346 2.9250285 -1.40536176 -1.85779068 -1.48826968 -0.05214127 3.88346691 -2.52129104 0.97418829 -0.79175243 0.97209054 2.7326597 1.92601788 1.00687915] Distance 7.613705054041489 Each least square approximations [ 6.64998392 1.08850331 -0.14162757 -1.13238416 0.92655984 -0.07728286 2.76177941 1.32078861 -2.81984961 0.80292485 -1.57119632 2.27932545 -0.13132384 -0.78874723 -1.55556483 -0.54938068 -0.72429483 -1.03498001 -0.08261909 1.13440589] Distance 10.803222357271249 Each least square approximations [ 5.37488388 2.91150971 0.12776492 0.9186576 -0.15439783 -0.63997082 -1.27010004 -1.13816431 0.6530905 -1.07961332 3.76327056 -1.16749987 1.58636712 0.1267466 -0.52694247 2.89609878 1.44397568 -1.18644227 0.39323551 -0.11887072] Distance 11.073443939975846 Each least square approximations [ 7.7590014 2.86013817 -0.45753179 -1.49361937 4.23040888 -0.47212909 -0.02405859 -3.46913868 1.86389524 0.32564559 -0.27522413 -1.60518309 -1.21591713 -0.67945197 0.77123618 -0.54656731 -0.05621849 -1.61152452 -2.46918022 0.32020852] Distance 8.793347097067207 Each least square approximations [-6.22378128 -1.36178417 -1.99134662 -0.28898592 0.59607257 0.66986905 -1.07532042 -0.20824514 3.40577691 2.87225963 -0.42826274 -0.15167938 0.85537485 -2.51297639 -0.44479294 -1.94005664 1.62227881 -2.13083757 -0.44169032 -0.36751904] Distance 10.533621070814046 Each least square approximations [-6.35383498 6.35692109 -2.31104964 5.35292278 -0.69848756 -0.90310403 2.71337797 3.81073389 -2.03542259 0.220317 -0.78693705 0.84605251 -0.02717527 -0.37118789 -1.20066774 0.88530293 -1.25188697 1.44379988 0.27796726 3.18673756] Distance 7.574552274358828 Each least square approximations [ 9.99838162 -0.40067826 1.49434901 0.43124481 -1.31065669 2.2185307 -3.73277258 -1.88780423 2.37400319 -0.07451086 -0.60436805 -0.18097958 -0.32050152 1.16521175 -0.33617731 -2.96545265 0.76101578 1.89084807 0.68924245 0.67698494] Distance 8.302629506387376 Each least square approximations [ 9.76699459e+00 -2.42552958e+00 -8.48618412e-01 -3.01051187e+00 1.89018703e+00 -1.85787841e+00 -2.57621160e-01 -1.62246541e+00 1.20102886e-01 -2.92280162e-01 3.97790697e-01 1.43445680e+00 1.01621365e+00 -3.05738974e+00 4.16894646e-01 -1.51215740e+00 6.47746197e-01 -7.39300645e-03 3.57121410e-02 -2.99035066e-01] Distance 8.981191322568053 Each least square approximations [-7.80925704 -6.12886215 -3.78181686 -0.63630183 -1.1702037 0.73497207 0.53533203 -1.89026722 -1.13506593 -2.05787273 0.14393761 -0.88608147 1.45674512 -2.66252383 1.32082665 0.22336193 -3.921646 2.00760311 -1.88835003 0.69148038] Distance 7.5697045201118875 Each least square approximations [-9.56040799 2.15576845 3.69128872 -4.18397242 -1.72843207 -1.24730636 0.15157269 -1.20271578 0.41881551 0.12761451 2.22890015 0.07287813 -2.2800904 -0.30013974 -1.06220236 -0.35819336 2.50567326 1.62423745 -1.2238298 -0.2860159 ] Distance 7.8557819466976575 Each least square approximations [-9.09563498 -1.51518126 6.39484328 1.26078099 -1.43230112 -0.05758981 0.51985275 -1.15003528 0.88810488 -2.70902809 0.49923573 0.22021708 2.03594231 -0.24398389 -0.47837723 3.04874326 -0.80985499 2.08563748 0.57921075 -0.90860455] Distance 7.591751226627528 Each least square approximations [11.5191571 -4.77655889 -0.64770131 -1.37615203 0.26470008 -2.29544104 -2.93571955 0.23018811 -1.13734061 0.23873643 0.07219292 1.15357167 1.18917136 -3.00691757 1.52605087 -1.4204561 0.03001319 -1.49110409 0.98488792 0.21113348] Distance 4.955269859764882 Each least square approximations [ 7.94523371e+00 1.82592021e+00 2.46999210e+00 -3.22868517e+00 2.94608046e+00 5.34908009e-01 3.79341092e-01 -2.10520436e+00 4.31013241e-01 -5.00260327e-03 2.03287585e+00 -1.53680172e+00 -1.61120372e+00 -6.56735643e-01 -7.88760957e-01 -1.49372495e+00 7.35379297e-02 -3.95890223e-01 -9.45681064e-01 2.24424063e-01] Distance 10.340102988424006 Each least square approximations [ 8.90808733 -2.2183082 -0.34951309 -2.0672404 1.15517867 -1.14400397 -3.46128023 0.72454723 0.26823358 1.08014688 3.33430049 3.11617577 2.16946371 0.94875867 2.09325435 1.91587557 -0.4133112 1.80170686 -1.43264033 1.6421701 ] Distance 8.33075693172733 Each least square approximations [-8.38535192 -1.8440551 2.46807402 2.71132722 -0.32734635 -1.3797488 -0.657064 0.79190154 0.03558861 3.33270675 0.16184682 -0.85803359 -0.63829042 0.66503644 0.26551761 1.48141879 -1.14681479 -0.09403368 -1.69835347 1.86989973] Distance 10.207605080246546 Each least square approximations [-5.69628579 3.9539181 -6.99930915 4.53794796 1.76941063 -2.49125875 2.43269999 3.40261757 -2.34643355 0.76934898 0.05247218 -0.25870323 0.87224464 -0.02509564 0.05901273 -0.242138 -1.82797257 0.91482586 1.60235835 0.62183278] Distance 8.465636519116154 Each least square approximations [14.59341419 0.37433123 2.3795511 -2.42139114 1.33053656 -0.30890685 0.15855719 -0.69449811 -0.76422947 -0.11836742 0.72972197 -0.19331923 -0.51082624 0.53938664 -0.45742326 -0.26864738 -0.3971984 -0.37900648 0.32935033 -0.3272844 ] Distance 0.8736543433366332 Each least square approximations [10.70994241 -3.9162305 -4.94515823 -2.57842174 1.02456122 -1.03781895 -1.81514368 0.10955094 1.28046497 0.64455546 0.18456767 1.83245286 1.17985276 -0.12018458 2.26995648 -0.25538184 0.21830844 0.38318148 -0.98123796 0.2789362 ] Distance 7.09967003205035 Each least square approximations [-9.07198722 -4.05549377 -6.07075219 -0.18989031 1.61676973 2.18292629 1.01765715 0.34084335 -0.36240578 -0.84301168 1.20194037 1.14250689 -0.37115062 -2.09167099 -0.24613094 0.77437349 -2.59235992 0.86951433 0.18672632 -2.2388891 ] Distance 8.051710261252754 Each least square approximations [-10.48294193 4.9983136 3.05232866 -1.97575502 -4.77359343 -0.80565238 -0.77707327 -0.66352361 3.59796135 1.38144285 -0.11574696 0.64596189 0.95632458 -1.13652189 0.15268306 0.85438222 -1.15902125 1.6631927 -2.06573343 1.01192589] Distance 5.483372593755942 Each least square approximations [-9.86727536 -1.65613358 6.61297471 -0.96932343 -1.64751139 0.99434015 -2.04010988 -1.08630669 0.21508211 -1.01839441 -1.25578093 -0.48112326 0.58957334 1.42743703 0.60074925 0.4105234 0.04904509 0.77396659 -0.64404571 -0.14836993] Distance 8.343933664198376 Each least square approximations [10.62697425 -3.49245667 4.39506934 -4.11788665 0.97632572 1.81063608 -1.03814072 0.51635202 1.55876646 2.77644337 -2.59539266 0.9481857 -1.37487199 -1.86931367 1.4692521 1.74296953 -1.73929943 -1.84960572 -0.2949484 0.74755329] Distance 5.278421837435126 Each least square approximations [ 9.8028524 3.48657071 3.1733307 -2.09350225 5.15405995 1.31056251 0.27955262 -0.51242273 -0.22241836 -3.30169303 1.81540244 -0.92406509 -1.24346632 -0.36477738 -1.00942032 -1.39906667 0.07121565 -1.00397672 -0.52129232 -0.93534766] Distance 7.5528126770148285 Each least square approximations [ 1.08039525e+01 -5.71660071e+00 1.50372655e+00 -4.05621183e+00 -4.03049936e-01 -2.35195675e-01 -2.80410977e+00 1.73219960e-01 9.74440021e-01 1.46858691e+00 3.70891872e+00 -2.95849003e-01 2.12429794e-01 6.78957624e-01 -8.72343869e-02 -6.00594295e-01 -1.27513748e+00 -5.65771942e-03 -1.15951568e+00 8.30227228e-01] Distance 5.70737409289422 Each least square approximations [-10.26480706 -3.95749161 2.64971592 2.54591227 -3.09099048 0.38345452 -1.81026707 1.0218139 1.15610041 2.99672239 -0.31819083 -0.14649798 -1.18199637 2.50504097 -0.22229693 -0.46803026 -1.54225154 0.43293595 -2.53860674 2.00693561] Distance 7.093387287820766 Each least square approximations [-6.48161762 4.07474614 -1.32648836 3.35069643 -0.63209559 -2.98026829 -3.2977277 1.78043467 -0.84778331 1.31722732 -0.29397025 -3.36999828 0.60425677 -0.1358277 -1.66989152 1.00600628 -2.09635767 0.66815407 -1.46441713 0.88068453] Distance 9.416604447687217 Each least square approximations [ 7.6274906 -1.97991286 -1.61864892 -2.74705062 -1.46748041 0.57096005 -3.15778778 -1.0468029 0.54219463 2.33648609 -2.89895595 -0.08261935 -0.5092747 0.23500796 0.38724648 0.60527213 -1.90010144 0.09927014 0.39337186 -1.07091939] Distance 10.184036543557099 Each least square approximations [ 9.47803604 1.11958109 -1.16944313 -0.1595716 -3.20682852 -1.56770544 -0.95401685 -5.13731969 2.5285766 2.68079775 1.51147315 1.61322714 0.64209727 -0.89543615 2.02638323 1.50324761 -0.1394351 2.40941506 -0.98271577 0.57023848] Distance 6.614883888729736 Each least square approximations [-8.91558791 -4.72931927 1.68791031 -3.2977623 -0.8257854 2.83934636 0.2198016 1.7092452 -0.72571928 -0.42394849 1.10189827 -1.16189178 -0.56123628 -1.79514398 -0.18531506 -1.38315359 -3.78534577 0.94914098 -1.56175175 -0.2065194 ] Distance 7.462177112498978 Each least square approximations [-7.51107798 2.22765086 0.54065054 -1.21054945 -2.68686766 -0.47717627 1.31397185 1.8010211 -0.11380938 0.15108554 0.20593386 3.38326042 -2.64352843 -0.60428861 -0.75036303 1.69264411 2.68703914 -1.05310365 -0.21354758 -2.64339976] Distance 9.80923271217078 Each least square approximations [-8.93031334 -2.28782294 1.50303086 3.4646425 0.36796096 1.00997403 1.71210748 -0.52523582 -1.0263212 -1.06556009 -0.37468812 -1.38184429 3.7146427 -0.58865394 0.01995369 -1.03756443 1.77333833 0.2949274 1.90526729 -0.13269181] Distance 8.915886502186375 Each least square approximations [ 8.59861928 0.54365444 1.76988849 -0.27970404 1.30772598 -2.24227907 1.53939689 2.04851927 -1.00479302 -0.42563702 -1.61824066 -0.71623829 1.67829107 -2.2923593 0.78817975 -1.51704239 -1.25902058 -1.96237096 -0.35343572 2.11556705] Distance 9.661428704560686 Each least square approximations [ 6.0565893 3.02416048 -0.16774625 -1.23828283 3.67060624 -0.75601669 -0.89082399 -0.33974346 1.07946461 -3.33528467 2.54523502 -2.32948269 0.18648039 1.18647848 -1.62736489 2.12596653 -0.55856177 0.61285593 -1.33165783 -0.7293074 ] Distance 10.55000154337403 Each least square approximations [ 8.16510775 -0.26835942 -1.54790649 -2.31051327 3.47070753 1.76521544 -1.92137448 -2.02377964 0.74395994 -0.38982084 4.22758432 0.6686734 -1.96190729 0.99694168 -1.71369823 0.72689039 0.82463709 1.25835383 -1.21977425 2.02046989] Distance 8.76651302207679 Each least square approximations [-7.32855591 -1.19792079 -1.0335673 1.99945054 -2.83203398 0.06409897 -1.20324903 -0.44124771 2.57544747 2.57652033 1.5942104 0.11878747 1.69793048 -1.1881829 -1.57362326 0.12531347 -1.85904126 2.15904696 -1.75086567 -0.64006883] Distance 10.264542727416135 Each least square approximations [-6.52373194 3.87299056 -4.04697107 0.96832394 -1.08340523 -3.89798848 2.08324403 -2.19271564 -4.36441992 -0.76223865 0.87580316 -1.80578851 -1.94329705 1.06244382 -0.35610184 0.82327409 -0.48298841 1.93871515 0.08004222 -1.16552082] Distance 9.039267220880731 Each least square approximations [ 8.60217292 1.32657358 -1.55033417 -2.67783502 -1.2838863 3.25089583 -1.09546936 1.11589487 1.01561077 -2.11465329 0.75780392 0.31347473 1.06182402 0.51392989 0.10459666 0.78388901 0.71654561 1.31489183 0.34127522 0.71629533] Distance 10.284187734935545 Each least square approximations [ 7.95760284 -1.24409804 0.80697501 -3.63453059 3.58528164 2.9089367 -2.54031852 -2.73500354 1.10147326 1.99452789 0.21000959 0.23891073 1.58390475 -0.78394055 2.92230264 0.41332262 -1.3544665 -0.11601045 -0.04775507 -0.79130891] Distance 9.123473418122078 Each least square approximations [-6.57090093 -2.03962999 -4.59199415 -4.17481614 3.15407077 0.70429063 1.86144231 0.21889467 -0.21956556 -1.14481277 -0.49414753 3.94797398 -0.5744305 -2.92762493 1.61880897 -0.81698999 -0.67537809 0.85370276 0.53306306 -0.01242032] Distance 9.28254162616972 Each least square approximations [-11.48342216 -1.72143334 -1.15030235 2.20346783 -2.83530097 -2.31730153 2.36075353 0.77019872 1.1617698 0.52232983 -0.53353554 -2.50568075 0.66186406 2.55758418 1.75895642 1.04614913 -0.10597423 0.80692163 0.1450349 -1.13672095] Distance 5.9082920085270505 Each least square approximations [-7.80420207 -5.35101788 2.76643069 0.30881345 -0.42062122 4.29854758 -0.58025754 -0.55356638 0.86600885 2.34259989 2.36926546 0.40515602 1.88973186 0.37679903 1.95672125 -0.18635495 0.8528516 -1.43220149 0.13830717 -1.3187744 ] Distance 8.724043748511708 Each least square approximations [ 7.98902756 1.25222308 6.0486635 -1.25755693 2.35200205 -0.49174685 -2.35781651 0.55906397 -0.56251932 0.85174949 0.63272028 -0.90528489 1.11371379 1.11860802 0.27857771 0.56048221 0.26749339 -2.48058856 2.16975954 -2.52335153] Distance 8.897837255077912 Each least square approximations [10.56927661 -0.45790526 -0.37717584 -2.42405999 1.17086247 3.12580083 -2.56205286 -0.77703184 0.30105208 -2.68860433 -2.26015401 -1.355626 -0.61224279 -1.61022431 0.69295406 -0.8739982 1.5972256 -0.4557505 -0.1140997 -1.52384786] Distance 7.550145738678451 Each least square approximations [ 8.93210971 -0.25567074 1.24001387 -3.99340577 -2.66592711 1.6103887 -2.35800437 0.2796915 0.17667563 1.07416691 -0.02015089 1.66391494 2.18660339 2.61030383 0.28727817 0.59315157 1.05442581 2.04596946 -0.46511495 2.14822706] Distance 8.833941551941955 Each least square approximations [-11.14503798 2.95666172 1.21724741 1.29152625 -3.78666246 0.62061742 1.26031377 2.22846419 -0.58713381 0.1521032 1.42930557 2.07740696 -0.78066398 -1.38181792 0.7319182 2.58738803 -3.01080411 -0.61998096 0.78587306 -0.66766012] Distance 5.696718402141617 Each least square approximations [-8.71659655 3.25722514 -3.70833443 0.44417329 -3.84599286 -0.95902222 -3.62937127 1.50006367 0.50187303 2.81708806 -1.9356571 1.38017219 0.15191945 -0.86375431 0.9395601 3.59378553 0.96379175 0.64977499 -0.87716399 -0.7430247 ] Distance 7.338776868142233 Each least square approximations [ 6.03757742 0.61892068 -1.49270725 -1.9792414 -1.4289679 2.49015363 -2.53982777 -2.57249658 -2.37272609 -1.89699708 -3.42081884 -0.30535995 1.16309124 -0.7175461 0.74514632 0.68976551 0.17023363 0.53872838 -1.14674586 0.55854831] Distance 11.244895781869301 Each least square approximations [ 8.68357995 6.54195788 -1.15930046 -4.76580255 1.31904394 -0.44136357 -0.09307212 -1.46436451 0.1974365 0.46385536 3.06478882 2.51742689 -1.87239577 0.90445279 -0.14586786 0.81427028 -1.31879327 -0.45135499 -1.38377548 0.80023846] Distance 6.6911345908478 Each least square approximations [-1.25855318e+01 -1.65549847e+00 2.44607538e+00 -3.56696601e-01 -3.70653914e-01 -2.62976511e+00 1.67007699e+00 -7.36209667e-01 2.18781694e+00 -2.80173463e-01 -2.02208052e+00 -1.42719505e-01 -1.59694903e+00 1.08362060e-01 -5.50338028e-01 -1.07003170e+00 1.61718306e+00 -5.04003913e-01 -1.89106356e+00 6.39272385e-03] Distance 4.421308302738644 Each least square approximations [-7.2170551 -0.02176391 -1.65521775 -1.99955924 -0.0207138 -0.39406231 -1.95900782 -1.4298638 0.47083412 0.37597184 1.64953926 0.92790276 1.06608279 1.24374618 -1.8231988 2.55693205 0.72419412 -0.28034168 -1.47454221 -0.13844145] Distance 11.50909679888565 Each least square approximations [-9.13544036 -0.72956893 -0.57501509 -0.85249383 -3.91698766 0.96328098 0.16502495 0.84935764 -0.91359506 -2.42948079 -2.04856323 2.6478669 4.53127355 -1.02731076 -0.81925986 -2.4482644 0.42032749 0.2578234 1.42478261 0.5444296 ] Distance 8.110229603468376 Each least square approximations [ 7.75116583 0.61510856 2.51323898 -0.57692781 3.43465977 -0.32267293 1.65724047 0.73129189 -1.26086742 1.2883863 0.78721302 1.83243529 1.01947345 2.04077031 -0.69800174 -1.13029783 -0.22416705 -2.11306369 0.19231153 2.13146985] Distance 10.536914661116844 Each least square approximations [ 9.67666268 0.83501562 -0.13840584 0.64339934 -1.07015574 -1.14227359 -3.04777349 -0.53318223 0.25474815 1.17368478 4.90405182 -1.7052248 0.11005444 -0.04164468 -0.2792684 3.28967326 -0.44750208 -0.78140283 0.87564116 -0.76659389] Distance 8.266685773264788 Each least square approximations [ 9.21489651 2.00401268 -1.68905144 -2.52043058 1.16869283 -0.08642546 1.72945629 -2.55610437 2.03044652 -1.68994516 0.35979243 -1.36956055 -1.48011235 -1.92851113 2.72175264 2.59790808 0.46580621 0.38166987 -2.3742516 -0.42770727] Distance 8.505366727808703 Each least square approximations [-8.68112494 0.24550748 1.5488088 -1.25674711 0.35670322 -1.42883137 1.54103811 -0.60931799 2.6252047 3.27757214 -1.97093224 -0.06235346 0.99864567 -3.66984174 -0.32973235 -1.69855368 1.0313815 -0.86860832 -0.38423049 -0.87665756] Distance 9.517212397321991 Each least square approximations [-1.87008525 3.76151376 -0.79872742 0.17387256 -4.13070855 -0.40218029 -2.56524313 2.47068572 -0.40082571 2.95347995 -1.08983895 -1.55973155 -1.90742923 1.55534957 -0.12182491 0.41585705 0.49717701 -0.58643363 -0.9297554 -1.43786224] Distance 11.526464339391863 Each least square approximations [ 2.8279198 -2.39044732 -1.62578933 -1.51877911 -0.2493891 -1.35003852 -1.39539247 -1.93203205 3.20323892 -0.43553738 -0.80804872 0.52165828 0.66143684 2.35597605 -0.35963546 0.21598685 0.86088467 -1.15265838 -1.17983476 -0.41123257] Distance 12.48835557850804 Each least square approximations [ 4.01898597 3.43623518 -0.82673197 -0.65040618 -1.96086717 1.36077403 -0.908568 2.76767452 -0.56119217 0.91491116 2.90923104 -0.49756636 -0.63450161 -2.67313458 2.40683344 -0.1509534 -2.17158555 -1.35034692 0.40869119 2.81472407] Distance 11.056705172932698 Each least square approximations [-4.21575771 -1.27119024 2.88115555 -4.19446535 0.53132757 -2.14780043 -0.44212863 -0.85382775 0.32830075 -2.15546399 1.51280604 0.99801793 -0.77429303 -1.54021046 -0.7718013 4.23569698 2.33221867 1.57334481 -2.38432146 -0.17081278] Distance 10.443974055999387 Each least square approximations [-4.08608424 -1.42783271 -2.64787949 2.30004546 -1.30499952 -0.68144207 2.73240854 -3.32118205 0.37816859 2.74163327 4.12583467 2.90233837 -2.33282937 1.52986078 -1.30654129 -0.88981866 0.36881628 0.31912877 -0.04448851 -0.40535312] Distance 10.385772152472544 Each least square approximations [-3.22007459 -4.26181063 -1.42962075 2.11721088 -1.18982747 0.43515892 -2.1739737 2.13647861 -1.72857956 -2.81298198 -1.0335111 3.22164969 0.84604554 -1.89293873 2.64670081 1.33815775 -1.83755614 0.79887358 -0.58319662 0.51831222] Distance 10.832130517655587 Each least square approximations [ 2.94389899 -3.280576 3.68519174 2.42367767 -0.95096461 0.55136304 0.92193191 0.87071667 -2.16401998 -0.77395714 -2.3783893 1.85122206 2.40506528 2.3370536 -1.04944048 -0.40444963 0.94455024 -1.32701357 -0.76047808 -1.8439463 ] Distance 11.320202650346056 Each least square approximations [ 4.21103457 -1.23174709 -1.39355661 3.0440123 -0.87991798 0.92688076 1.1736151 1.25579889 -3.00480326 -1.96734273 0.61686155 -1.38192788 -2.36699518 2.84357742 1.72485415 0.06993355 0.53750902 -0.33208051 2.14454194 -4.08812871] Distance 10.711696650937828 Each least square approximations [ 6.98823454 5.78729465 2.9342972 3.46843961 -2.35162476 0.65828888 -3.0524554 2.77144852 0.84978626 0.48438116 -0.05510543 -1.57177902 -3.60106653 -1.40755294 0.55749308 -1.01313547 1.10112149 1.91205411 -0.05263204 -1.12786779] Distance 7.180909461133512 Each least square approximations [-4.29445326 3.10015965 -2.10216573 -3.66941004 -0.54864755 1.56761398 -2.73420515 -2.47757859 1.30113307 0.25007385 -2.85547274 1.60012316 -0.62891816 -1.3692357 1.25549313 1.18174516 -2.8963067 -0.30309143 0.6136688 0.31205763] Distance 10.694791775730678 Each least square approximations [-4.98858839 3.92095206 -6.56253766 4.40293801 1.35720787 -3.4700565 1.76245517 3.11817779 -2.10543401 1.90325018 0.24080766 -0.83224833 0.64684537 -0.48731108 0.45930548 0.38404801 -0.92475234 2.12352529 0.96219665 0.58412965] Distance 9.130310724432608 Each least square approximations [14.82580322 -0.10092472 -2.09250319 -0.21778027 1.47220923 -0.13474131 -0.25319929 -0.57593358 0.40919181 0.31151185 -0.38639995 0.17775689 0.72496744 0.08495171 -0.17264209 -0.30956593 -0.32896576 0.16476794 -0.2105182 0.32829491] Distance 1.013050487390243 Each least square approximations [11.15682925 -2.98408455 -4.57977849 -1.70726118 -0.36187623 0.16189799 -2.25537632 -0.21867049 0.05914358 0.83022599 0.88007975 2.2936261 1.87029851 0.69054808 1.28718778 -0.13231382 -0.72851113 0.12428224 0.81284126 0.48267072] Distance 7.270625497328951 Each least square approximations [-9.18536602e+00 -4.84818310e+00 -5.20699833e+00 -4.16682050e-01 1.74344772e+00 2.40703046e+00 9.50519767e-01 -1.09169140e-01 5.41620089e-01 4.45115189e-03 1.09419097e+00 4.47732534e-01 -1.29993117e+00 -1.68779252e+00 1.13149722e-01 1.24529236e+00 -2.54048095e+00 9.93387205e-01 7.88356388e-01 -1.91538870e+00] Distance 8.05010848978419 Each least square approximations [-11.09929449 6.44702996 2.60375149 -1.34283582 -3.71315026 -2.19850672 0.53581113 -1.66905166 1.60351749 0.54003869 1.02233417 -0.03452948 0.77392059 -1.46816607 0.2251011 0.79903811 -0.30870984 0.5332659 -1.37250752 0.67754775] Distance 4.912141921393578 Each least square approximations [-9.32152303 -2.11237962 6.81915586 -0.40885058 -2.28401856 1.08676155 -2.54845129 -0.77955077 -1.40948538 -1.52980254 -0.99902183 -0.48351927 1.24177008 1.26889714 0.43715697 0.73796926 -0.02191909 -0.05226579 0.2264986 -0.60407891] Distance 8.237259940651994 Each least square approximations [ 9.96523512 -2.9801086 4.1585249 -3.73156578 1.86807375 0.80110664 -2.4583879 0.72603539 1.12383226 3.34853688 -2.67780728 0.25285466 0.32855666 -0.96785209 1.46881281 1.87246318 -0.11634273 -2.47811833 -0.22966187 0.74095627] Distance 6.77919793535377 Each least square approximations [10.57833649 4.33413157 2.71309715 -1.34555806 3.93300283 -0.40775982 0.38532845 -0.56060582 -1.63446581 -2.87799939 1.22854748 -1.74940054 -1.45273106 -0.63070724 -1.7489591 -2.84816973 -0.57123122 -0.79839106 -1.1134722 -1.16584235] Distance 6.36542973103963 Each least square approximations [10.92777294 -5.38525392 2.58132634 -3.37662439 0.04380903 0.64333371 -2.30753842 -0.06921823 1.46214371 0.99265981 2.69938932 -0.56414358 -0.92685618 0.4376162 -0.48223654 0.20341355 -0.84391024 0.62239235 -0.70188762 1.78527426] Distance 6.338776496949898 Each least square approximations [-1.12539499e+01 -4.63902585e+00 1.74030382e+00 1.80397938e+00 -2.95419690e+00 2.02972752e-02 -2.59133065e+00 -5.35487751e-01 2.16683618e-03 1.63257700e+00 6.44111486e-01 -4.81933550e-01 -7.98066016e-01 1.86428770e+00 4.94340093e-01 2.95155646e-01 -2.00859563e+00 2.34848159e-01 -2.57794253e+00 7.60582018e-01] Distance 6.3233576520488155 Each least square approximations [-5.32271065 3.15490447 -4.72880495 3.02030174 0.53303961 -3.87089288 3.48578666 1.39652262 -2.95525458 -1.92306394 1.36795313 0.52797036 -1.65209706 0.14557233 -1.26305189 -1.05617671 -2.67846661 0.45525787 1.64143308 2.32587375] Distance 9.096768901878864 Each least square approximations [ 7.66165817 2.51108124 2.62646222 -1.87314392 -0.45761442 4.74803426 -2.69945835 0.46589625 2.47689239 0.43552786 2.42634672 0.12986315 0.62936305 0.62452307 -0.43589218 0.02918614 0.18093647 0.25634994 0.71026342 0.30209647] Distance 9.891737885580488 Each least square approximations [ 8.31062291 -7.23233881 0.52327477 -4.04958636 3.03923157 1.26768517 0.77226853 -0.15150672 0.59547683 1.11864707 -2.30084113 -2.91407612 0.98647234 -1.24136007 1.03338416 0.18409313 -0.25892366 -1.18446425 2.48187265 -1.6545431 ] Distance 6.207498046183664 Each least square approximations [-4.72051863 -3.8203508 -6.61776363 0.69785847 1.73957393 0.87634843 0.06836441 1.50015173 -1.35881778 -2.16817731 1.1188984 1.34230971 -0.52666144 -2.20464707 1.06182973 -2.30470348 -1.7760757 0.92847828 0.80552552 -0.11560154] Distance 10.215232829559811 Each least square approximations [-9.92766049 0.14862386 3.75395812 -0.5680962 -0.11248185 0.53199601 -1.07153715 0.23609493 2.40971705 0.67763736 -2.87953044 0.18987191 0.41978154 1.34778353 1.20506745 -3.28584258 1.14318411 3.22104515 0.62376217 0.38022687] Distance 7.865821488459169 Each least square approximations [-6.83980006e+00 -2.83243547e+00 4.79643790e+00 -1.01922473e+00 -1.71661715e+00 2.69643387e+00 -1.06438150e+00 -2.77035860e+00 2.39857862e+00 2.50268126e+00 1.36123051e+00 6.73765323e-01 -1.26488513e+00 -7.35715839e-01 6.07573559e-01 1.60787737e+00 -5.16188856e-01 -8.89232384e-02 -1.66756336e+00 -5.45009936e-04] Distance 9.852282139297786 Each least square approximations [ 8.6525008 -0.75313612 4.32828909 -1.81568298 1.009136 0.24616807 -1.63924319 -0.80029812 0.31529566 0.9760539 1.93587642 -1.32886705 1.41425585 -2.65732699 2.06324718 -1.84116081 0.65973868 1.60738677 -0.83126213 -2.94115832] Distance 8.939384033483012 Each least square approximations [ 6.43558392 2.74056334 2.60486834 -5.60910032 3.97402218 3.14077033 -0.40577486 1.52632679 0.65739914 -0.80064915 -0.09302056 0.3936935 0.07884462 -0.07103669 0.90113225 -1.83725539 0.16372159 1.1005185 0.65878811 -1.03713595] Distance 9.690592106383868 Each least square approximations [ 7.11130958 -2.16907514 0.66759616 -5.55412772 0.45308942 -1.57846627 -1.94505072 1.28867122 -0.76527303 1.90713319 0.9377137 1.95750651 1.54355034 2.10250887 0.12518337 0.23765746 -0.29362024 1.17190011 -1.11181634 0.78275353] Distance 10.177881854336059 Each least square approximations [-7.37046263 -0.80128759 4.6371838 3.51176625 -1.88960774 0.82777601 -0.26614589 3.16294859 0.39806305 0.48224185 -1.15455262 -1.23796547 0.53516865 1.48668198 -0.28946335 2.31438946 -1.60293634 0.69550437 -0.32835387 1.0404835 ] Distance 9.942214920745077 Each least square approximations [-6.15357519 3.52873948 -8.49241225 3.97516235 1.36081362 -3.70870352 2.7783903 2.51251017 -1.3712969 0.50049233 0.18639493 0.30373314 0.38009418 -0.54113529 0.61345022 0.3337952 -1.38933183 1.06445339 0.77841307 0.68598374] Distance 7.632485923973772 Each least square approximations [14.52621093 3.76656471 -0.65300115 -0.10892445 -0.32370969 0.68599306 -2.1385114 0.18788672 -0.44679568 -0.6541782 0.69277835 -0.25842427 0.15254204 -0.39982471 -0.03953087 0.41654781 0.06016856 -0.06845218 0.16832254 -0.06176451] Distance 1.0317965203495947 Each least square approximations [11.31875474 -3.81217344 -4.95782167 -3.35167483 1.54879995 -0.32558613 -1.70463195 -0.7922095 0.55267253 -0.60699941 -0.18177891 1.56314612 1.18566312 0.44273965 1.6110225 -0.58005946 -0.78655342 0.33573473 0.49398982 0.12508873] Distance 6.346944831681514 Each least square approximations [-9.72653689 -4.11294896 -6.78364198 0.77248694 2.88653002 1.69630341 1.31767735 0.19876686 0.26515214 -0.71514573 1.04431101 0.55594348 -0.80980123 -2.03509427 -0.53084307 -0.58852855 -2.24760758 0.4363209 0.65184551 -1.20108517] Distance 6.915150178402355 Each least square approximations [-11.63569805 4.94517855 2.95782419 -2.2106806 -4.56665715 -0.85323341 -1.28578429 -1.74897259 2.42912377 0.99523285 -0.74978708 -1.0246094 0.57809557 -1.29359623 0.81489997 0.75125969 -0.66901822 0.43736533 -2.13861493 0.60239086] Distance 4.045782515763447 Each least square approximations [-1.01082035e+01 -2.40380569e+00 6.63559985e+00 -1.52521550e+00 -3.05925780e+00 1.76468593e+00 -2.81748223e+00 -1.83094455e+00 3.98699911e-01 -3.15972676e-01 -1.27933603e+00 -7.21770614e-01 7.31113057e-01 1.31966577e+00 6.66747907e-01 -1.89136535e-01 -2.97431044e-01 4.86003957e-01 -9.03611021e-03 -4.42274508e-01] Distance 7.049050608055388 Each least square approximations [10.62327539 -2.74960174 4.56242524 -4.32550692 3.72553038 1.07810415 -1.66617424 0.24498313 1.34660444 2.63340972 -0.77046123 0.46999007 -0.15083341 -0.73140985 1.35813108 1.31636281 0.32044084 -0.27285133 -0.21506598 0.92628132] Distance 6.392212472959368 Each least square approximations [ 1.12824611e+01 3.45570769e+00 4.36579172e+00 -3.09503250e+00 4.19946831e+00 8.30879673e-01 6.99160899e-01 -1.14404137e-01 -4.46576597e-01 -1.92675738e+00 1.05209448e+00 -1.10731260e+00 -3.60233934e-01 -1.21177320e+00 -1.67613706e+00 -1.79618997e+00 -2.40307161e-01 -9.83899936e-01 4.46493722e-03 -6.33233385e-01] Distance 5.607937543557341 Each least square approximations [10.57824966 -5.01092999 2.02238714 -5.64577046 0.14384954 -1.28147197 -1.80483605 0.76490499 0.24027577 1.36441999 2.709636 -0.02000916 -0.2146434 0.991271 0.55106747 0.86612261 -0.21971785 0.14644246 -1.12121508 1.34911681] Distance 6.362957298427758 Each least square approximations [-11.47957488 -3.97402402 4.31856212 2.59657909 -2.22141473 0.66484466 -2.50316853 1.17755099 0.37867195 2.46647937 0.17753998 -0.74247064 -0.81057415 1.8526936 -0.09111109 0.30364515 -1.46029152 -0.28975222 -2.11845103 0.26511613] Distance 5.448709695624972 Each least square approximations [-5.89372482 4.75060116 -6.71024209 3.22922446 0.33972443 -3.50111216 3.2559485 0.93950066 -2.56325235 0.91414101 -1.08706322 1.56877579 -1.61228781 -0.55518113 0.35170434 2.63128543 -1.07896309 0.95096899 -1.09178122 0.32335136] Distance 7.849895011933991 Each least square approximations [ 8.92282935 3.66814079 0.57979682 -1.76836879 -0.03875359 5.33807396 -3.21032447 -2.06324247 1.32970164 -0.04675097 1.02775496 0.09208263 0.15365233 0.28510211 -0.10148788 0.12560844 -0.77187574 -0.37835211 0.24806615 -0.07218181] Distance 8.901646325680343 Each least square approximations [ 8.94899893 -2.49031442 -2.52501813 -4.03128552 4.89868481 1.46681699 -1.81818576 -2.15128094 -0.26088783 -1.54601367 -0.81798443 0.79459428 -1.03923235 -1.12880346 0.68490477 0.41393096 -2.00442613 -1.02625385 -0.63166228 0.48680585] Distance 8.194522901518827 Each least square approximations [-9.92570988 -2.78504123 -4.79279091 -0.03950172 2.6428487 0.42542796 1.39204177 -1.46465623 1.00737013 -1.97918437 1.79617811 3.70668696 0.88888073 -0.32596089 -1.33589276 -1.37676097 -0.1040823 0.74600664 0.63499622 -0.35173252] Distance 7.385150115514909 Each least square approximations [-12.37352628 -1.35868899 -2.02265479 -2.4992658 -1.7314885 1.66426948 -3.51295602 -1.29458 0.17101883 1.08156569 -0.10706554 1.68794553 0.1439079 -0.42803819 -1.109646 0.53686547 -2.34007526 0.40387039 -1.19699861 0.99702457] Distance 4.866703099275292 Each least square approximations [-9.82200289 -2.06145467 4.78212981 -0.47347452 -4.57206036 1.67484591 -0.28114866 -1.24355334 0.51085729 1.64428574 -1.22741658 -0.88433787 -2.2669389 -0.31127086 1.39695258 -0.35083571 -1.56490177 -0.34471274 0.65523934 0.07464056] Distance 7.6086248058968415 Each least square approximations [ 8.31957924 -2.60229394 4.93350874 -3.54393531 4.93714579 1.50494108 -1.58146524 1.1334021 -0.36522786 1.70637004 1.72925188 -1.08410786 0.88054751 0.42554342 0.02423445 -0.52735569 0.1442272 -0.11779096 -0.78849275 0.42444342] Distance 8.3672903623636 Each least square approximations [10.75456093 1.67413365 1.31109178 -5.11014919 1.28656528 3.48967385 0.13128929 -0.81776096 0.07249248 1.27790307 1.82798611 0.57059733 -0.77558855 1.76577096 -0.07061028 0.54526157 -1.50808084 -0.52134674 1.14228008 -0.57699141] Distance 6.948394413031282 Each least square approximations [ 9.89176848 -1.76985114 -1.51465368 -4.49377167 -2.31790269 -2.3216056 0.51968909 -0.03484626 -0.56081461 2.73038485 0.52628654 0.17655092 -1.15528787 0.01513141 0.61095613 1.69266899 -0.94924179 2.9141465 -2.3799822 -0.78416744] Distance 7.731829388326977 Each least square approximations [-11.30150773 2.30637517 3.25091998 1.5150475 2.06597561 1.27294881 -0.56761223 2.90279884 2.57349067 3.31744265 -2.60031628 -1.92385637 0.40050504 1.30540429 -1.41155126 -0.65125281 -0.46296112 0.35290211 -0.24824224 0.41283385] Distance 5.3961651696578485 Each least square approximations [-4.54924672 3.17623998 -5.02937818 2.79493176 0.81268505 -4.45456064 -0.73832078 1.84244224 -1.21351908 1.52822038 -0.30428606 1.17560526 -1.52998533 1.20339456 0.02501178 1.37408863 -1.32838364 2.33451127 -1.21880157 0.07981455] Distance 9.401598419242793 Each least square approximations [ 8.77000187 0.04007158 -2.25626211 -1.77000075 0.70415501 3.24922426 -2.94454273 -1.52922014 -0.15196618 2.36676691 -0.596879 -0.06074814 0.64783766 -1.19740657 0.44220984 0.47605672 -0.54510745 1.31436239 -0.44515703 0.95979723] Distance 8.819636460284551 Each least square approximations [10.57788044 0.6903348 -2.28712737 -1.49734967 -0.95383575 0.13682698 -1.41769784 -0.56141618 -1.84925993 -0.91952509 -2.39189383 0.3233203 2.05992287 -0.01519486 -0.98476665 -0.30040729 0.09168072 -1.36801327 2.66790639 0.580316 ] Distance 6.969008355217436 Each least square approximations [-7.64713519 -2.86491837 -2.94000887 1.27129129 2.01392666 1.37599178 1.52316232 -0.30618564 2.57414115 -1.38321053 0.15555083 -0.19973877 -2.20344159 -2.31590669 -0.04313633 1.72390332 -2.09543918 0.76482462 -1.10627393 0.29980565] Distance 9.110211425419827 Each least square approximations [-8.45956649 3.71365206 1.1646751 -1.82706018 -1.91067403 -0.88602478 -1.99184303 -2.51123597 -0.08121129 2.38068327 1.03512737 1.00159295 -1.11563057 1.61887661 0.89948875 0.99025338 1.01119633 1.25725735 0.26424873 -0.07549482] Distance 8.691855229566075 Each least square approximations [-6.82521683 -1.50287697 4.05520942 -1.21029102 -3.4426557 1.6865087 -3.2750006 -0.0912745 -0.89986949 -0.14945646 -1.56762508 0.70925794 1.14982949 -0.34866766 -0.71379656 0.71835933 -0.13470334 0.43425453 0.26160345 -2.68031296] Distance 9.512501478186548 Each least square approximations [ 7.77309318 -0.95016224 3.59761923 -2.83130409 3.11248358 0.43600281 -1.76300277 -0.53243223 -0.07417542 1.26043229 -2.9934046 -0.81484567 0.16561233 -0.94984899 -0.429365 -1.11433884 0.65564404 -0.05791744 0.35709365 0.04272855] Distance 9.311361158024651 Each least square approximations [ 8.66982075 3.58277716 2.53119503 0.6989582 3.51593317 1.62052879 -0.13647317 0.61266507 -1.03990103 -0.74213472 1.05401383 -0.07671782 -0.45041793 1.19990818 0.27885763 -0.2568528 -0.6169133 0.94116326 -0.50257594 0.87654987] Distance 8.904409681027364 Each least square approximations [ 8.48634646 -1.80539722 3.0571383 -3.9978643 0.021531 0.85958008 0.34775761 1.29874961 2.41696867 1.37013515 1.68009051 -0.87616794 -1.3516123 -1.62279051 -0.88909515 0.14638005 -0.91136125 0.17586664 -0.76630518 0.59287329] Distance 8.65189172909266 Each least square approximations [-8.42125176 -4.18117409 2.66702844 -0.60650715 -0.86870954 0.55819104 -0.49629694 0.62689712 0.36409118 2.15958894 -2.11728828 0.54828821 -0.17643923 0.68577889 -0.88843543 1.36340864 -0.24581699 0.96006163 -1.65857213 0.0226218 ] Distance 9.074218984827999 Each least square approximations [-8.29345535 5.70115378 -4.84476688 4.02475035 -1.28007791 -1.17996405 2.71698769 0.32586 -0.68340522 -2.94738543 0.04338505 -0.01325931 -0.17711003 -0.25634281 -0.17462997 1.60602997 -0.79276007 -1.18622156 -0.75746214 0.21374092] Distance 6.944495063819542 Each least square approximations [10.13106923 1.40422202 1.08843752 -3.21177737 -3.31419866 2.90514357 -2.42600334 -2.09174336 -0.74898259 -0.22776825 -1.12042004 -0.23243536 -0.0815068 1.77054835 -0.27212073 0.67916895 0.55356753 2.03797708 0.32752001 0.54332143] Distance 7.6132539456467425 Each least square approximations [10.32649203 -1.76753183 -1.61894523 -3.46346311 3.38556018 -0.23203686 -1.9434477 -1.15405769 1.1745357 0.0538583 0.2068644 1.62555529 0.34042564 -0.81034553 0.82909272 -1.32882116 0.92299293 -0.66224451 0.30362035 -0.52895639] Distance 8.016264015147861 Each least square approximations [-8.46370287e+00 -4.99254164e+00 -5.20304185e+00 -1.32307474e+00 4.28588706e-01 -1.11794064e-01 1.26700005e+00 -6.27044601e-01 -3.36346793e-01 -1.61685525e+00 8.92211624e-01 1.11131957e+00 1.05734342e+00 -1.67229026e+00 7.32709546e-01 -1.66833050e-01 -3.16730436e+00 1.26119940e-03 -2.59186781e+00 -4.66053478e-01] Distance 7.774134154883494 Each least square approximations [-10.104622 1.66573704 2.59259284 -4.2682087 -2.35814 -1.29187483 -0.2654261 -0.13808561 2.27376019 0.42569085 -0.6144136 -0.34912704 -0.80264016 2.1034783 -0.11248784 1.4811258 1.05619695 0.87512023 -1.20836316 0.57931098] Distance 7.763937815863701 Each least square approximations [-1.04884674e+01 -3.19228379e+00 5.04321620e+00 -8.62014501e-01 -9.16005957e-01 -2.42923511e-03 -1.95428059e-01 -6.72497406e-04 2.04195927e+00 3.85025687e-01 1.63402324e+00 8.04554798e-01 2.57347407e+00 7.61539278e-01 5.26234530e-01 7.83230808e-01 2.49043604e-01 1.96858148e+00 -1.69091472e-01 -1.24342790e-01] Distance 6.874266583986124 Each least square approximations [12.80169 -1.78056512 2.65495 0.39120695 1.00642134 -0.93878717 -1.49012518 -1.75678022 1.64904075 -0.56060811 1.49957188 -0.89143968 -0.55263029 -0.46540783 -1.96574473 0.44096965 0.5256 -0.95797955 0.74426415 1.7121739 ] Distance 4.174289182947412 Each least square approximations [ 9.48687679 2.17219221 2.47141695 -2.97605523 3.20835215 0.59923637 -1.66429376 -2.22988924 1.15738247 -1.44860627 0.98613079 -0.18985359 -1.31989925 -0.33665134 -0.06350603 0.11214607 0.44920698 -0.26227365 1.5508675 0.83106081] Distance 8.74381168130253 Each least square approximations [10.02877903 -2.68206854 -1.0811254 -3.68788004 -0.6898547 -0.26386174 -2.38204569 0.47926302 0.66702269 1.00853695 1.84816377 2.63433792 0.85454304 1.68535128 3.15237686 1.32540397 1.66743581 1.08201405 -0.88972961 2.39281032] Distance 6.905000968630228 Each least square approximations [-9.61173401 -1.69237305 2.41069658 3.39688529 -1.82164453 -0.27607376 -0.3853555 2.33293256 0.81070861 3.0537982 -2.34272652 0.82284737 -2.38073546 0.54467592 0.47687932 1.51779244 -0.49856319 0.29641287 -0.77058208 2.43565871] Distance 7.818308403937047 Each least square approximations [-9.06973404 -0.82676765 -3.48817245 -0.69295143 -1.14153099 -3.48355171 0.63486859 0.35303186 -2.45000477 1.27321679 2.68009394 -1.02229412 -0.89330124 -0.33141651 -1.47365176 4.0518426 -0.05129188 -0.7077488 0.64444014 0.97830477] Distance 7.072581863752795 Each least square approximations [ 6.73405018 2.18793943 -1.26179778 -2.11809294 -1.79907593 2.177639 -0.77596034 -1.83180099 -2.08948186 -1.57782706 -0.89026566 -0.82131757 1.07895619 0.47099948 -0.0560437 0.97335882 0.87236868 1.51566118 -1.45167782 0.37438259] Distance 10.615488147116796 Each least square approximations [ 8.27685037 1.25192294 1.21595712 -3.5397014 2.29890027 0.07349082 -2.07383821 -1.01704379 2.4808708 1.19711136 0.72793121 0.92616235 0.26042329 1.07156965 0.22404888 -0.63805658 0.98528464 0.14648998 2.08936199 -0.01124052] Distance 9.278421842144404 Each least square approximations [-7.69412715 -1.16861027 -3.25258945 0.09042779 0.01547283 -1.75144321 2.69619977 0.87272895 -1.49749257 -0.79072087 0.37212808 -1.24361055 -1.55853095 -1.86628245 -0.04315548 0.213918 -1.61898137 -1.38206136 0.59285917 1.07455798] Distance 9.899566812027722 Each least square approximations [-7.76946813 0.46205435 1.60226758 1.11041171 -1.35910826 -2.45579467 -1.76130628 -1.08574069 -1.64018905 -0.03771008 -2.17414989 0.0101235 1.21039078 0.45637684 1.58940278 1.95281683 0.25199291 2.18233163 -0.16939278 1.40727552] Distance 9.899417807311352 Each least square approximations [-8.52481226 -1.13320024 -0.94236807 -0.79431669 -3.63802496 2.51792275 -0.98414303 1.32674572 0.90330285 -0.40861382 3.210768 -0.60161664 2.73257424 0.36059724 -0.31535483 -2.44256311 -0.13922895 1.20211025 0.04673714 0.69675035] Distance 8.470822308431005 Each least square approximations [ 8.93417805 5.27470875 3.25016146 -3.53595414 0.12070787 -0.75922178 -2.9843291 -1.14889457 -3.80388734 0.99499408 -0.28742554 2.03892862 0.78106811 1.98946587 -0.67490477 -1.00129674 1.09538728 0.04443659 0.87852229 1.22825149] Distance 5.105812176981931 Each least square approximations [ 8.26610609 1.07310775 0.97106696 -1.66204415 0.66836348 0.61742624 -3.21484522 1.02633317 1.2104948 -0.95639529 -1.13435983 0.60169154 -0.50297957 -2.07487387 1.48436714 0.63108421 0.17474499 -0.47812554 0.12635833 2.08823332] Distance 9.776329949328353 Each least square approximations [ 7.17258332 0.0916904 -1.3519591 -6.11854096 -1.99957468 0.14468621 -0.17267956 -1.09922068 2.02273415 -1.32213436 -0.52153395 1.00725296 0.09071625 1.48466067 -0.92339452 0.72021231 1.82108174 0.53165009 -1.60517077 0.82534879] Distance 9.124704926558342 Each least square approximations [-8.06119959 -0.26058788 3.01574896 -0.32876018 -2.75010882 0.43073578 1.5062677 3.23777275 -0.49451234 0.37277239 1.39198924 0.28769846 0.09318989 0.31720846 -0.1104111 1.60713596 2.03689277 0.21085256 0.13871845 1.63956216] Distance 9.488914231981399 Each least square approximations [-4.65286551 3.04229191 -5.80994661 2.69233145 -1.21332801 -2.64274044 0.98806483 1.60238983 -1.55565638 1.60190319 -0.58190226 2.47166731 -1.38493122 0.88941196 0.84175945 1.70476048 -1.75519235 2.27539023 -1.82480402 -2.92007872] Distance 9.209505048389895 Each least square approximations [ 8.79686302 2.06016716 -2.09369648 -1.18098315 -0.57617542 4.5636225 -1.58972677 -0.03521379 0.34853624 -0.72624191 1.4469685 0.17438624 1.21931026 -0.6204059 0.2916255 0.17035228 0.82781844 0.11401823 -0.87315118 1.47641626] Distance 9.332895454680846 Each least square approximations [ 8.09995877 0.50311208 -2.68708172 -4.35955277 2.39481492 2.52097489 -2.36267477 -2.06941093 0.09976581 -2.03105436 0.12350062 -0.42332891 0.3194131 -0.79408333 -0.98860762 -0.98660099 -1.93614329 -2.55383577 0.18802035 2.25465821] Distance 8.37558507825571 Each least square approximations [-8.8349685 -2.9800332 -2.28954992 1.88196367 3.21021057 -1.6529627 1.26806188 -2.14764106 1.88366021 1.47046275 1.86331305 1.79515727 0.01516508 -1.91226331 0.43633616 -0.32497963 -0.703817 -0.57603481 0.08178899 0.09245231] Distance 8.626533725846787 Each least square approximations [-10.26467563 2.57237298 -2.53311685 0.37322168 -0.99998522 -0.54233911 -3.10774897 -2.33724133 2.46427413 0.93976808 1.82839755 -0.44351592 0.36890694 1.11747783 -0.39269752 1.0295475 0.36314831 -0.71135884 -0.75081655 -0.69685959] Distance 7.540771507379115 Each least square approximations [-7.83670054 -2.7900533 3.12622743 -0.61065992 -4.46304447 2.64465531 -3.8565791 -0.33049035 -0.60767592 0.11727539 -2.04544296 0.17316633 0.59995812 -1.12601464 0.23435913 2.00956837 -1.74078693 -2.71043764 0.29782862 -0.26827728] Distance 8.031267700835484 Each least square approximations [ 6.64949533 -2.72424594 3.61414423 -2.79602583 5.25001916 0.42277178 -2.6700391 -0.7743484 0.40676467 2.3541054 -0.09540782 -0.29552949 0.96199641 0.99381366 -0.3369938 -0.39859849 0.73608983 -0.61207391 1.22664499 -0.22684341] Distance 9.388690568905114 Each least square approximations [11.63869995 2.18446199 1.5817305 0.08124592 0.2666286 1.63026615 -0.07042279 1.41931075 -0.69702278 3.11258934 -0.9871917 -0.58098697 -0.67824458 1.3594818 -2.40332413 0.30758099 1.17463078 0.47957223 0.42546925 -0.87686061] Distance 6.073227038103663 Each least square approximations [ 9.19302589 -1.44540604 2.42204158 -2.11165381 -1.76083372 -3.36776391 0.82588538 -0.81615702 2.54909798 1.88424268 1.51583993 -2.01589762 -0.16934723 -0.5121468 2.28033878 3.4878971 -0.1012572 1.1970571 -0.64909255 1.37953045] Distance 7.486380970851377 Each least square approximations [-11.38315329 -1.88317568 3.45199888 -3.34290428 2.43302827 0.0793096 0.01189473 -0.57434542 -1.57967189 2.02470256 -2.26136444 -0.4621812 -0.94918351 -0.60588217 0.21317009 0.44014991 -1.69469802 -0.64322763 0.52956277 -1.09220055] Distance 5.092974009753396 Each least square approximations [-9.15311643 5.74009598 -2.74102606 2.50836697 -0.84145527 -1.63139742 1.93640859 1.07237095 0.56570927 -3.42431231 1.64304542 -1.15779958 -0.05140494 -0.25636161 0.1858055 0.96605079 -1.05359076 0.16533434 0.3971975 0.21692801] Distance 7.5029875960123045 Each least square approximations [ 8.53669319 0.7599249 1.76087137 -2.68008885 -3.91719511 2.26098724 -2.62949627 -2.22394683 0.19689657 0.82377633 -1.09698863 -0.84480731 -0.32114468 0.60450353 -0.01639839 0.51976848 -0.18177978 1.73825167 0.36395827 0.11549543] Distance 9.535989989684625 Each least square approximations [10.01056682 -1.56127264 -0.17511934 -3.21710003 2.66166605 -1.11780545 -2.19495557 0.08400081 0.18568875 1.15943711 0.98322277 0.71749812 -0.19381242 -1.09962802 1.19832662 -0.68262917 2.61391062 -0.33154729 0.43710965 -0.50053037] Distance 8.60118722359221 Each least square approximations [-7.55000192 -5.11897445 -4.19626539 -0.93701902 -1.09275467 -0.25724973 0.37809162 -0.11719291 -0.64476116 -2.38165841 -1.10643056 0.59593687 0.48821757 -2.59519308 0.21380208 0.29282579 -3.4939205 0.30754056 -3.01104594 -0.18962082] Distance 8.618300049056648 Each least square approximations [-8.61520832 0.2299123 3.50453815 -5.28903263 -1.88193959 -2.62212398 0.30871881 -0.69277126 2.29740326 0.01942165 -1.43590487 0.83670579 -1.8522155 1.8792276 -0.30800018 0.42215396 0.71779355 0.8265515 -0.69190964 -0.03378665] Distance 8.431194549273682 Each least square approximations [-9.89668035 -2.61108371 3.99725617 -0.55655008 0.21540135 0.33408157 1.18254121 0.88143098 2.36612252 0.01913309 1.06113577 1.24248346 2.84426819 0.02754964 0.75710798 1.26448516 -0.29657646 2.44369554 0.32621005 -0.57126796] Distance 8.071850773528006 Each least square approximations [13.2216048 0.07928847 1.21230863 2.66047448 0.59449572 0.08193749 -0.55835382 -0.85523154 2.33776143 -1.88405263 0.20335116 0.46448655 1.04841459 -0.35005053 -1.85794967 0.68717794 0.6948533 0.94564781 -1.8041131 -0.12740139] Distance 3.1189079578268526 Each least square approximations [ 7.15889325 2.06950598 1.65685526 -3.66663652 3.63691776 1.2246625 -1.95075226 -2.77451656 1.44502694 -1.78551703 1.95098282 -0.32229995 -0.75423108 1.0317962 0.09929934 0.34315664 1.31306241 -0.06336515 1.28405684 -0.40602196] Distance 10.055850562907008 Each least square approximations [ 8.94891998 -0.86164992 -1.24948073 -4.03944707 0.41488844 0.86305329 -3.13950466 0.75583667 1.19858683 -0.53941792 2.23028281 2.98965921 -0.56817187 2.08384669 2.88256988 1.84336808 1.08433157 -0.52776483 -0.80358274 1.50824876] Distance 8.1930401373457 Each least square approximations [-7.40160974 -1.32162912 1.84395035 4.06261681 -1.51350587 -0.48922645 0.12883369 1.84396971 1.04619513 3.71949815 -2.38429419 0.28444743 -1.91658371 0.4477799 0.31961382 2.68808284 -0.91352789 0.6753395 -0.73572614 2.2231369 ] Distance 9.618128567417363 Each least square approximations [-6.29555092 5.02419554 -4.3419264 2.99533408 -3.29815384 -1.01099023 -0.95571399 1.86322134 -3.59145861 2.28373416 -1.3446143 -1.66562304 0.93937073 -0.00808437 -1.60584933 0.04687504 0.12479213 0.69586388 -0.59055747 -1.48253563] Distance 8.359844834417743 Each least square approximations [ 8.06980445 -2.44264948 0.81652112 -1.63184011 -0.96411429 1.08306467 -4.2247822 -2.31397622 1.5958346 -1.27968663 -2.9438945 1.00256236 0.82629909 0.91848187 0.22308823 0.51645563 0.37090946 -1.23384383 -1.71339456 -0.05035515] Distance 9.38393605116087 Each least square approximations [ 9.31257133 0.79394997 -4.02122139 -1.72968344 0.53408856 -1.27419485 -1.55391557 0.42618315 0.93087775 1.85147042 3.95711897 -1.82699562 0.1456612 -0.95928403 0.50957742 2.34454482 -1.16751101 1.0426547 -0.94301249 -0.85606889] Distance 7.937000191779419 Each least square approximations [-9.85373496 -5.58935536 -0.57020013 -1.75332559 0.58439416 0.12069268 -0.95352473 0.25738558 -1.64873778 1.68652955 2.79999612 0.02651544 -0.37946394 -0.80637596 0.17045904 3.51317987 -1.17400413 -0.15129606 -1.35161035 1.40014792] Distance 6.5767468041239 Each least square approximations [-8.33017705 3.29072677 0.17639818 -2.38010641 -0.05593064 0.03211849 0.37096038 1.15359409 -0.61118068 4.07300866 0.91124389 4.03021552 -0.07447461 -0.602572 -1.53557771 -1.2493839 0.9983362 0.06666589 -2.07484498 -0.71596509] Distance 8.74913781241847 Each least square approximations [-9.76482311e+00 -3.40850978e+00 2.27938180e+00 4.10063311e-01 -1.66560622e+00 -1.02555487e+00 -3.40023946e-01 7.98433097e-01 -2.52719451e+00 -4.53939895e-01 1.49897208e+00 5.00735545e-01 1.03092239e+00 -2.66877045e+00 -1.12556979e+00 4.78005133e-01 -2.14114557e-01 -6.54086045e-01 6.13031343e-04 -3.47312926e-01] Distance 8.473555729115393 Each least square approximations [ 8.23417768 -3.36915636 4.63075852 -1.18792154 -0.71156131 1.15888834 1.31744206 2.13400328 -0.65171617 -1.81396886 0.64627088 0.94100211 3.64603923 0.44027188 -0.04982463 -1.03076787 -1.28191003 -2.79648105 -0.23115321 0.78077758] Distance 8.260424002239677 Each least square approximations [ 7.47072951 3.00000885 1.06267797 -2.49355018 1.63601204 -1.72237389 -3.90353924 1.37485906 0.64745427 -3.13725831 2.35589644 -1.51910943 -1.15089106 1.38969672 -0.54362644 0.39437109 -1.0391251 -0.75242432 0.07395336 -2.81029662] Distance 9.042871337394294 Each least square approximations [ 1.19830758e+01 -2.92448824e-01 -8.75296659e-01 6.48842109e-01 2.20604395e+00 -9.26178714e-01 2.56331828e+00 1.02559872e+00 -1.13252981e+00 -3.38558479e+00 3.15944094e+00 1.39435397e+00 -4.48269639e-02 -6.04804143e-01 -8.83963169e-01 -3.48125831e-01 3.13621299e-01 7.82671970e-01 4.87585808e-01 6.55908477e-03] Distance 4.793235950959874 Each least square approximations [-9.0921859 -1.75308128 0.64774797 0.58386787 -1.17726095 -1.03652235 0.43194809 -1.33909016 3.24570274 1.49217497 0.21436526 -0.91857964 1.01488263 0.16151607 0.7817131 -2.24119464 -2.02234921 0.7776242 -1.33008603 0.85633994] Distance 9.465686866448845 Each least square approximations [-5.28154376e+00 3.89506054e+00 -6.94162286e+00 4.42301418e+00 1.73530858e+00 -2.63324979e+00 2.38032351e+00 3.34666608e+00 -2.26638027e+00 1.67929234e+00 -1.77333346e-02 -3.33795290e-01 9.25412907e-01 -3.39088168e-01 -9.06833230e-02 -2.32437652e-03 -1.32755163e+00 1.49806840e+00 9.63788414e-01 7.47707350e-01] Distance 8.989300081286181 Each least square approximations [14.79249265 0.08644472 0.95352732 -0.92085101 2.42649699 -0.95311789 -0.52622222 -1.24665482 -0.62725459 0.10841804 0.42678266 -0.48118453 -0.47020461 0.90576068 0.14028091 0.23102781 -0.43186442 -0.32951044 -0.16894494 -0.15136477] Distance 1.2193700741523315 Each least square approximations [10.90000689 -3.63324079 -5.31735784 -1.88991621 0.33182988 -0.49295188 -1.95990389 0.54735917 0.97738457 0.74173867 0.5250208 2.12864979 1.33379222 0.61147426 1.81649063 0.05790436 -0.1410263 0.43422527 -0.36336158 0.26944319] Distance 7.2418838732479225 Each least square approximations [-9.15784948 -4.15344687 -5.87696121 -0.26067979 1.54434385 2.191449 0.79456788 0.17305695 -0.0418725 -0.50396665 1.29110864 0.68933549 -0.66726254 -1.67941939 0.04976996 1.19987359 -2.61108785 1.14535653 0.2020891 -2.25651409] Distance 8.308787883535652 Each least square approximations [-10.7020522 5.5879498 3.21789122 -1.7680555 -4.11509867 -1.35173008 -0.01627909 -1.34042851 2.59905877 1.31130791 0.28404207 0.83427099 1.05202809 -1.71170521 0.0634374 0.96454171 -0.98843176 1.14506842 -2.11171374 1.25049126] Distance 5.535783923707116 Each least square approximations [-9.55009827 -1.57879424 6.72259555 -0.77471495 -2.00542578 0.92849965 -2.37644133 -1.22710738 -0.33381011 -1.67795596 -0.81982297 -0.29132716 0.7165789 1.40608656 0.422116 0.4922393 -0.08418296 0.61442551 -0.25822518 -0.17492978] Distance 8.623936089319674 Each least square approximations [10.25890686 -3.30770328 4.53497698 -4.07543203 0.90033741 2.03554338 -1.6754654 0.57571809 1.42937069 3.03552813 -2.82126638 0.83086673 -0.89644566 -1.65243774 1.46386908 1.87720191 -1.10358884 -2.46067588 -0.35190087 0.97693195] Distance 5.8363813447508495 Each least square approximations [ 9.81655138 4.0145993 3.05966973 -1.88754669 4.70417681 0.6408947 0.38936998 -0.3512625 -1.21077785 -3.47182445 2.04429755 -0.93079034 -2.07702565 -0.51356159 -1.10478506 -2.21562195 -0.59296536 -1.06167468 -0.56691825 -0.94328109] Distance 7.265897466461582 Each least square approximations [10.96879706 -5.65692501 1.82640256 -3.55815319 -0.52444887 -0.1358938 -2.72401808 -0.12617723 0.80045251 1.33374212 3.30135312 -0.57890397 -0.17163772 0.29972018 -0.57029296 -0.66496747 -1.31481572 0.15274156 -0.91606474 1.01467587] Distance 6.226902284171911 Each least square approximations [-10.47257803 -4.12799092 2.43228864 2.44310244 -3.15075415 0.30929516 -2.28936004 -0.16694303 1.41461582 2.09458491 -0.12810315 -0.16729851 -1.11352505 2.63272496 0.21933078 -0.28298792 -1.43647073 0.25951197 -2.7526614 1.91939674] Distance 7.138666542345157 Each least square approximations [-4.02349936 1.80246518 -7.38019459 0.66357243 0.13114372 1.64322889 -0.45941561 2.14130863 -1.11515889 0.90385392 -1.27526794 -0.1377227 -2.84929506 -1.10869129 0.28720342 1.9882177 -0.59113827 1.23529521 0.20583235 -0.03276696] Distance 9.65070831157873 Each least square approximations [ 6.92947626 1.48265328 0.36816061 -0.99908342 0.57045019 2.4475771 -1.59258155 -1.11199576 -1.9753525 0.17550889 -0.58476594 -0.87372304 0.18608566 -0.60458783 -0.23931467 -0.98598592 0.80790626 -0.45227187 -1.29997258 1.21340181] Distance 11.048840771026324 Each least square approximations [ 6.81130671 1.27887724 -5.13261051 -3.00365247 1.66676424 1.54865389 0.87927646 -0.19954769 0.38316037 -0.32856847 0.11345774 0.13989591 -0.05521939 0.91047804 0.95321698 -1.8272434 0.56509321 0.65756765 -1.9824576 -0.64981246] Distance 9.702961853212914 Each least square approximations [-9.06653528 2.58742404 -2.82329618 -1.37261556 3.12199096 2.00428279 -1.24483854 -3.3786413 -1.27619867 -0.39842254 0.39367624 0.54324021 -1.06314887 -2.52676616 0.35414287 1.47799322 1.75693232 1.45980511 -0.27020978 -0.19963628] Distance 7.150456591305478 Each least square approximations [-6.75585125e+00 7.26424036e-01 -6.27935782e-01 -1.77302991e+00 -3.44877664e+00 1.50979094e+00 -2.34864104e+00 -8.24604695e-01 2.10873712e-01 2.13465726e+00 1.31891873e+00 -4.89861158e-01 -3.19886614e-03 7.78616686e-01 -5.49808702e-01 -6.42690428e-01 -3.55194169e-01 -4.17369995e-01 -2.20238894e-01 6.20596427e-03] Distance 10.755216080761578 Each least square approximations [-7.76592738 0.0125792 1.43985995 -2.31166188 0.46974822 -0.39416298 -3.66618177 -1.56722629 -0.15732942 -1.75463311 -1.76578027 -0.74428355 -0.24848516 -0.79648145 2.45147232 -1.1487929 1.33320904 0.32338334 1.70373491 -0.74149376] Distance 9.479834415307744 Each least square approximations [ 5.96361538 -2.44178641 1.85948167 -3.33434231 2.99851053 3.96933428 0.30789885 -0.30680334 -0.89748886 0.86801496 -0.3373955 -0.35055153 1.31736854 0.83359738 0.67168411 0.93967837 0.21372884 -1.18828781 -1.2151869 1.75433082] Distance 10.06937503275013 Each least square approximations [ 7.59665237 0.39854399 4.01777686 -0.19082517 0.67688729 0.74654272 -0.56497254 -0.58829816 -1.28683107 -0.42223688 2.39078796 1.03082527 -0.07208682 -1.32587044 1.17996544 0.29550068 1.01857179 -0.3246643 -0.27229232 -0.87506152] Distance 10.21943046738689 Each least square approximations [ 7.88355803 0.37739662 -1.1622579 -3.51508008 -0.7015426 -1.89765671 0.62442494 2.50217698 0.71414455 1.64942778 -0.15266101 -2.73665312 -0.44817283 0.37239745 1.75290303 -1.47552328 -0.63509403 -1.47567902 -0.29821245 0.29025372] Distance 9.390013909749495 Each least square approximations [-7.22397063 0.23673709 2.36067142 0.29627068 -1.78589042 1.82600594 -2.24390743 0.72195195 0.74588497 1.70028868 -2.20201505 0.89621264 0.27290801 -0.27367684 -0.86723539 -2.14054627 1.14727189 -1.11393928 -1.88466164 -0.55686287] Distance 10.149796039800144 Each least square approximations [-5.39611046 2.88340948 -5.50739835 2.80966209 -1.6563985 -1.54153169 0.23483488 1.44126521 -2.76899089 2.33555257 -0.08196622 1.43112264 -0.25988488 0.4846848 0.29397537 1.4988853 -2.13254861 2.78424571 -1.9442132 -1.54926313] Distance 9.349339458861701 Each least square approximations [ 8.58940859 0.71118351 -1.84531152 0.16332514 -0.59689272 5.26554192 -1.42027409 -0.8438288 1.13612181 -2.13281053 0.10345561 0.46326871 1.87010492 -0.65108675 -0.03953016 -0.88274468 0.96060999 0.59559552 -0.05662435 0.68594356] Distance 9.250267296044052 Each least square approximations [ 7.86398851 0.63252347 -3.42095689 -3.37804736 2.70322934 1.88687752 -2.00601955 -2.62800351 0.29417693 -1.14873533 0.80270292 -1.72820502 -0.34166181 -0.81304741 -1.26106448 -0.87386847 -2.16710761 -1.30421517 0.42801952 2.04681482] Distance 8.973237592303084 Each least square approximations [-9.21697339 -3.59206642 -1.92542375 1.51629621 2.42956821 -0.28515236 0.8350996 -0.96483409 -0.33253754 1.92265503 2.29369391 1.88964578 0.45087814 -0.72195479 0.46581829 0.55679087 -0.95258528 0.12361399 0.22194144 1.12836064] Distance 8.888344216184747 Each least square approximations [-10.45658605 3.35887394 -2.98422298 0.16328556 -0.42123564 0.23159446 -1.52819855 -2.39331314 0.17555357 0.59670786 1.38325896 -0.14971546 0.20678846 -0.10611523 -1.28902416 -0.4199824 0.47234328 0.33603744 -0.04798481 -1.49136472] Distance 7.873156145505839 Each least square approximations [-8.96330001 -3.06237235 1.88392859 -0.16942714 -4.16413128 2.24475922 -3.1131827 -0.41547754 -2.04952641 -0.67785883 -1.55384857 -0.82930782 0.10438489 -0.51928873 1.04367927 2.006993 -2.24643248 -1.91434256 0.20593062 -0.16805322] Distance 7.689638074954573 Each least square approximations [ 6.74212106 -3.03823543 2.66655232 -2.98177635 4.43851949 0.96951281 -2.16481426 0.69604019 -0.08245561 2.0829558 0.53580735 -0.37883246 2.11230525 1.23013897 0.05268432 -0.34387208 0.71347319 -0.74150234 1.93745067 -0.75187347] Distance 9.688276251766096 Each least square approximations [11.19387834 2.46165082 0.51786065 -2.44899714 -0.98013034 -0.55097528 -0.13969029 2.22761686 -1.22944018 1.60498007 -0.37996861 -1.57089718 -0.75598587 1.42323441 -0.96860766 0.56147579 1.20564641 1.14311909 -1.02278693 -0.67412304] Distance 6.922951642548502 Each least square approximations [ 9.819028 -1.17010462 1.3042033 -1.68683865 -1.33568007 -3.58571151 0.21071428 -1.83993895 2.19535135 0.12859841 0.90321964 -1.93578045 0.39319716 0.12251833 0.56366284 3.40594784 0.27254289 1.60366364 0.54275078 0.9467515 ] Distance 7.80312723812926 Each least square approximations [-11.78912685 -0.13337741 2.86995918 -2.67711706 2.50772117 -0.70848758 -1.66237917 -1.94195236 -2.04771881 1.45912434 -0.58000289 -1.24146033 1.24023075 -0.49798253 0.17287529 0.95573641 -0.75319904 -0.71807529 -0.07026169 0.60535899] Distance 5.147698850310907 Each least square approximations [-12.49602103 2.38885682 -3.0389311 -3.28390167 1.6926521 0.51839952 2.34016061 0.2815763 1.24333096 -0.84651543 -0.21808218 0.04764287 0.82199652 0.82920571 0.08141062 0.15556587 0.44820827 0.67856312 1.00308534 -1.19637692] Distance 2.749065623948725 Each least square approximations [ 5.85347619 2.60387892 1.73535792 -1.44207684 -2.21243904 3.13648845 -2.21351104 -1.44083807 -4.09696439 -1.25482317 -2.46335697 -0.4228227 -0.34098799 0.20661397 0.25884576 0.19307579 1.64373411 0.22746977 1.07610409 0.10286532] Distance 10.406429182004576 Each least square approximations [ 7.23566744 0.7380469 -1.48571034 -3.15793616 6.26870796 -2.54045353 0.70169653 -0.94395396 0.83225439 2.70648356 2.21635762 0.03233642 -1.24113571 1.20108669 1.58101592 -1.04664188 3.41031835 -0.77759777 1.16243495 -0.02204391] Distance 7.721336368405043 Each least square approximations [-9.10443266 0.75674909 -3.74315339 1.28814161 -2.75081011 -1.35719048 0.63376031 2.23269819 -0.07133485 -3.02421827 -0.79423753 0.9526 1.80883809 -1.30576952 1.96205968 -0.719871 -0.59551843 -0.71731996 0.0383297 -0.54193758] Distance 8.354669766442177 Each least square approximations [-7.4946554 -1.88182033 1.03400395 -4.21426694 -0.48530253 -2.66762777 -1.41386284 1.329068 0.67841685 -0.12423302 -2.27675936 -2.04518426 0.30404327 -0.8093638 0.13667454 1.99990079 -0.69008324 -0.13664038 0.0824367 -0.71350208] Distance 9.982592526045766 Each least square approximations [-10.00063085 1.193191 0.35168757 -2.33282013 0.39826312 3.14931325 0.69658182 0.91507117 2.80204766 -0.28305052 1.70499408 1.54422194 1.01078284 -1.37627051 1.34441596 -2.51089595 -0.58507479 2.06737204 -0.35548229 0.73862234] Distance 7.549009776516406 Each least square approximations [10.16377763 3.70328288 0.13651797 0.98252177 2.39445793 3.97169386 0.9990574 0.70734099 -1.65911364 -0.19506974 1.83669062 2.44117653 -0.28336467 0.90744364 -1.95856536 1.38430067 0.66364246 0.61826111 1.02705918 0.39625613] Distance 6.565621141766027 Each least square approximations [ 6.73778055 1.81776673 -0.11936879 -4.75485654 1.66015046 0.89793175 -3.00794827 -2.25014438 0.78139655 -1.05770095 1.23637566 0.09070129 0.60811918 -2.17229906 0.00942896 2.893981 1.44590565 -2.20409197 1.36467743 0.8648954 ] Distance 9.467894941998964 Each least square approximations [ 8.04005005e+00 2.11004189e+00 -3.43361661e+00 -5.37218400e+00 1.79355310e+00 -1.60619885e+00 -2.67093342e+00 -2.40330794e+00 -4.02789952e-03 3.39580174e-01 -1.20204298e+00 1.60356991e+00 6.02242594e-01 8.25712651e-02 1.85349818e+00 1.08898010e+00 3.12188777e-01 -2.30403776e+00 3.39842235e-01 -3.59370665e-01] Distance 7.855179992141805 Each least square approximations [-7.3487423 0.13419834 1.6767252 3.97017714 -0.95568014 -0.41037285 1.31377946 0.78886597 2.68707675 2.34628958 -1.52766683 -1.13716172 -0.44253441 -1.37491671 -0.24242276 0.79570206 2.14681404 -3.44630118 1.20723925 0.9257941 ] Distance 9.537908321482947 Each least square approximations [-1.22387467e+01 2.79300245e+00 -2.70689970e+00 -1.92416647e+00 2.32752441e+00 1.57602946e+00 6.68034151e-01 -5.30305509e-01 2.22921491e+00 -1.17137607e-01 2.31536882e+00 -2.95600659e-01 7.16665525e-01 1.09695266e+00 -6.63302801e-01 9.74527559e-01 9.25519645e-02 1.15687686e+00 -4.53878642e-01 6.61675052e-03] Distance 3.3048403209309765 Each least square approximations [ 5.8037308 1.58120039 1.42235505 -0.9153506 -2.02146201 3.16464086 -2.38002509 -1.43198373 -4.31316363 -0.8188253 -3.35820458 -0.2923917 -0.19999287 -0.37409882 0.5790941 0.07882689 1.24222017 -0.11852852 1.1846326 0.32805858] Distance 10.400570729698915 Each least square approximations [ 7.64042554 1.2271209 -1.40127891 -2.12422387 4.86505649 -2.62530491 0.26188547 -1.86978084 -0.08180674 3.60314806 1.91603255 -0.19907083 -2.30889254 0.8490993 0.63584856 -1.12266412 2.876444 0.0257414 0.83836457 -0.6509044 ] Distance 8.304081596177367 Each least square approximations [-9.23271597 0.74901975 -3.14776201 1.87735273 -3.71484493 -0.94452968 0.80849655 2.469268 -0.79221662 -1.67954924 -1.41184614 0.21437257 0.96161711 -0.83892247 2.29097022 0.04299129 -1.01966644 -0.09771617 -0.30162191 -1.11724976] Distance 8.235531245641516 Each least square approximations [-6.93898724 -0.34219673 1.31684817 -4.85060073 0.14872367 -2.57225422 -0.74082027 1.76779391 0.10972593 -0.19620124 -2.0928085 -1.94201881 0.36296709 -0.23934868 -0.11033389 2.59319252 -0.84685796 0.38467995 0.61868179 -0.57523747] Distance 10.134650662771527 Each least square approximations [-10.43167711 2.30107161 -0.41263947 -2.48853077 0.60620799 2.61570348 0.77040356 1.06963213 2.16638225 -0.4458314 1.60161807 1.50431214 1.96861286 -0.84096848 1.0260056 -1.63995066 -0.7360918 2.42394647 -0.55199173 0.47666191] Distance 6.988573142008767 Each least square approximations [10.32262301 4.26257361 -1.0706203 1.10404778 1.78935157 4.17951097 0.87364546 1.2738012 -1.18004938 0.0250861 1.95699238 2.64566224 -0.55841487 0.73810472 -1.42324075 1.01302551 0.47980462 0.25385352 1.4181815 0.54725114] Distance 5.8630821495474414 Each least square approximations [ 6.35695278e+00 2.12002842e+00 -1.30298661e-01 -4.64471040e+00 1.26419527e+00 2.84377570e-03 -3.07778120e+00 -2.72226594e+00 6.44060607e-01 -1.88028573e+00 1.22767301e+00 -2.65945715e-01 8.78055424e-01 -2.00852075e+00 -2.78413202e-01 2.48345018e+00 1.04157188e+00 -1.15920628e+00 9.50668538e-01 1.39134216e+00] Distance 9.820145292307267 Each least square approximations [ 7.68513256 1.84880954 -3.99576968 -5.36961049 2.3418695 -1.10743701 -3.29484019 -2.56556289 0.56241377 -0.08732772 -0.90085924 1.31281112 -0.17928135 -0.06569408 1.27482874 -0.15852055 0.05534036 -2.61841922 0.78600784 0.22919399] Distance 7.730255696047668 Each least square approximations [-7.12586281 -0.25745843 1.05676823 4.21096691 -0.92724135 -1.53203251 0.93364693 0.5877935 2.12866203 2.27693522 -0.96564972 -0.66358114 -0.88501341 -0.4269268 -1.19217336 1.50132981 1.7408963 -2.70266654 0.39531364 0.49606882] Distance 10.132876262035047 Each least square approximations [-6.25941364e+00 4.37411488e-01 -4.18639700e+00 3.67156527e+00 2.45209461e+00 -8.20330847e-04 6.75879609e-01 -4.49827971e-01 -9.95666546e-01 2.67214977e+00 -3.19654408e-01 -1.23396870e+00 1.39403172e+00 2.35800133e+00 -1.60823302e+00 4.05110142e-01 -2.71185684e+00 1.15587074e+00 -8.63486586e-01 1.74075493e+00] Distance 9.44795325776632 Each least square approximations [ 8.10212352 -0.75047795 0.24864501 -0.04150456 1.50311369 1.1610807 -3.06170638 -0.67232568 -1.9055084 0.51597269 -2.79392614 -0.3602655 -0.93568655 1.48320251 0.57879021 1.07806304 0.01690593 0.65841713 0.34941217 -2.09283675] Distance 9.886563276089975 Each least square approximations [10.12146043 -2.71729647 -2.2854106 4.0329137 0.23795061 -1.30647581 0.80365592 0.94034199 2.30486308 1.60332329 0.67025839 -1.20171516 -1.91490226 2.90750235 0.20946526 -0.7323401 -0.30617048 -0.28491089 1.0406412 -1.01838272] Distance 6.277704064246756 Each least square approximations [-6.33731543 -0.29211517 -5.35593527 -0.8907541 -3.03688852 2.2713277 1.10379457 2.83453495 0.77416429 -0.04818717 2.32954875 -1.84909977 -1.09637334 -0.47003101 -0.68500553 1.02926694 -3.14175871 1.99385144 -1.23019672 -0.76892649] Distance 8.779488574038371 Each least square approximations [-6.29876321 3.85949378 3.9530366 -3.04457546 0.06272457 -1.50075221 -0.11628428 -1.19640415 0.56781973 2.18180362 -0.09440618 1.60856834 0.99776298 -1.26123359 1.80628903 1.31520152 0.99957018 0.83617621 1.47005943 0.56073345] Distance 9.807729870964637 Each least square approximations [-7.39698569 1.85346229 3.05561161 0.89450665 -0.67510157 0.64669765 -3.71351063 -1.86199826 0.95985663 -0.0084593 2.11526828 1.59573826 0.71166342 0.98554809 0.27463479 -0.84357601 0.48093708 1.21376027 -0.28936581 -1.22753855] Distance 9.943311963375127 Each least square approximations [ 7.51602326 0.62728299 1.90382084 -3.55735394 -1.55647575 3.51294885 0.10565779 1.35302819 1.02617757 -1.09960027 -0.31783297 -1.05971904 -0.98370481 -2.02956307 1.96330771 0.47729479 2.02563495 -1.13311588 -0.23852117 -0.12025965] Distance 9.534556294492496 Each least square approximations [ 5.46972293 4.56746261 -0.03229344 -2.58199732 3.59896788 -0.21683126 1.12337816 1.34470036 0.55849498 -4.6616147 1.86407396 -0.47505794 0.15454444 -1.65355386 -0.2920817 -2.44878643 -1.66264355 0.16565337 0.10954016 0.41336407] Distance 9.36565431215044 Each least square approximations [ 7.65999585 -2.10266856 -0.95675216 -2.21200716 0.7394022 0.66727304 -2.59827612 -1.14962792 -1.04973917 0.39185548 1.64099361 -1.18448578 -0.36266102 -0.63080139 -2.37215018 -2.69747597 -0.69787149 -1.56480505 0.18483225 1.41324421] Distance 9.852370947998946 Each least square approximations [-6.13594353 -3.06021384 1.87845552 3.36317296 -3.13871364 -0.55215167 -0.53024583 -0.51906593 2.3186125 -0.90473838 -0.11370764 -1.09162342 1.16043909 3.21026272 -0.78168283 1.26565754 0.36325355 -1.4422165 -2.95206228 0.95263705] Distance 9.650416626122 Each least square approximations [-7.23539912 0.32301621 -5.64514704 -0.83962951 -2.92161869 -0.98754426 -3.07852896 0.32795585 -3.56823323 -0.23341948 2.13761279 -0.31974623 1.3254654 0.03464945 -1.19065429 1.63209504 -2.16957571 0.6353429 -0.6467024 0.96770518] Distance 8.3541978917872 Each least square approximations [ 6.31528139 0.94782486 -0.12998557 -0.93693652 -2.51246763 2.7624865 -1.18647768 -1.96417417 -1.12703005 -2.85929456 -1.82041734 -0.75115314 0.29588744 -0.25292412 -0.46812975 -0.29511547 0.6132545 -0.42763865 -1.35650845 0.49419944] Distance 11.241417166274275 Each least square approximations [ 7.01045373 1.8409993 -2.72165424 -3.48513718 0.98571613 0.27910186 -0.21743478 -2.50471397 2.58731913 1.54998782 1.63604448 -3.33428845 0.11390853 0.9163327 1.54978133 0.6548223 -0.85456196 0.8896368 1.03761432 1.88169028] Distance 9.56592649459554 Each least square approximations [-7.70030147 -1.91771306 -0.65792569 -2.44966333 3.32445498 -0.28551087 -0.675663 2.99668516 -1.65969955 1.09261392 1.90355333 0.35049565 0.16586218 -2.21806346 0.49149606 1.02381432 -0.77737149 1.28747194 -1.75420319 0.77765936] Distance 9.686485481649292 Each least square approximations [-7.9121138 -0.36410681 0.38146461 1.31072788 -1.80736794 0.9773117 2.0367941 -1.78946792 -0.53235893 1.26051877 -1.52360875 1.91074943 0.09787175 -0.18727608 -0.35021029 0.37616413 1.37978079 -1.17687056 -1.04694169 0.28587325] Distance 10.718661050999708 Each least square approximations [-9.64250111 -6.24543223 -2.8208295 -0.0859294 0.10298477 2.13106905 -2.57800921 -0.08417924 -2.21897834 -2.43428771 1.04398854 -1.20552069 0.56186881 0.73032378 0.44734869 -1.56238677 0.68861719 0.37386364 -0.36961537 0.88376927] Distance 5.840563852789149 Each least square approximations [ 7.96903714 1.0884625 1.3876229 -3.12809663 1.42669821 0.85511698 1.59556406 0.02701559 -0.79287832 -0.2589755 0.20221648 1.36386053 2.38470429 2.89869728 -0.15852483 -1.63352813 0.73328131 -0.33690612 2.04875963 -1.1048873 ] Distance 9.824301243732094 Each least square approximations [ 7.84611951e+00 -2.17177846e-01 7.15939306e-01 -3.53815526e+00 -1.53435528e+00 6.64084159e-03 -1.48314795e+00 3.59654982e+00 -4.49987476e-01 -2.48997519e+00 2.43240777e+00 -3.82420593e-01 1.20861102e+00 2.52484684e-01 8.13312422e-01 1.79968045e+00 -5.83404040e-02 7.63201242e-01 1.07730673e-01 6.05324943e-01] Distance 9.627916226115275 Each least square approximations [ 8.48584410e+00 1.62869969e+00 -1.20421718e+00 -2.73326793e+00 -1.58643984e+00 -3.90831725e+00 -9.77531513e-01 6.95588643e-03 2.37977876e+00 -2.02389064e+00 -3.34759073e-01 -5.36039223e-02 -1.65673915e+00 1.23170071e+00 -1.34211131e+00 4.19540589e-01 2.10333888e+00 1.18648215e+00 -4.51911670e-01 1.53515781e+00] Distance 8.766021716575747 Each least square approximations [-8.00021743e+00 3.80287028e+00 2.55668573e+00 -5.40915210e-02 -2.57568418e+00 1.85957390e-01 -1.58739957e+00 -1.63183976e+00 1.06529495e-01 1.09894222e+00 4.73099261e-01 -4.61475080e-04 4.55615257e-01 4.58714098e-01 -3.17147514e-01 6.60475925e-01 -2.12499724e-01 1.52729974e+00 -7.48689621e-01 9.59726276e-01] Distance 10.028282933621187 Each least square approximations [-8.10904491 3.63563072 -3.07598417 0.50423677 -1.97655888 3.15831654 -2.2048006 0.72290361 -1.54670663 3.7338764 -1.60411272 -0.57564464 1.15123175 -0.57006173 1.23285482 2.45115095 1.25473822 -0.08505111 0.94577453 -0.20425803] Distance 8.804260314054071 Each least square approximations [ 6.14335557 -1.68346357 -0.71487393 -0.45447948 -1.50079125 1.83448807 -1.16896951 -1.11976157 -2.00411456 -0.98933372 -2.46035329 -0.5505364 -0.74140865 0.14944083 0.11264655 -0.9145869 1.22572746 -0.33078326 -1.59855158 -0.35190748] Distance 12.239741443879499 Each least square approximations [ 7.53386089 5.16853731 -1.72466818 -0.90396536 3.21210139 0.84846988 -0.1605236 -1.16244781 1.65218081 2.61704704 4.16978975 1.08344625 -1.38128774 -0.41815984 1.89374624 -0.98234408 0.09153673 0.40566629 -2.67484888 1.1833772 ] Distance 8.557149927294375 Each least square approximations [-1.21382357e+01 6.77573856e-01 8.89549251e-01 -5.37300571e+00 -2.72626173e+00 -1.28601192e+00 -8.79191638e-01 -2.82048836e-01 2.33711717e-01 -2.06194103e-02 1.04563004e-01 1.17832797e+00 6.22385980e-01 -4.93692860e-03 -4.73252669e-01 1.18070517e+00 9.99382530e-01 -8.09373999e-01 1.41030436e+00 3.75852022e-01] Distance 4.665463878431508 Each least square approximations [-7.19530353 -0.90395666 -2.90421992 -2.6665006 -1.32789806 -0.22591776 -0.4542149 0.89947885 0.36227457 -0.08164677 2.81834007 3.09985075 1.35088353 -0.7423085 -2.56653425 1.18529971 -0.23773073 -0.12344889 0.1908762 -0.19316338] Distance 10.827661924806105 Each least square approximations [-10.2729365 0.1621357 -0.45067747 0.80270964 0.48348696 -2.81325239 1.03990744 0.97796844 -0.51004069 -3.03795213 0.02776146 -0.20259879 2.46472054 -2.62321562 1.09748 -3.30788088 -0.40526297 -0.57602433 0.21717937 0.86661301] Distance 7.992795311285518 Each least square approximations [ 7.34599637 -0.86780221 1.09204631 0.54973328 -0.06671444 2.25160417 0.84529424 0.91577383 -2.27297029 1.57628301 1.34801973 1.32190805 1.91109094 2.4391479 1.31725363 0.03400108 0.76282984 -3.11300302 -0.19334523 2.64683652] Distance 10.662895767080714 Each least square approximations [ 8.48753241 1.7290122 -2.96517196 -0.25938446 -1.58338771 -0.78555014 -2.63368062 -1.771013 0.83452938 -0.90237415 3.73716629 -1.7809168 -2.21167377 -0.99237174 0.60050911 3.13093111 0.15187443 -1.54307399 -0.66445871 -0.11856234] Distance 9.042863493407495 Each least square approximations [10.03733924 3.18115364 -6.30867528 -0.77594763 0.1415084 1.91421839 0.34883106 -1.26375879 1.17394194 -0.48308223 0.07151049 -1.16997849 -0.24157391 -0.90279491 1.37694298 1.32615131 0.26625689 -0.33713407 -0.74463891 -0.85797701] Distance 7.123524532845889 Each least square approximations [-9.07710931 2.2326474 -2.20160083 0.03835494 -0.74838633 -0.9644939 0.8004024 -0.5726522 2.72273772 1.54487773 -1.74708833 0.04442227 0.28173454 -1.93682401 -1.61195747 -2.56003287 2.06462834 -1.46378736 -1.74456004 0.33183971] Distance 9.291049893948015 Each least square approximations [-7.53161291 0.67427612 1.07578422 0.28033595 0.38568668 4.12700507 -1.38523824 0.40886286 -0.22984236 1.41855226 1.15371218 -2.12900851 0.74918563 -1.38567582 -0.76603689 1.6129667 -2.68334026 0.18374568 -1.974201 1.58301748] Distance 9.822240977751223 Each least square approximations [ 2.31505562 -1.48801905 0.42996045 -0.27102079 -1.04018113 0.4017929 -1.56502415 -0.73622193 -2.94068703 1.93589614 -2.64176804 -0.59065872 -0.7021961 -0.42928785 0.27655234 -1.83055853 0.35614472 -0.129562 1.30285049 -1.19281275] Distance 12.737220949266517 Each least square approximations [ 3.72497058 3.1849837 -0.29950019 1.49166323 1.88347398 -4.10490804 -2.56910123 -0.5166657 2.69056605 3.35499651 1.29274307 -0.69785484 -1.63571628 -0.08250588 0.50670074 -1.1301338 1.36699132 -0.99493447 -0.62315467 -0.33921315] Distance 10.934553859012528 Each least square approximations [-7.45335131 2.90615449 1.7202656 0.90536407 -5.75015143 -0.45549362 1.82009663 0.12191386 -2.37684182 2.03052551 -1.95589667 0.73586275 2.55015948 -0.34571188 -2.0292265 0.49606944 -2.36717498 0.27792602 -0.09485684 -0.1675133 ] Distance 8.134794910797172 Each least square approximations [-3.08626242 -1.2617601 -2.50279102 -1.67530142 -0.61884095 -3.23312886 -1.52716985 1.90068717 -0.31637333 1.45409995 0.95712303 1.52741288 1.62167528 -3.1960217 -2.40723583 1.52590221 1.25935596 1.49510629 1.15413741 -2.13740207] Distance 11.325800967485094 Each least square approximations [-9.20721944e+00 6.51447103e+00 -5.40820114e+00 2.31196100e+00 -6.69080789e-01 -6.54143442e-02 4.04241430e-01 1.56726384e+00 8.41500824e-01 -2.35676002e-01 -3.19508374e-01 1.39215983e+00 -4.01068255e-01 -6.39639178e-01 1.68031561e-01 7.40323545e-01 -8.05774436e-03 -1.56262449e+00 7.70699291e-01 -1.22814850e+00] Distance 5.293795480340583 Each least square approximations [ 4.98617393 2.91896546 -2.55992364 0.67567556 -0.82199173 1.887069 0.1373218 2.35134512 -2.37561037 0.58906963 2.03832171 0.66128379 -0.13771329 0.36413664 0.92802815 -0.13404835 -1.17730734 -1.26194889 0.46817554 2.82089696] Distance 11.333593835571293 Each least square approximations [ 3.57055723 -0.56365875 -4.61193582 -2.89640802 -0.49988174 -0.49961753 -1.49607453 0.19160549 -1.96283455 -2.07251753 0.63708767 0.86180855 1.51114781 0.06120778 -1.81397803 2.08537795 1.3076095 -1.45209128 0.10789733 0.55686589] Distance 11.5122424634591 Each least square approximations [ 4.82626257 3.59314897 -4.7963471 -0.23610056 0.73098732 -0.33086644 -1.43922549 -3.46892294 1.64654446 0.17703201 2.77654918 -0.44183558 0.05897212 1.03713701 -0.87057013 0.45998708 -3.7883642 -1.99691075 0.1800765 -1.0791536 ] Distance 9.754518768808614 Each least square approximations [-4.35856751 1.32706368 -1.54871215 -1.04396266 0.41527137 -3.77873962 -0.33574626 -0.45374719 1.20554683 1.15430398 0.03719768 -3.23358131 -1.42322419 1.96377287 -3.05178435 -0.47513175 3.04224443 -1.19298981 1.30681867 -1.09915291] Distance 10.959932750515177 Each least square approximations [-1.04442911e+01 -3.60957619e+00 6.17778250e+00 -1.07031559e+00 1.01607719e+00 -1.36453757e+00 -3.83515714e+00 5.33935943e-01 4.92623165e-01 -1.46366143e+00 -1.31823667e+00 1.30955759e+00 4.84050318e-01 -1.23334942e-01 -2.45708383e-01 -6.14012130e-01 -1.10782351e+00 7.74182584e-03 -6.72946449e-01 -6.94170948e-01] Distance 4.161873086271688 Each least square approximations [-0.43999739 -0.71898239 0.52808224 -0.90822361 -2.72847784 -0.55305291 -1.16189145 -0.90754681 -2.06920727 -0.07583084 -3.06302062 -0.12018564 0.20768469 -1.03596277 0.80372328 -1.15677385 -0.10717624 -0.13082932 2.49872002 -0.65005115] Distance 13.042279323239317 Each least square approximations [ 2.86032484 3.28601873 4.19284719 -1.06042777 0.33468791 -5.47870188 1.83880748 -1.52257416 1.83078922 3.49388329 2.56122819 1.1756794 -0.9591583 1.56850117 0.19656617 1.42675922 4.63864616 -0.70479711 1.88012047 1.19293449] Distance 8.710898503071627 Each least square approximations [-3.29658383 0.44737767 3.60516419 1.13922904 -5.03874817 -0.14504886 3.37737112 1.6367013 1.61698685 -2.30703927 -1.53515187 -0.34566715 1.36266092 -3.78552112 0.29310278 -0.34220842 -1.28532262 -0.5318745 -0.87440102 -0.22355007] Distance 10.531270174459559 Each least square approximations [-0.31991022 -2.38699594 0.57721913 -0.52631763 0.14873794 -4.61213503 -0.53970702 2.52183664 -1.06084816 -1.73228926 -1.15938634 1.34640626 0.00837195 -1.0303106 1.42752433 0.88578727 2.26499604 1.29318621 -0.36065878 0.32139922] Distance 12.359620883603593 Each least square approximations [-3.99437359 3.02820321 -3.33903395 1.77773238 0.64233311 4.91308217 0.88171374 5.36801581 0.7282329 -0.67227436 1.09343655 0.77718174 2.55263984 -1.48208334 -1.03838052 -0.83431825 0.68095384 0.96594772 0.26638434 1.84379607] Distance 9.674915913750642 Each least square approximations [ 4.35210124 6.85681044 -3.96210815 -0.53884825 -1.02307452 -2.17642574 2.17118837 2.38674824 -3.20527923 -1.52649392 -0.25933572 0.18651773 0.07137745 -0.09122389 -2.20287421 -0.74631483 -0.2318779 1.06255246 -0.14417332 -0.73189222] Distance 9.344023674961072 Each least square approximations [ 0.58730226 -0.04904595 -4.36605296 -0.69665002 1.1375593 0.29585869 -3.95656605 -0.71963768 -0.05053139 -0.87607602 2.46388941 -1.36007517 2.7476684 0.09315113 -2.04985113 4.41752546 2.58377029 -0.93136719 -0.44271544 1.35325707] Distance 10.878124646946034 Each least square approximations [ 1.73648587 4.25584308 -0.56815505 -0.77155816 3.21962459 0.48725544 -1.40932814 -4.46028217 3.63425174 -1.3415228 -0.03352302 1.82764712 -0.59136875 -0.25368087 -0.75182784 1.53634271 -0.66479847 -2.2838262 -0.82995946 -0.21638234] Distance 11.077324182195953 Each least square approximations [-0.61186039 0.24333432 -1.52075193 -0.41423097 -0.92563467 -3.01985938 2.80625317 -1.20895343 1.34996537 3.04559519 1.24740021 -2.47359938 0.70241124 -2.07366551 -0.40516107 1.08833063 2.07018967 -1.83196258 1.95871155 0.7694287 ] Distance 12.08728755495519 Each least square approximations [-4.2838711 3.58547309 -2.01137917 0.3082755 -2.55722508 -3.54074055 1.19420379 -0.69667059 -4.02907538 2.27616889 -1.10964975 0.06133958 -2.00459996 0.77956721 -1.06933529 1.86753276 -2.32902231 1.71877826 -0.84311661 0.02211257] Distance 10.895637921148293 Each least square approximations [ 6.4497298 0.32947621 -2.17755061 0.24355741 0.15732014 2.37722343 -0.31783773 -1.62102252 2.83337445 -0.99109709 1.86795959 1.326951 2.0286306 2.05515208 -0.67598587 0.19385682 0.70641242 0.56890478 0.13065996 0.32572587] Distance 11.708720344577275 Each least square approximations [ 5.9589544 0.19471104 0.9187936 -2.25730471 2.75896414 3.39459649 -2.06312823 -1.9674693 1.82398327 1.00870758 1.01563106 -0.46874059 0.34004737 -0.63053095 1.61849392 2.51850991 -3.25512013 -1.72335407 0.28223065 1.70733967] Distance 10.754823394446692 Each least square approximations [-6.50879457 -1.56496356 -0.71049993 -4.31614448 2.63707711 -0.40333285 1.83368698 0.63074282 -0.34364204 -1.51930262 2.3036384 4.05531218 0.16168806 -0.48794359 1.09407919 -0.92477946 -0.00856685 1.77112224 0.23013403 0.30507842] Distance 10.556727914153381 Each least square approximations [-11.2234497 -2.14240167 -4.49342071 5.94750669 -0.63531314 -1.34919721 1.46395873 -0.84108753 -0.01763642 0.6156786 1.85528621 -0.04138258 -0.76712466 -1.47940616 -0.20121069 0.30444743 0.76842398 0.0435227 0.29811949 0.9587468 ] Distance 4.0643953337673535 Each least square approximations [-6.68849891 -4.54674485 -0.18704089 2.88508929 -2.15383868 4.73736035 -0.79754597 -0.52506489 -1.85434716 0.24991055 1.41564846 -0.59521941 -0.84269318 -0.23929139 2.24505602 1.58517094 -1.60916401 -1.68873398 0.35219324 0.91673908] Distance 9.679908023522263 Each least square approximations [ 4.95293736 -0.53579298 5.23954158 -1.18391497 2.28520076 -0.73889568 -3.75673327 1.16634106 -3.08218542 2.80985571 -0.59123209 -0.93016344 1.51956859 2.95762643 0.27952033 -0.67953486 0.90590894 -3.54640217 0.06904024 -2.09284988] Distance 9.651095645024993 Each least square approximations [ 9.52793266 0.26477606 -3.59305141 -1.37840189 -1.17272434 1.60246833 -0.55097313 2.85895209 -1.8368468 -0.18243683 -0.77166874 -0.30053541 -1.5852738 1.08478363 -0.27681956 -0.3295514 -0.36002938 -0.03084029 0.24977475 -2.35800365] Distance 9.178445458464832 Each least square approximations [ 8.85240901 2.0542108 2.24718098 -1.12188054 -4.27043302 0.24186527 -0.85161217 -2.51505132 0.12678236 2.03422749 -0.70377376 0.08119968 0.2728219 0.99818158 -1.7250816 2.40710716 -0.15967514 4.20761553 -1.65820261 0.59226873] Distance 8.15359445374062 Each least square approximations [-10.65764964 4.9752474 -0.8350469 -2.32169859 -2.32064939 1.80787236 -0.33108771 -1.3457093 -0.50357373 -0.27491402 0.47201073 -1.71388939 0.10251438 -1.23618377 0.05390959 0.75448531 -1.70848817 1.12466921 2.2513371 0.72434683] Distance 6.757914798407461 Each least square approximations [-3.67081192 2.21628905 -1.57828659 5.13131273 -1.10294647 -4.50113322 4.59910209 0.66412437 -2.08256133 -0.19970643 1.62747308 1.98966763 0.79628744 2.33804159 1.04284505 -2.70663213 -1.39971476 1.79223692 0.21351313 -0.66747695] Distance 9.503360817402331 Each least square approximations [ 7.55203664 0.42299067 -0.42156254 -0.4778726 -0.76340903 3.01657102 -1.71681363 0.31631415 3.43365364 0.22214491 1.47338566 0.38523615 -0.15362048 1.1803877 -0.04185425 -0.0823902 -1.69973081 -0.15486216 2.16614646 0.58583605] Distance 10.856862429966737 Each least square approximations [ 6.65714473 -4.05665185 0.51137861 -0.52183682 3.25697023 -0.66008704 -4.32500181 -1.18948596 -0.24882489 -1.91152133 0.13892976 -0.46305031 1.41002464 -1.49389959 0.12819529 0.60856479 -1.21186976 -0.83297473 0.64893351 1.23134202] Distance 10.325903892838836 Each least square approximations [-2.9331429 -5.92176722 -5.37311035 -1.01867313 1.34738141 0.25207922 1.04375919 0.69880499 0.90639601 -0.6873376 0.72981822 3.23125889 0.05170199 -2.61072309 1.44425788 0.43634793 -1.9854135 2.76157277 0.63896511 -1.03639022] Distance 10.015178821075114 Each least square approximations [-8.81782388 0.67556171 0.65503308 0.5127974 -2.25499325 -0.46862648 -0.70479376 -1.11596512 -0.28706469 -0.64955689 0.4511297 0.99076288 -1.17749445 1.71686224 -1.75894588 -0.40513333 1.3633214 1.04515319 -0.30690621 0.53241157] Distance 10.639212573534694 Each least square approximations [-4.88762738 -5.48319261 6.77259329 3.65282661 -0.96074315 4.98977757 -1.18377703 1.19321829 2.19455474 -0.43707365 -1.84809799 -1.3249179 -1.62475981 -1.42406104 0.640063 1.78045303 0.09109543 -0.90301472 0.08639841 -1.06635643] Distance 7.038961475017922 Each least square approximations [ 6.00661571 -3.15499806 2.95291212 -1.96750729 2.31788703 -1.33391758 -3.57960646 0.71697453 1.9443428 -0.95937408 -1.14532358 -0.52699834 0.38948444 -0.82010701 -0.43430405 -0.61275144 0.79000648 0.59008356 0.52154914 -1.22057694] Distance 11.056020465332466 Each least square approximations [ 6.82037606 1.08183276 -1.63567882 -3.84234626 5.67002053 1.65579274 -0.33415991 0.83140597 -2.30585845 1.8941082 -1.43794304 -1.09366404 -2.10898416 1.38788991 -1.77804439 -2.56101099 0.97862047 1.32561083 0.64382301 0.68829412] Distance 8.891889852834613 Each least square approximations [ 6.65332818 -3.88677076 2.16217523 0.10400291 -2.48588033 -1.61709747 -3.99048412 -0.41261845 -0.72080358 1.34963476 2.58457179 2.03719088 -0.5570776 1.02771545 0.49893357 2.88288551 1.04923592 1.63592228 -0.61698284 0.38804113] Distance 9.767175425429583 Each least square approximations [-7.69963523 -0.14635703 1.68606854 1.37096756 -0.7750807 -1.16364558 -1.56849268 -1.42667352 -0.48948513 2.19826562 0.03885807 -0.67347601 1.32725726 0.72433903 1.03240423 1.47474691 -2.55347756 2.28830739 1.60607812 0.1737043 ] Distance 10.763518826776604 Each least square approximations [-4.6235137 4.26526128 -5.46299952 4.67019906 1.32842103 -2.55683105 1.09152251 3.37289546 -2.86543298 2.48837748 0.27979638 -1.42908704 1.32260312 -0.13925594 0.38456019 0.48399913 -0.56010807 2.65768767 1.51669947 0.00824733] Distance 9.55144901836478 Each least square approximations [14.54018202 -3.14354862 -1.96923908 -0.28767278 1.6889157 0.02472606 0.30932761 -0.81873899 0.0650353 0.0994574 -0.46554173 -0.28305111 0.26895444 -0.38361194 0.51322208 -0.11164012 -0.19201438 0.52278475 -0.72005713 0.21775452] Distance 1.0560510621992418 Each least square approximations [10.92526374 -2.16319991 -4.51386427 -0.81133462 -0.94517681 0.34615129 -2.41468391 -0.08727655 0.0571234 1.58714212 1.53713473 2.29370984 2.38807791 0.39650796 1.00143987 -0.31808936 -0.19485653 0.18894688 0.60987349 0.40516174] Distance 7.875941988897484 Each least square approximations [-9.05677783 -5.13438479 -4.19804212 -0.94383781 0.84948297 2.75944487 0.74808419 -0.40220403 0.29968193 0.72532609 0.98283122 0.57557411 -1.39425576 -1.12944611 0.28015826 2.41625683 -2.80409529 0.9858571 1.16192717 -2.21298674] Distance 8.341780176016266 Each least square approximations [-10.36896958 6.86604077 2.43378035 -1.6495594 -3.66317367 -2.43917396 1.62079885 -1.5461573 1.59459237 0.32554332 1.68653056 1.24015687 1.11484635 -1.4162981 -0.2218526 0.80743032 -0.42505328 0.89649176 -0.2446752 0.39767711] Distance 5.639536257797243 Each least square approximations [-9.06588411e+00 -1.70508746e+00 6.58726746e+00 -3.05801942e-04 -1.86426070e+00 1.83264530e-01 -2.21858466e+00 -1.04941416e-01 -2.28986094e+00 -1.87673841e+00 -9.04842964e-01 -4.30873341e-01 1.94801146e+00 1.00190737e+00 4.26886608e-01 1.10275274e+00 2.63834511e-01 -5.67351765e-01 -4.10875073e-04 -6.59263045e-01] Distance 8.82900383010524 Each least square approximations [ 9.62568163 -3.23997947 3.98047139 -3.18531183 0.41828816 0.66722772 -2.26672727 1.06930803 1.54037818 3.62588732 -3.53482792 0.53274418 0.16339575 -0.94635951 1.53764307 2.26445835 -0.4049253 -3.17103453 -0.07505629 0.49404317] Distance 6.960657206215202 Each least square approximations [10.04795761 4.6190786 1.87064382 -0.47983849 3.78345227 -0.79224857 -0.2901449 -0.88479448 -1.84137341 -3.31985419 1.66018522 -1.72836781 -2.19961575 -0.01432119 -1.21314979 -2.75815972 -0.29801922 -0.66696754 -1.71960332 -1.25026044] Distance 7.121302491797383 Each least square approximations [11.14094973 -5.49784468 2.10249299 -1.96769851 0.28207512 1.62456375 -2.57799732 -0.3225631 2.42124138 0.13331757 2.6181944 -1.0465522 -0.43196442 0.34289446 -0.68232792 -0.40019072 -1.29192973 0.69477613 -0.33340136 1.9770781 ] Distance 6.215771114735853 Each least square approximations [-11.03500123 -4.79943254 0.39119223 1.29540103 -3.05218905 -0.73645777 -2.18029652 -1.40674837 -0.02889239 1.33657723 0.29817296 0.19195654 -0.59014204 1.95348804 0.46109189 0.51053726 -1.84624262 0.45587463 -3.10972829 0.81178012] Distance 6.924730785189872 Each least square approximations [-1.40611412 2.51781192 -2.07976606 1.36663631 -2.72714299 -3.20966176 2.27913558 1.5521463 -1.4166082 0.07912577 0.46453235 1.71608263 -3.37504921 0.68110664 0.81875967 3.2558222 0.66767652 0.64751 1.31966251 0.4825713 ] Distance 11.783427043640243 Each least square approximations [ 5.47197992 1.33550338 -1.59987387 -0.55831485 0.31415598 1.71704759 0.60714331 -1.34979261 2.92490307 -1.73516347 2.78187921 0.65860348 1.80586818 1.50580204 -0.75460196 -0.03947466 0.62329101 1.68692154 0.24892319 0.24098508] Distance 11.866476171851682 Each least square approximations [ 3.29525386 -1.35272046 1.75792616 -5.08503161 1.47738452 4.49992296 -0.98697846 -0.66007019 1.7073759 -0.46005444 -0.15170924 2.4578617 -0.16132399 -1.64382248 2.93117248 0.78211565 -3.13926582 -0.73294076 2.26344334 1.30997256] Distance 10.296036211484697 Each least square approximations [-2.82978567 -1.74232072 -2.45278813 -4.41945642 4.47965187 0.49308015 2.71176513 -1.42831356 -0.83160335 -2.62562052 -0.42865425 1.46497986 -0.91745288 -1.23371278 1.6576662 -0.78026075 0.84894809 0.78194935 0.3858503 -1.50606773] Distance 11.142716379110201 Each least square approximations [-8.40638179 -1.87780965 0.92594031 6.03950688 -2.99772053 1.4542007 2.70221446 -0.47512817 -0.15009108 -3.22648191 1.88828102 -3.10572543 -0.63037519 3.14368799 -0.91777429 -0.76379811 -0.88715725 0.04027912 -2.05795068 0.35139363] Distance 6.260057090384405 Each least square approximations [-2.64544465 -5.12245455 2.69209591 1.64900395 -1.8219953 3.71125288 -0.15938739 -1.51449938 0.94729837 -1.17355399 -0.67484245 -0.74474122 1.01244099 1.98372063 1.96424325 1.29813739 0.14217604 0.09957987 -3.06304894 1.59914879] Distance 11.021155552265393 Each least square approximations [ 3.90836927 -1.10346884 4.73377298 -0.43607015 1.84443809 -1.81199674 -3.69149014 0.28430588 -1.18468003 4.17053194 -0.07393069 -1.06484868 0.16521996 1.47989315 0.33720149 -0.17862554 0.05549382 -2.62913164 -1.04215827 -2.91828353] Distance 10.561177277647113 Each least square approximations [ 6.75410023 -3.68041529 0.78083304 -0.05232687 2.24463433 0.28840273 1.05275335 0.56164724 -1.23794292 1.81416709 -0.75813419 -2.03055755 -3.33814461 0.02487685 2.35480423 -2.1833314 0.87467548 -0.76824131 0.69827408 -1.2646269 ] Distance 10.445085064538663 Each least square approximations [ 4.25300237 -0.59545152 3.02645035 -3.12138376 -4.57354441 1.17905825 -3.70304049 1.0913399 0.98847447 1.71948196 -0.0638729 0.06325831 0.93108908 0.99001606 1.87473466 0.62558124 1.93092455 5.10206443 -0.75344147 -0.86318103] Distance 9.722002364936621 Each least square approximations [-6.16524888 4.06207032 1.91378552 -0.35229876 -4.3561566 -0.02743397 -2.37116828 1.97089096 -3.11002219 -0.15635129 -1.12229346 2.35886823 0.40023647 -3.22282621 1.5563083 -0.0808965 -3.61461149 0.59863068 0.29595769 0.42921939] Distance 8.936882390833308 Each least square approximations [-7.42657262 1.05465164 1.77955272 1.4353216 -0.23160442 -4.27513169 2.86236092 -2.23693977 -1.50567502 0.46694275 -1.1603387 2.01645757 0.18919742 0.9012192 1.86965823 0.65663243 -2.29421907 -0.00996733 2.12432817 3.37630443] Distance 8.575657710760867 Each least square approximations [ 4.30094821 1.27288808 0.70786179 -1.09931949 -1.24793095 2.13149436 -1.63503197 -0.34341746 0.85756489 -0.23566974 -0.83247785 -0.14211385 -0.5962134 0.51909776 0.21368698 -0.40950135 -1.7229982 2.06108249 2.03723214 -1.21186421] Distance 12.430310753669035 Each least square approximations [ 8.14441123 -1.18077549 6.47193466 1.12011882 4.98264657 -2.45276351 1.36002786 0.40695762 0.80970393 -0.73505174 -0.73672642 0.40530224 0.06967998 1.17080273 1.48625046 1.031429 0.58815142 -0.29057753 1.70482523 -1.3293444 ] Distance 6.710509578662752 Each least square approximations [-3.24572925 -2.46198095 -4.76292385 -1.69183221 -3.86661359 0.02087409 3.8464328 0.22579363 1.06156435 -2.51599406 -1.08904368 0.52555743 -1.50524289 -2.02997756 -1.05539294 -1.93897664 0.01810387 0.66902418 -0.73251621 -0.0574784 ] Distance 10.358686977200968 Each least square approximations [-5.83118491e+00 -2.78304690e+00 3.34539802e+00 -1.80571405e+00 7.67354783e-01 -3.09515584e+00 -1.70048710e+00 -1.50172928e+00 -3.72952034e-01 -1.19041241e-01 -1.16833965e-01 -3.37600332e-01 4.61582564e-01 1.46517323e-03 3.43952801e-02 3.62280603e-01 3.01495235e-01 3.39070874e+00 -5.57886424e-03 1.18940599e+00] Distance 10.736186670550834 Each least square approximations [-4.75614166 0.45497285 3.04126659 3.43082358 -1.54516684 1.94347924 -1.21195334 1.25255898 3.74993521 1.69336043 1.14315415 1.83662044 0.8588052 0.07259726 0.05756011 -0.0283258 -1.03725754 1.63666472 0.84885502 -1.34934023] Distance 10.895332525222383 Each least square approximations [ 6.55941726 2.2783493 1.15048679 -1.54348606 0.36996312 -1.76561038 -3.7520038 1.74356183 -0.11627941 -2.46136068 -0.06428108 -0.59736659 0.1253446 -0.26033396 0.45097718 -0.2767818 0.30442309 0.83149989 -1.59695538 -0.57477167] Distance 10.84689256241568 Each least square approximations [ 5.01296242 -0.59683945 -3.46371794 -3.37087761 4.43209221 1.3094058 -2.16989257 -0.58005944 1.23630443 0.59220506 1.79133897 -0.52265479 0.63579424 -1.41187935 0.15951309 -1.04268737 -0.66686616 0.42753365 -0.49346286 -0.09410457] Distance 10.742915123865473 Each least square approximations [ 4.3078193 -0.51158787 -0.33317357 -2.35084653 -1.33153875 1.51513833 -2.91116987 -1.32194374 0.06257644 0.03624054 0.88382785 3.21740336 1.39994549 -1.16345843 -0.10623381 1.15129154 0.42838096 0.23812755 -2.76302029 -0.22069815] Distance 11.74527679816508 Each least square approximations [-4.35779367e+00 1.03312876e+00 1.36773278e+00 2.20884334e+00 -2.31745862e+00 -2.35714493e+00 2.32850182e+00 2.51522911e+00 1.10647824e+00 2.74295061e+00 -7.76949198e-01 -3.61087510e+00 1.15905543e+00 4.18934202e-03 7.61988468e-01 2.29263632e+00 7.86970610e-01 -3.01359170e-01 3.81924525e-01 1.09367228e+00] Distance 10.922714227005255 Each least square approximations [-4.5541334 4.71845772 -4.24458434 5.36489143 1.37873817 -1.86631396 0.9499481 3.61632482 -3.46856918 1.86482934 0.59794549 -1.91762188 1.8716682 0.63724278 0.4896621 0.77238263 -0.90822636 2.30699902 2.62142817 -0.39635245] Distance 9.31568356595817 Each least square approximations [ 1.41567226e+01 -5.43237403e+00 -9.46208112e-01 -2.11601673e-01 -5.85476280e-02 4.99387290e-01 3.48224588e-01 -4.28989982e-01 1.29313370e-01 -2.01175668e-01 2.14870525e-01 -6.88471997e-03 -7.28019142e-02 -4.05209171e-01 -4.36582691e-01 5.30282004e-02 -2.52479314e-02 2.04951493e-01 3.56194255e-01 -1.47114903e-01] Distance 1.155259624290542 Each least square approximations [ 1.06061596e+01 -2.20813449e+00 -3.74020262e+00 -3.02855853e-01 -8.93805735e-01 -1.48031239e-01 -2.39754880e+00 -4.35379176e-01 2.05498796e-01 2.36915399e+00 1.92423131e+00 2.31116605e+00 2.54883029e+00 -5.89831973e-01 1.27986105e+00 -4.84037292e-01 1.46080520e-01 -3.48659251e-02 9.99101841e-03 6.58238483e-01] Distance 8.446057462401779 Each least square approximations [-8.5886766 -5.49142358 -3.56207802 -1.78730361 -0.01804771 3.14380808 1.05766053 -0.04377877 -0.30425288 0.78753177 0.97185903 1.50625694 -1.41422708 -1.35673652 0.38868158 2.98410839 -3.01152804 1.35919027 1.43578265 -2.53026513] Distance 8.148751718579307 Each least square approximations [-10.01771172 6.63914147 1.84678693 -2.03713367 -3.83896756 -2.38672214 2.51805549 -0.89618493 1.89332307 -0.2465709 2.37105082 1.80685625 1.41368835 -1.23273454 -0.62353337 0.22295892 -0.10136152 1.53264029 0.32665355 0.25040004] Distance 5.901291017352158 Each least square approximations [-9.17537021 -1.57699271 6.57902376 0.49801806 -0.83411451 -0.06672244 -1.49786355 0.80433306 -2.77938542 -1.63856678 -1.1874546 -0.24173935 2.1673438 1.06268598 0.87848911 1.80344767 0.81519358 -0.5713282 -0.14831319 -0.76236616] Distance 8.734630073747251 Each least square approximations [ 9.78746591 -3.6565997 3.40814249 -2.72530281 -0.66461408 -0.10364698 -1.77304096 1.61768789 1.95839853 3.51717025 -3.88661473 0.61292297 0.20379621 -0.74495361 1.75988727 2.90975228 -0.58513213 -3.16623723 0.22487455 0.17725252] Distance 6.685490478054159 Each least square approximations [ 9.52114249 4.31942404 0.65862161 -0.53148877 3.87377501 -0.98376896 -0.18680163 -1.71504945 -1.28532174 -3.72525383 1.91882323 -2.01647464 -2.25920239 0.58536839 -1.17931107 -2.74333687 0.40325814 -0.18979955 -1.54579177 -1.56116675] Distance 7.859479529656215 Each least square approximations [ 1.12626246e+01 -5.73108128e+00 1.71074155e+00 -8.13252288e-01 5.89456805e-01 2.45679646e+00 -3.39097589e+00 -7.83754472e-02 3.00477618e+00 6.18644383e-02 2.27167319e+00 -4.62748391e-01 -8.39318513e-04 1.13486592e+00 -6.27142949e-01 -1.05935705e+00 -1.48571487e+00 5.59161672e-01 -7.96661110e-01 1.66179054e+00] Distance 5.396179748654927 Each least square approximations [-10.80803314 -4.34621358 -1.05495953 1.81911646 -2.96788349 -1.54322937 -2.05553514 -1.39497301 -0.60819379 1.59385682 0.41962386 0.43614892 -0.69542455 2.02716748 0.29011139 0.84414508 -1.92623254 0.69542368 -3.58581769 1.21517663] Distance 6.980856281651151 Each least square approximations [-6.77597312 4.7629551 -4.75469667 1.07843921 -2.56698575 -0.81740653 1.61600184 -2.09220581 -4.70471408 1.09046081 -0.25969529 -0.61087397 0.29416289 0.6802975 -0.50766694 3.1368488 -0.61984913 1.21063056 -0.73044293 -1.44869352] Distance 8.26664698130766 Each least square approximations [ 8.00643357 0.39143837 -1.09855814 -0.73933506 -1.52440963 4.28714444 -0.72703563 -0.79868643 1.054962 -3.44391244 -0.74375889 -0.02863099 0.92986306 0.75496172 -0.36360281 1.06956243 0.85357211 1.1195203 -0.77302234 -0.04726631] Distance 10.351185175413368 Each least square approximations [ 7.89726519 0.70536957 -0.97157917 -2.61324917 4.7056516 2.29513758 -1.53002478 -2.81398912 1.12114136 1.65753714 1.97625773 -0.66691693 0.52166981 -1.4582546 1.01337677 1.20853961 -2.86481092 -0.74418361 -1.64090052 0.79304101] Distance 8.956312410478917 Each least square approximations [-9.83150903 -1.70741738 -2.16579575 -4.42672679 2.22290731 -0.64861055 1.34107874 0.14408244 -0.46079133 0.12722291 1.67815143 5.12229729 -0.40737027 0.92558349 0.47679896 -1.03566127 -0.25608429 -0.01492276 0.6999443 -0.32297885] Distance 7.109121687074202 Each least square approximations [-11.46933637 -0.75178844 -4.26462845 0.05532232 -0.96282213 -0.996649 1.73075654 0.0420698 0.68637713 0.11347435 -0.26867135 0.20234177 0.09231646 -0.52208661 -1.09347254 1.36152269 -1.62518383 -0.18008343 0.63739115 1.06585059] Distance 7.105234919538637 Each least square approximations [-9.87050223 -3.95298482 1.31992073 0.48056585 -2.00875528 1.46408697 0.61829888 -0.43602197 -1.94975388 1.885949 1.68468222 -0.46908063 1.97343069 0.43952195 2.87283453 -1.21280192 -0.7125946 -2.36391274 0.80942536 0.41428815] Distance 7.805035568788348 Each least square approximations [ 7.51889902 -0.6301933 4.87856182 -1.1748775 2.70984638 0.55595829 -0.93969395 2.53257996 -0.11134293 0.82152558 2.25251852 0.08004626 0.9753641 3.71784791 0.9027898 0.07703443 0.62964412 -3.98124472 1.93475439 -1.05668474] Distance 8.62071183365923 Each least square approximations [11.34911834 1.13372722 -2.09960875 -3.69392628 -2.61365042 0.54387314 -2.66604447 -0.6389826 1.86403726 -1.10849637 0.41866919 -0.31064788 -0.83438341 -0.03520489 0.89732235 -0.24767459 0.06341757 -0.6368772 1.28485757 -1.84711773] Distance 6.249059481722605 Each least square approximations [10.72289343 1.18603391 -2.01980737 -2.29820595 -2.45536188 0.360823 0.17971295 -2.19843714 0.16671746 0.47607006 -1.16802716 0.33258242 1.95730693 1.10977509 0.47412779 0.83511454 0.36302073 3.00264374 -1.78013077 1.45256169] Distance 7.411679823310769 Each least square approximations [-12.80153463 5.14417329 -0.76164049 1.67032291 -0.38885134 1.54283434 1.7487799 0.32216534 0.18501385 0.68150791 1.16885261 0.2744718 -0.10445196 -0.46318257 0.59839391 -1.15988624 0.19607868 -0.27339477 0.1551099 -1.41295799] Distance 2.904878759591047 Each least square approximations [-7.87637292 0.39089828 -0.05691814 -1.09759716 -1.69426641 3.93001517 -1.68745934 1.88275715 0.33130584 4.49229908 -1.48524436 -0.27125539 -1.62931726 -0.51045104 1.4497589 2.43890575 -0.61271012 -0.54782275 -0.40252192 0.18922777] Distance 9.056194124960573 Each least square approximations [ 3.5216269 -1.20345601 -1.05577243 -0.19998891 -0.3203388 -0.27743709 -0.40070561 -1.18762653 -2.70217282 -0.7051917 -2.46437451 -1.05516111 -0.73978106 0.20605159 0.6652172 -1.24256748 1.19108306 0.04247406 -0.63793805 -1.18967028] Distance 12.9216586865873 Each least square approximations [ 5.69919629 5.78326345 -0.08140289 0.42135553 1.66396987 -1.82117623 0.88477902 1.5676074 2.5027967 2.1857042 2.7669145 2.12195431 -1.1390339 -0.19864257 1.6217569 -1.56580845 0.74632727 0.54865685 -1.35777493 1.92068709] Distance 9.64796533429768 Each least square approximations [-9.95443313e+00 4.78145534e+00 1.76731911e+00 -3.45485620e+00 -4.37479208e+00 -1.55540195e+00 2.15649808e+00 -2.12182987e+00 -5.16291110e-02 1.40096971e-01 -1.25800276e+00 -1.35766696e+00 -2.64852762e-01 -5.94833858e-01 -6.42700289e-01 1.73979719e+00 5.91626580e-01 9.24758948e-02 6.83597690e-01 4.41301238e-03] Distance 5.354253188525121 Each least square approximations [-3.53297348 -1.59338739 -1.4796932 -1.30666759 -1.83632952 -2.42354838 -1.40580882 0.72735855 -0.06062765 0.18343512 2.44749106 1.8675739 0.40389192 -2.17560264 -1.48864213 1.57733793 1.60717667 0.83055089 0.04527263 -0.12071127] Distance 12.306716252106007 Each least square approximations [-7.64431472 5.04886077 -2.30538363 1.90016557 -0.87598324 -1.50259915 -0.16428382 1.02269872 -0.55433007 -2.91189545 0.70757762 1.25761363 3.12742659 -2.45869965 1.39267967 -2.93287303 -0.76936632 0.72879608 -0.51404012 0.24180786] Distance 8.300448141160471 Each least square approximations [ 4.81271711 2.01799375 -0.05549999 1.01402087 -0.8964005 2.50609639 -0.4273972 1.87690935 -3.34423798 1.81974109 0.3138879 1.86076497 0.26082558 1.64312107 1.96830556 -0.3954877 -0.57628006 -1.78315397 -0.53557749 2.79141112] Distance 11.359067315237379 Each least square approximations [ 5.80170696 -0.47360783 -3.24374967 2.1582644 -0.55740273 -0.95142162 -2.32279537 -0.63409983 0.35885356 -0.95440739 3.63594602 0.10602939 -0.90014339 -2.19312201 -0.40629037 3.11008223 0.54079271 -1.42560273 -1.20254726 0.33196192] Distance 10.716429669504668 Each least square approximations [ 6.60159644 4.93216583 -4.49309309 -0.95496273 0.62610951 2.08322887 0.05713195 -1.55586339 2.93453476 0.07836148 0.5101754 -2.09633491 1.00567739 -0.79698162 -0.37574596 -0.03254349 -1.59897785 -2.14278135 -0.49936488 -1.87895205] Distance 9.076166198414521 Each least square approximations [-5.27260998 1.48425077 -1.40517937 -2.0459077 -2.01420041 -1.63267172 0.7606834 -0.11846423 1.83624995 1.04491831 -1.02168917 -1.11205354 -0.02511127 -1.47961646 -1.44657908 -3.10331428 3.69333452 -2.14532647 -2.43525152 -0.54080424] Distance 10.766937505066322 Each least square approximations [-5.11317306 2.29743444 3.27955362 2.67346211 2.07204542 4.53168061 2.49701585 2.97770941 -0.73365255 1.86558253 0.27188728 0.1007813 -2.14813647 -0.42859595 -0.20638144 2.11191452 0.20645378 0.71957593 -0.43748302 0.99871365] Distance 10.257767349498323 Each least square approximations [ 3.69470744 -3.18980567 0.94336896 0.59790581 -0.64325389 -0.35549158 -1.65494868 -0.01826135 -0.36664879 0.84505398 -1.75424827 0.62826285 -1.62920809 -1.3088576 0.91377925 -0.41103622 0.32121164 1.19856587 0.32153219 -1.08277475] Distance 12.991213511267798 Each least square approximations [ 3.77992582 0.23161098 -0.19373152 2.24860912 3.2439367 -3.34591244 1.69262144 -0.40571869 -0.52888801 1.71924948 2.16383255 3.98676505 1.26990616 -1.19950841 -1.4853474 -0.2298636 1.36429134 -0.30918649 -0.95549838 0.91786908] Distance 11.515799863171303 Each least square approximations [-5.89541057 1.35678365 -0.06060478 0.53212032 -5.18891694 1.01293498 3.96775361 -4.31474855 -0.74357545 0.76536322 -1.3624426 -0.01630046 1.84179591 2.34795317 1.84233664 0.72128828 -2.54964678 3.16764637 1.6957573 -0.05245161] Distance 8.672330132294041 Each least square approximations [-2.9254593 -1.53297658 2.23296099 -4.54009195 -1.15000502 -3.21449537 -2.15593533 2.34592553 -0.76670357 -4.2469351 2.95332812 2.16057344 0.73193884 -3.01066564 -1.53900419 2.20762846 1.86965181 1.62771797 1.11714858 -0.42262785] Distance 9.741132232045612 Each least square approximations [-5.60275315 8.52845792 2.67387675 3.45072461 -2.00744633 -0.85342107 2.0460448 -0.94497662 -2.26644125 -1.52179293 1.51050008 1.10037042 0.80938383 -2.96178345 0.8668903 1.2006066 1.17108671 0.31533592 0.42284831 1.22929391] Distance 7.133411908271498 Each least square approximations [ 4.6142801 0.24062473 -2.42948485 0.79991839 -1.81182921 0.09860552 -1.06822779 4.08642141 -0.73269033 1.65893004 -0.15930411 -0.19446658 -1.11452098 -1.70390825 2.05277061 0.99741768 -0.06009548 -1.3792772 -0.2892639 4.02128659] Distance 11.390383488195553 Each least square approximations [ 2.50382725 0.21827366 -1.50697081 -1.20038606 0.39218708 -1.15340929 -0.55000516 -2.87958771 -1.08386363 0.46377209 3.59955276 -0.20422882 -1.23484845 -1.03428011 -1.96578952 1.11685663 2.10453504 -1.28563469 -0.97930797 0.2632827 ] Distance 12.661729205152891 Each least square approximations [ 3.45636315e+00 1.22369455e-03 -4.33429425e+00 8.25512406e-01 2.13813713e+00 7.20954003e-01 -1.96877804e+00 -2.07546564e+00 1.49983447e+00 1.75854994e+00 1.40199954e+00 -6.26110341e-01 2.20291107e+00 4.45945538e-01 1.22798086e+00 -8.26579804e-01 -4.30372767e+00 -2.81827018e-01 -6.56693078e-03 5.17763203e-01] Distance 11.45122255988408 Each least square approximations [-3.08813628 -0.46416053 -1.62505878 1.25243803 0.42130041 -3.89164352 -0.88461911 0.38478087 0.16754828 0.87526323 -1.31189818 -2.07206688 -0.31875765 1.07876248 -3.57781425 -2.82470357 1.97989799 -2.17952047 -0.91071294 -1.30627583] Distance 11.804974898937507 Each least square approximations [-7.77371262 -5.85172239 7.22291617 1.19217854 -2.13203785 0.36560177 1.18547775 -2.41980739 0.24797199 -0.02951998 0.36688762 1.90811972 -0.78505786 1.15318002 -0.32643168 -0.2107232 -0.90960631 1.6208954 1.54517184 -0.07725597] Distance 5.728363315933352 Each least square approximations [-2.04586968 -0.76524871 -0.15354076 -0.80179524 -2.40649556 -0.95600658 -0.09060419 0.19706543 -0.48413928 -1.39378123 -2.12468943 -0.56733372 -0.91024637 -0.79624336 0.68439023 -0.40233589 -0.99121192 2.11302991 1.53159048 -0.99049396] Distance 13.218638015809763 Each least square approximations [ 1.69674325 2.55642917 7.23159964 1.67817399 3.62745417 -4.3341925 -0.04778876 1.476259 2.39272335 0.33944196 3.00342903 0.84524317 0.77448166 1.58153411 -0.52473616 1.05334209 1.97685753 -0.77784483 2.52424303 -0.31396573] Distance 8.666368798758318 Each least square approximations [ 0.35054729 0.88088814 0.20020395 -1.0211426 -6.00081752 -1.66704075 4.16171777 -0.5785334 0.89775036 -0.53014101 -0.75626319 -0.09236264 0.24197832 -1.68098368 -0.18372929 -0.05857969 -1.37949174 0.94692073 -0.01566365 1.92383103] Distance 11.631313560444378 Each least square approximations [ 0.8264855 -3.90814463 2.93439611 0.94756928 1.21931258 -5.68798089 -2.10755373 0.11978732 -1.96819213 -3.5671486 -0.42751511 2.19127972 -0.08558239 0.48348757 0.07617771 0.47255904 1.11830212 2.23779048 -0.33530799 1.2319255 ] Distance 10.54039315666936 Each least square approximations [-1.1275914 2.80282479 -2.03196317 4.48069198 -0.46762958 2.88438017 0.34523007 4.40158286 2.27132587 -1.30110383 2.96568845 0.24460393 1.19844866 -1.3003013 -0.66426986 0.03355122 0.8266206 0.78150986 0.68581763 0.92372453] Distance 11.024710459276358 Each least square approximations [ 2.06209448 5.98659479 -3.23545845 -0.40015252 -2.68587935 -2.26755333 -2.52569062 1.11030245 -0.96263423 -4.28609389 0.19412154 0.08863937 0.32264181 0.06348371 -1.13427552 1.11715876 1.258325 0.56696342 -1.22608012 -1.10391981] Distance 10.368350844488466 Each least square approximations [-0.16701483 -2.16142538 -6.01997645 -0.7506696 1.78424397 -0.65580453 -3.89296359 1.08350953 1.20753647 1.26736542 2.4566172 0.06292089 1.4764251 -1.05210146 -0.36289381 0.589001 2.83345384 0.20569196 -0.40231318 2.04300898] Distance 10.866521656756966 Each least square approximations [-0.32248731 3.0302073 -1.43995529 1.69318004 -0.86416758 1.32310384 -1.82750788 -3.3346801 1.60971678 -1.91219465 0.71938044 1.25344834 1.58112809 0.05312085 -0.86245363 1.54771616 1.52864632 -2.18895761 -1.54017706 -0.60097941] Distance 12.23841368425953 Each least square approximations [ 0.79741856 1.96195044 -1.0057446 -1.48650547 -2.17759001 -3.70611032 3.09523857 0.34781813 -0.30674429 0.6282069 0.40630579 -2.86056452 1.84459122 -0.82436062 0.7405353 1.24088243 2.97441254 -0.26442732 1.0912417 0.30473502] Distance 11.987905275378603 Each least square approximations [-6.95363444 2.76239412 4.38006779 0.18317855 1.5069958 5.32339761 0.19940429 2.34682656 -0.48764808 1.27475506 -0.3001889 -1.90355634 -2.02130023 -0.2875267 0.5223641 1.88428299 0.125336 1.28689483 0.45647165 0.19875346] Distance 8.768942831025456 Each least square approximations [ 2.94838455 -4.46351381 0.43248987 0.11441434 -1.72182212 -1.44277944 -1.19084226 0.08661158 -0.83086404 1.39132898 -2.39868248 0.07931138 -1.73678489 -0.85262798 0.44753844 -1.34986734 0.57946073 0.97248373 -0.44074543 -0.70787852] Distance 12.341993930229604 Each least square approximations [ 3.88921786 2.51782214 0.37203745 2.08330732 2.08846217 -1.50958634 2.37466374 -1.20694517 1.54936614 4.59307017 3.82803547 2.86866018 1.46419516 -2.21498584 0.41726889 0.0717054 3.00929531 -0.37378406 -1.38835306 0.67467764] Distance 9.943529741861008 Each least square approximations [-7.03285917 2.43237787 2.44483418 -2.48569727 -6.33905198 1.10890523 1.58169747 -3.15053719 -1.50733904 0.45886682 -1.3475853 0.42656334 1.42556569 -0.16887906 3.18427252 0.74214632 -2.63957858 0.54064773 1.72054838 -0.98966814] Distance 7.3441174627507015 Each least square approximations [-3.09788978 -2.02719059 0.5397447 -3.29212994 -0.11609478 -3.33205462 0.77170395 4.28188566 1.63849785 -3.75792794 2.62235565 2.63220161 -0.26899598 -3.17748974 -1.96206706 2.07431048 2.07890912 0.49670644 1.47519051 -0.57060835] Distance 9.636180631152765 Each least square approximations [-6.66958842 6.90805507 0.39317582 3.5137466 1.93213957 -0.6605555 3.12614297 0.16617881 -2.15126028 -2.50356877 2.20735426 0.73989012 3.15775618 -4.08106175 1.66907029 0.67082906 0.92799578 -0.90549044 -0.36564865 0.85169309] Distance 6.0289247655994815 Each least square approximations [ 5.47734044 2.16769513 -2.83951922 3.68452603 -3.10862437 1.0171026 -0.31492941 4.43253021 -1.82597495 2.04593274 -0.43278745 -0.20159618 0.58291641 -0.99942413 2.07008341 0.84146066 -1.14407984 -1.86519076 -0.2859368 3.03005857] Distance 9.424831745792721 Each least square approximations [ 2.17115446 1.71790788 -3.41409663 0.17113047 -0.65336174 -0.47612369 -2.81735217 -3.28172902 0.24927662 -0.53290878 3.92532637 -0.38133425 -1.55226793 -0.81352757 -1.77352306 1.56670155 2.57435976 -1.62501776 -1.57525021 -0.55995398] Distance 11.331208439340914 Each least square approximations [ 4.93278274 3.41003604 -5.32118871 0.89030232 2.98961543 2.09513975 -2.23397365 -2.38124652 2.78133987 0.65106431 0.41262831 -0.35778707 2.25329023 0.54931403 0.7429481 -0.11692104 -3.28877043 -1.57365314 0.39137499 1.14768688] Distance 9.24766527569993 Each least square approximations [-3.60969878 0.60720549 -4.04966608 1.08469137 -1.38232335 -2.69682163 1.55317972 -1.27952887 0.94929835 0.79950299 -1.06368634 -1.18983298 -0.951126 -0.40340019 -2.76611126 -2.27535835 1.06457047 -2.78286864 -1.05419188 -0.93509298] Distance 11.431817645326408 Each least square approximations [-5.55491865 6.08967099 -1.09163773 5.18643904 -0.42213321 1.14500386 1.05954067 4.10469361 -2.98475492 2.02770173 -0.81685451 -0.96753273 0.80101638 -0.11455257 -1.37061302 1.05283985 -0.10028209 1.5139241 2.41164728 2.52634133] Distance 8.71683638430591 Each least square approximations [10.23955243 -4.33383032 1.64144083 0.39542316 -2.74866882 -1.63519289 -2.20567189 -3.10467237 2.25777903 0.40369591 -1.90123407 0.29218346 -1.0463694 1.09474204 0.06414638 -1.6543765 0.55531422 -0.22246834 -1.16089253 0.28002959] Distance 7.566268173677078 Each least square approximations [ 9.76944359 -0.53473651 -2.07750851 -0.34928466 0.24530526 -2.70505654 -0.17744614 0.55888034 -0.35321971 2.10911279 3.23309144 1.44133002 2.30132818 -2.3630342 0.67318523 -0.97382162 0.41058057 0.6562009 -0.92380294 -0.49243429] Distance 9.234403055446387 Each least square approximations [-7.45771193 -5.8373619 -2.15201271 -2.43902038 -2.99174766 1.60884699 -0.39587474 -1.61179345 -1.35018728 -0.99552532 1.41451914 -0.29639995 0.30613971 -2.29566458 2.0238996 4.12998215 -2.9340095 1.8489975 -1.6882127 -0.22034213] Distance 7.958046648858291 Each least square approximations [-7.44211396 2.92301231 4.71944974 -3.92141573 -1.33359577 -1.83060381 2.11384325 -1.11943335 0.68983148 1.20226919 4.00868424 3.02837768 -1.89585094 -1.02984592 -2.00937529 0.19868214 0.93214363 2.27443327 -0.7226729 0.6048847 ] Distance 8.305833903749821 Each least square approximations [-8.54666779 -0.97783781 5.99105123 1.64411103 0.74253012 -1.5875845 -0.34681433 1.46872116 -1.61264157 -5.35002784 1.45086801 0.65378475 2.19781988 -0.3104306 0.39925827 2.72902532 -0.14134162 1.32423367 0.47529648 -1.52045833] Distance 7.4628427537371955 Each least square approximations [10.92234023 -5.4790481 -0.71047353 -1.26622206 -3.55301947 -0.86471705 -1.03532564 1.66320736 -0.92944857 -1.18818412 -2.87509754 1.6486061 2.1519102 -1.08846061 1.51698627 1.62979287 -0.0506391 -2.4529103 -0.26197219 0.30653474] Distance 5.039007003770272 Each least square approximations [ 5.77210513 2.48683088 1.08336 -1.27210563 2.93700408 -0.36003921 -1.24900484 -2.28449946 0.60449008 -2.0926797 4.02405477 -2.1849307 -1.91099456 0.26676409 -0.97866832 -2.34340323 -0.66580501 -0.77224255 -0.55825342 -1.46636334] Distance 11.270670898972817 Each least square approximations [10.110195 -1.6726084 -0.61982102 1.7504349 1.61033581 0.55702193 -4.17107661 2.18662115 0.35893974 -0.79305066 2.68843438 1.74140965 0.25270008 1.12501726 0.09167102 0.24058661 -0.42200793 0.01199438 -1.14621337 2.02213371] Distance 8.526563177226537 Each least square approximations [-6.80363533 -2.43157053 -0.79961805 2.31261938 -2.26840132 -1.86810693 -0.17644427 -0.73633482 1.71471168 2.92234144 -0.03290577 -0.11000369 -0.66476597 1.00260403 0.61859371 1.25105428 -1.80430844 0.44188815 -3.51101602 1.89626255] Distance 11.071629328493648 Each least square approximations [-8.71251576 -6.87296409 4.58365798 4.12502433 -1.76237563 -0.35977641 4.16650696 -0.6128452 0.58046716 0.42095142 -0.05340705 -0.17354381 0.18853271 1.26630548 0.58073237 -0.70594097 0.25640483 0.22502037 0.81528209 -0.0738518 ] Distance 4.261343776825025 Each least square approximations [ 0.87013068 0.09758809 0.7228427 -0.63675394 -1.61360045 0.36627563 -1.05893546 -0.85191891 -0.73525608 -1.37072942 -2.04364056 -0.36477751 -0.26654416 -0.27736362 1.09282964 -0.62161229 -0.68644291 2.08163879 2.44454529 -1.89820717] Distance 13.228331403242764 Each least square approximations [ 2.53549078 0.25984966 3.93997345 1.94761822 4.26356306 -5.85154537 -1.53490005 -0.15418927 2.30764935 -0.37843826 3.60332835 2.42148378 -0.7624741 0.62241573 0.10573767 -0.23138062 1.49879532 -0.76352618 3.17850546 0.04882112] Distance 9.231153821275951 Each least square approximations [-1.0886613 -0.30589017 -2.5816401 -0.74864002 -5.36893581 -1.21909092 5.06644205 -0.97334279 1.51059416 -1.1815081 0.16960592 -1.2560499 1.52119216 -0.89589767 -0.80514697 -0.07417921 -1.82376852 1.01862544 1.31163312 0.46633047] Distance 11.105007368482816 Each least square approximations [-1.06961952 -1.93933922 2.21579147 0.10997052 -1.21307453 -3.84426055 -2.72948843 -0.11584357 -3.13199588 -3.24010977 -1.24414641 1.45613674 2.06057951 -0.50197075 1.37140411 1.67087333 1.86099976 2.45604025 -0.74069688 0.96090152] Distance 11.245229231730143 Each least square approximations [-3.06645708 2.87237084 0.7578382 5.74844425 -1.88141295 3.34076692 -0.0790071 4.63372538 3.40967792 -0.32819021 2.69680968 -0.03538281 0.18733981 -0.39440301 -0.43701819 -1.00171215 1.29029088 1.29628687 0.31316891 1.43999466] Distance 9.526235461462456 Each least square approximations [ 3.29603168 4.07515408 -1.62077812 -2.62939681 -1.62150881 -2.43843875 -2.26351331 2.62853646 -1.07434183 -3.1753675 0.99730451 1.04186147 -1.47236759 -0.89872346 -1.08675521 1.07827833 2.62308442 1.3979511 -0.32928707 0.49035466] Distance 10.893568772039846 Each least square approximations [ 1.64469705 -1.39765493 -4.91382412 -3.04114941 3.1555457 -0.56073238 -2.02730812 0.65154683 -0.50791686 1.16863129 0.87443753 -0.02428683 1.37039676 -2.18392111 -0.88644135 0.72831423 3.10090628 -0.3827444 -0.59986424 2.31564653] Distance 11.19881833346647 Each least square approximations [ 1.32413482 0.1915299 -1.42901725 0.9844365 -0.71140712 0.51609231 -2.54630337 -3.28024157 0.39078008 -0.69796458 1.48517725 1.87560935 1.23259972 0.38038572 0.30857352 1.18325483 0.53184909 -0.62465137 -0.58395148 -1.20844237] Distance 13.011337371273802 Each least square approximations [-1.15181588 0.76725095 0.78724568 0.36825122 -1.64212086 -3.47890708 0.91648925 -0.12703329 -0.65037219 0.59091183 1.01351345 -3.74910745 2.05807894 -0.35358145 -0.2011939 0.35362419 2.94680212 -0.93409493 1.00472414 0.60385256] Distance 12.428659286015831 Each least square approximations [-3.61446424 1.66776812 -0.75561614 2.16670661 -1.15760584 -2.77222606 1.70657298 0.64333565 -2.87267812 3.34830942 -0.85845246 1.70625177 -0.29004189 1.29867231 -0.81637382 0.73261085 -2.41794729 1.69120846 -1.17284792 -2.32350084] Distance 11.82089857028583 Each least square approximations [ 6.59105486 -1.73435197 -1.9442762 -0.86929815 0.60154171 1.34663117 -0.1162659 0.72627234 1.01082739 1.4915821 1.36135943 1.00358526 -0.10622158 1.98855622 0.08298176 -0.13566626 -0.63576356 -0.29910921 0.43764373 0.67416671] Distance 12.240228308199752 Each least square approximations [ 5.75296557 0.30258934 -0.59779567 -0.30219937 1.22838888 2.04691201 -4.36535885 -0.26659175 2.51849746 0.25677372 1.41619622 -1.25311779 1.43371367 -0.27180842 -0.28542728 1.88709496 -1.03384767 -1.85936435 0.70201158 0.77800563] Distance 11.6154664078043 Each least square approximations [-5.79269101 -3.0674402 -0.76085562 -0.17449349 0.37944597 0.09493773 2.89539868 0.6675503 -1.08969425 1.02833467 2.17289601 2.97130114 0.37872285 -0.73260705 0.85480958 1.21898699 -0.27463437 0.29543699 1.80272187 1.30639512] Distance 11.764195190321702 Each least square approximations [-8.16960853 4.34867579 -2.54285948 4.52487798 -0.21303627 -1.73162839 -3.13193239 2.75688935 -0.81841657 1.67437854 3.17312097 2.4862833 -0.09520438 -0.93693385 -0.52264997 -0.47269497 -1.84670892 2.24453522 -0.65066237 0.09422329] Distance 7.192206746965573 Each least square approximations [-6.04548344 -1.28322528 0.86475426 0.54130714 -3.99336621 2.37069287 -0.73984092 2.85280012 -1.98781374 0.43252718 -0.40121229 -0.65473263 -2.36412969 -0.63567186 -0.7716002 2.83601029 -0.62091835 -1.66891799 -0.63205077 -0.53860082] Distance 11.047833572403743 Each least square approximations [ 3.75258136e+00 -1.11460125e+00 4.62761641e+00 -1.36903869e+00 6.26292344e-01 1.47714265e+00 -4.75077214e+00 4.03116018e-01 -2.98723172e+00 1.47269589e+00 -2.29497319e+00 -1.43767222e+00 -3.21918956e-01 1.38403490e+00 -1.68579307e+00 -2.81346514e-01 3.60417623e-03 -3.11165103e+00 1.52212997e-01 -8.57934178e-01] Distance 10.818278298676931 Each least square approximations [ 7.6744374 2.81304566 -3.0351899 1.54405457 3.52192209 -0.8431124 -2.86309967 2.31989281 -1.49816686 -0.93113074 -1.07117484 0.39664266 -0.37040779 2.77218393 -0.23021454 -1.46341659 2.05090957 0.79311909 1.30665922 0.90501705] Distance 9.373770603299466 Each least square approximations [ 8.27481344 -1.17002679 1.95337463 -0.09857747 -2.1730785 1.45237093 0.71523977 -3.11708371 2.79839002 1.92758782 1.66971775 -0.5539212 -0.08022241 -1.16905276 -2.6190035 0.57923051 2.12892326 -0.20674936 -0.74150497 -1.04009613] Distance 9.72732381084574 Each least square approximations [-9.23387913 -2.30215382 -1.9005238 -4.23357036 -2.61276448 -2.08365548 -0.1589433 0.78171465 -0.30766888 0.4393132 -0.48537815 -1.53441489 0.69712682 0.8269541 0.69996882 -1.17211835 0.85952946 0.93638791 1.25333458 1.1779517 ] Distance 8.965132699188723 Each least square approximations [-6.37088017 4.70455461 2.40617769 1.01670734 -3.22019058 0.66038833 -1.3545525 1.31758615 -2.90575148 2.74800025 -2.8054935 -1.92713494 0.05791229 1.8407492 0.13080414 -1.37197014 -1.34210021 3.06597957 -1.48293848 -2.09169567] Distance 8.882670754598008 Each least square approximations [ 5.51612471 -5.07944481 -1.651028 -0.07091508 -0.8241496 -1.35054536 -2.38461582 -0.21501701 2.74042987 -1.31405525 -2.36616663 0.61448725 -0.58604602 1.18668692 0.55128929 -1.51472433 1.42148663 -0.45266167 0.24431521 0.89328333] Distance 11.118806384982308 Each least square approximations [ 6.49753455 2.46621542 -0.35475235 1.3687702 -0.15649217 -0.1640534 0.83726442 -0.89210958 1.54611897 3.54234351 4.79648118 -1.62530172 1.96308819 -2.10759624 -0.04254819 0.43914826 0.25213797 -1.00205671 0.16404694 1.44711765] Distance 10.457329683984648 Each least square approximations [-6.21642935 -3.22608239 2.81974356 -4.01324315 -3.45093567 0.12461127 0.38427751 -0.71028526 -0.1431638 -1.25094657 2.11803777 3.62488464 0.38594619 -1.51021988 2.25575543 2.92119648 -0.23382377 1.47212779 -1.94274459 -0.08680417] Distance 9.301475508761433 Each least square approximations [-6.56048859 0.93502731 -2.33811734 0.46644192 0.82603878 -4.41119705 4.02089287 1.18376523 0.62716062 1.91282645 3.65081501 4.5330897 -2.47738713 -0.74791162 -0.22305029 0.24060371 1.65155596 0.54737065 -0.68773459 -1.01536402] Distance 8.769002994082562 Each least square approximations [-5.97654201 -2.31011252 1.077188 3.5436276 0.03015233 1.49142248 -0.89852329 3.94440206 -3.65477845 -2.4153523 2.14585585 3.10613957 1.16570989 -2.79915211 3.04592689 2.29553268 -0.03093518 -0.87914915 -0.57548091 -1.40353511] Distance 8.93558176698785 Each least square approximations [ 5.55486668 -2.71999743 0.85615851 2.05840373 -1.22849413 -0.57868439 -1.25103174 3.3484137 -1.85925842 -1.59913893 -2.0911286 1.18043686 2.18405521 0.92741946 -1.28051381 0.62865425 -0.85458522 -3.30316274 1.18882224 -1.8168191 ] Distance 10.946341797133067 Each least square approximations [ 5.82410008 3.14736131 -4.88586083 1.6703171 -0.04449646 -0.03304465 -2.7318905 0.94167312 -1.31471369 -2.96290253 2.18615499 -1.66857242 -1.04953387 1.22024187 -0.45903306 0.45582052 0.63947962 -1.17192328 -0.50267464 -1.82632691] Distance 10.40088267758131 Each least square approximations [10.3119824 4.39532196 2.1869199 5.65232575 2.21936085 1.37559976 -1.84701037 -1.60694479 2.09742598 1.5560763 -0.75389232 1.04936801 -0.2018479 0.26551793 -1.26234817 0.55578647 0.28763799 0.60880231 0.8454749 0.42167632] Distance 5.140098360923367 Each least square approximations [-7.91663825 0.58601603 -4.80279584 -2.42879543 -1.6048541 -1.20529554 1.15730638 -4.33613722 2.97888684 -0.16043978 -0.52562008 -0.85976125 -0.03262918 -1.56484684 0.55601621 0.58597738 -1.03999536 -1.22435128 -0.75785006 0.33019942] Distance 9.00198154314995 Each least square approximations [-6.73894831 4.56642515 2.48327843 0.83238939 -2.09854454 1.15327468 -2.91371405 2.04813759 -1.49908764 2.41291235 -1.38300662 -3.16152557 -1.39372345 0.85558641 1.10751136 -0.77575149 -0.69617477 2.11733531 -1.2598513 -1.4161182 ] Distance 9.240632186817825 Each least square approximations [ 3.99299241 -4.50705578 -1.58591453 -0.5664094 -1.048722 -0.27946498 -2.41495201 -0.90776311 2.36967812 0.30478584 -2.42843031 0.63950632 -0.84066406 0.38704568 -0.46300892 -1.11800013 0.89599763 -1.44882236 0.42399058 -0.26885612] Distance 12.06469710404244 Each least square approximations [ 6.24761635 2.60719846 0.45732481 1.03785228 -0.52724016 0.21951759 1.59881679 -1.32561928 0.53079333 5.21250515 4.33135365 -0.35916679 1.01733511 -2.28694591 0.96985002 -0.81437644 0.61688018 0.02326838 -0.4426865 1.59052793] Distance 10.044908158464931 Each least square approximations [-6.81446154 -1.94750968 2.96941738 -5.10063552 -4.07450477 -0.03153304 -0.40527286 -0.89070431 -0.25925104 -1.00047614 1.13528477 2.27244574 0.78113134 -2.85592679 1.37716054 2.75752074 0.93906816 1.53843101 -1.22357279 -0.48307425] Distance 8.751154912141343 Each least square approximations [-5.88353716 -1.43817347 -2.26397636 -0.76315111 0.19461478 -3.13045398 3.5907592 2.52530122 0.44391949 1.40495906 4.05871693 4.77370058 -2.23692203 -0.46375075 0.87961388 0.12253387 1.77973272 -0.822449 0.20852663 -1.11963159] Distance 9.267796347696171 Each least square approximations [-6.33119067 -1.23166834 0.84119691 3.24152209 1.47323727 0.14107524 0.41706234 3.64499299 -2.39681334 -2.59820245 2.25960814 3.20279607 1.33022484 -3.98429934 3.30169892 0.38922149 0.6380766 -1.5148581 -0.41626779 -0.25207314] Distance 9.05608177389489 Each least square approximations [ 5.80161014 -1.47008656 -0.12737645 3.23270333 -1.01556648 -0.12635747 0.28785616 3.21030844 -3.17681141 -0.89557959 -1.73993034 0.52126881 2.96534536 1.1230403 -0.75685847 -0.20099636 -0.395328 -2.54830312 -0.23325308 -0.43433237] Distance 10.977100341204974 Each least square approximations [ 4.88273428 2.35036863 -4.61829495 1.62482834 -0.36953456 0.89836092 -1.90968199 -0.78152279 -0.78935496 -2.7327797 2.82401267 -1.59725417 -1.01047269 1.58829385 -0.89701553 1.90320741 0.36036726 -0.62064357 -0.26490331 -1.38474266] Distance 11.061083325179737 Each least square approximations [ 9.00552532 5.59953348 -0.98834098 3.8736884 3.3180829 2.40241444 -1.27587895 0.40645606 2.59009286 2.76923579 0.37452345 1.25094884 -1.23860012 -0.45544306 -1.86838777 0.64286996 -0.22077909 0.3428151 1.55147767 0.69136909] Distance 6.179263963650327 Each least square approximations [-6.51732363 1.29228895 -4.47384197 -1.05734944 -1.200264 -1.55904388 1.7596887 -3.10910128 3.09985275 -0.08747584 -0.53336786 0.2502168 0.15214943 -2.40497532 -1.24118906 -0.2821235 -1.5870256 -0.26617024 -1.28154603 0.01220913] Distance 10.316858049599258 Each least square approximations [-5.30707873 3.90495614 -6.89946487 4.2313493 1.68756965 -2.64756558 2.13635166 3.08739071 -2.24906764 1.52732323 0.40016215 -0.3807415 1.18029355 -0.38915382 0.28835315 -0.08642905 -1.14716896 1.36971793 1.41119737 0.43669968] Distance 9.236209555429793 Each least square approximations [ 1.50949672e+01 4.76865473e-01 -9.56878711e-02 -4.39030585e-01 1.44369582e+00 -8.64447390e-01 1.42780579e-01 7.52874698e-03 -3.88704474e-01 -3.76548412e-02 8.68929300e-02 -3.61916184e-01 -3.67805350e-01 4.13144199e-01 1.72310805e-01 2.77995386e-01 1.25857347e-01 -1.72522615e-01 7.02781312e-02 1.80710530e-01] Distance 0.9802156315829246 Each least square approximations [10.92366253 -3.40000906 -4.9740488 -1.8600747 0.29604319 -0.29443523 -2.10024072 0.21494653 0.71446271 0.82757077 0.71732269 1.98318725 1.78062764 0.473904 1.81547337 -0.32506376 -0.21704976 0.40076803 -0.1874357 0.41981532] Distance 7.50396021989311 Each least square approximations [-9.19101269 -4.24229219 -5.72390794 -0.32397135 1.58753424 2.12870902 0.83060117 0.27721995 0.00975599 -0.13958916 1.08759287 0.90013446 -0.90147191 -1.70524539 -0.08649197 1.10005956 -2.58711706 0.73998715 0.72249474 -2.0123646 ] Distance 8.424125557952406 Each least square approximations [-10.68800565 6.04150505 3.01143772 -1.63709294 -4.37211725 -1.98699976 0.15556753 -1.31150284 2.93174167 0.77531455 0.41219821 0.21382091 0.95063698 -1.78529352 0.30627169 0.88152613 -1.06090813 1.14533001 -1.81058998 0.77488532] Distance 4.990762073723218 Each least square approximations [-9.56741076 -1.78905645 6.60141832 -0.89013544 -1.93711379 0.81389289 -2.33180558 -1.02631442 -0.56871901 -1.52365629 -1.0041181 -0.53624553 1.10780985 1.28956763 0.6722752 0.3039544 -0.11960261 0.12356501 -0.19918625 -0.32784586] Distance 8.678860901148278 Each least square approximations [10.21686508 -3.12583619 4.33430719 -3.71542893 1.24830133 1.45645189 -1.78055487 0.50845315 1.51294464 3.23398124 -2.70812637 0.76795331 -0.52797702 -1.04252772 1.71264454 2.14297318 -0.65571826 -2.11437546 -0.11284146 1.06570641] Distance 6.5895093246777705 Each least square approximations [ 1.02441125e+01 4.14558666e+00 2.94834474e+00 -1.59019099e+00 4.31797849e+00 1.19402245e-01 3.07243749e-01 -4.74471533e-01 -1.12115772e+00 -3.36726693e+00 1.43693612e+00 -1.30631098e+00 -1.63761788e+00 -9.14139966e-01 -1.53740610e+00 -2.42020822e+00 -2.43677339e-03 -1.02354079e+00 -7.31940321e-01 -1.01534766e+00] Distance 7.059740205652138 Each least square approximations [ 1.08613470e+01 -5.39386381e+00 1.95464206e+00 -3.72967644e+00 -1.62881566e-01 3.23937871e-01 -2.68539178e+00 -9.72259737e-03 1.15688386e+00 1.18022840e+00 3.14916791e+00 -5.76324302e-01 -1.92731987e-01 4.91731728e-01 -2.78161352e-01 -2.91179343e-01 -1.03970467e+00 -4.93237274e-02 -8.65801682e-01 1.49028736e+00] Distance 6.578363725392343 Each least square approximations [-1.09192658e+01 -4.51903823e+00 2.04294670e+00 2.16825535e+00 -3.20949077e+00 2.12447364e-01 -2.48242510e+00 6.18115852e-02 6.13825013e-01 1.83029424e+00 3.09850764e-01 -3.94141574e-01 -1.32631185e+00 2.19492729e+00 2.66279120e-01 7.67124710e-02 -1.62581769e+00 2.09407831e-03 -2.67337479e+00 1.36378057e+00] Distance 6.750276439770046 Each least square approximations [-6.4051538 4.35180115 -3.89709897 3.44880764 0.27015132 -0.77659119 1.44598472 -0.31514366 -3.68619403 2.03417915 0.87758061 -0.71254553 1.59404929 1.11236017 0.59222877 1.3279794 -1.20549872 2.58342498 -0.84400904 -3.59245957] Distance 9.077712751646963 Each least square approximations [ 9.4480596 -1.91462108 -2.83050392 1.46971907 -1.32931744 5.24160227 -1.25545475 0.50313871 0.11599681 -0.81577807 -0.87810173 0.27508734 0.72786552 0.27567373 0.01284834 0.22176624 0.64696608 0.43740381 0.96572493 0.55226447] Distance 8.98644638806447 Each least square approximations [ 8.57335577 0.15099339 -2.18481529 -0.63341039 3.45748192 1.62151293 -3.5597369 -2.7653975 -0.56208437 2.07055211 1.54374457 -0.3833559 0.96571258 -1.04386075 -1.04186129 -1.40523096 -0.41392758 -1.9548402 -0.18681022 0.48714202] Distance 9.427391209264092 Each least square approximations [-9.41565392 -4.05370945 -2.72974043 0.54745673 -0.81758867 0.04996733 1.29634843 0.23166938 0.73845756 3.83166788 1.40200711 4.14995813 0.66680055 -0.28289981 0.16471557 0.8452391 -1.41500722 0.38613952 1.63870758 0.1291141 ] Distance 7.948645465757635 Each least square approximations [-10.71041256 4.38040701 -4.51145237 -2.93905371 0.60123692 -2.88228976 -0.04631851 0.20704184 0.10321589 -0.17104845 1.11364081 0.79168711 2.73027362 -0.95711648 -0.32573358 0.31119065 -0.29642104 0.54202849 0.78059629 -1.56715611] Distance 5.781459990738601 Each least square approximations [-10.01724268 -1.07221184 3.51499836 -0.64786219 -2.68606984 0.63402238 -1.26719702 2.1028059 -2.06411651 1.9469839 -0.31804068 0.58324107 0.45148641 -0.82470812 0.18872183 1.21599787 0.20645358 -3.67357418 1.59628075 -0.7152258 ] Distance 7.9722128362296365 Each least square approximations [ 7.68278877 -1.74132852 2.40196341 -1.76815972 2.84302749 0.55812772 -2.47869614 1.10822587 0.64711078 1.72774806 0.79184255 -0.30260084 1.93048059 2.03431359 0.1684633 1.02493141 1.34241735 -2.6316431 3.57025975 -0.18866528] Distance 9.882438548192201 Each least square approximations [11.41863533 4.34237706 -2.59635628 -3.18807664 -0.84642941 -2.09114278 -1.08362316 -2.09987426 -0.99880784 -0.51071758 -1.46437559 -0.45138227 -0.67273012 0.8073142 -0.93048351 -0.98095799 1.56825718 0.31766506 0.69261276 -0.52598572] Distance 5.681870952253189 Each least square approximations [10.81304905 -2.67693975 -1.26347008 -0.14495164 0.34954949 -0.10483328 0.5444187 -2.48870189 2.69469239 1.3871153 -0.19485436 0.83578619 0.67893785 0.07815424 0.61234539 1.76506679 -0.6037106 0.01790209 0.07331419 1.27632731] Distance 8.411392884294255 Each least square approximations [-13.25163513 -1.8693686 -0.89600914 0.77630187 3.2026528 -3.00224884 0.90427729 -1.28989092 -1.40551758 -0.92351667 0.74824594 -0.93561504 -0.1196703 0.74446798 0.39297211 0.40774285 0.36473281 -0.75102584 0.64450721 -0.46250146] Distance 3.197137034113428 Each least square approximations [-7.2292635 3.05248284 -5.68544163 3.21975463 -1.85199651 -1.28407194 2.39528656 -1.65932911 -2.86380557 1.32945282 0.07546124 1.0284061 0.53421177 1.45765154 2.81988938 2.11630907 -2.8845827 -0.31922496 -0.24762761 0.30322131] Distance 8.373968183736038 Each least square approximations [ 8.62694512 1.86652247 -0.19742128 0.3779837 -1.1285939 5.856834 -1.38021423 -1.77398913 -0.04054775 -2.7098759 -0.08496539 -1.3538886 0.18165215 -0.05442059 0.11591524 -1.47320475 -0.53802189 1.22686856 1.84220035 -1.35361014] Distance 9.234107875825668 Each least square approximations [ 8.97033439 0.35772207 0.4331342 -2.70492697 6.20001905 0.82550988 -2.46684649 -1.49589859 0.854102 0.17210709 -0.36283419 0.89274918 -1.13883834 -0.22612603 2.03355386 -1.19246423 -2.70377107 -1.3960889 -1.00830571 1.36419799] Distance 8.132554704617615 Each least square approximations [-9.02204659 -1.50523118 -5.45672265 -3.30904583 1.00962302 -1.18008676 4.01336769 0.20322748 2.06215411 1.35258391 -0.28466247 3.5902966 0.74622629 -0.94644197 -1.20701045 -0.87051868 0.14852106 0.9532552 0.26359223 -0.5640033 ] Distance 7.444780053418525 Each least square approximations [-11.24608181 -1.35901606 -3.3195578 -2.42937635 -1.43126576 -0.53032531 -0.43972278 -3.06492019 1.28133766 -0.19815632 0.48307512 -0.62367221 3.09647724 -0.49686349 -0.53888983 0.56067791 -0.29261318 -0.09413505 -0.52087555 1.63532685] Distance 7.033478574384265 Each least square approximations [-10.09686763 -2.38212706 3.6211014 0.2860049 -2.28105517 0.7453501 -1.77083704 0.57371133 0.53644643 1.88236549 0.28556528 1.32046941 -1.03513545 2.35857993 1.63500236 -0.9546661 -0.05576765 -0.43873136 1.02295754 0.12227981] Distance 8.674164314553378 Each least square approximations [ 8.20767805 -1.714466 3.16652254 -3.04797581 3.82299958 0.71798791 -2.94669362 1.01905423 1.02023223 1.51526879 2.63430596 -0.6019808 1.07306548 2.19441048 0.38810188 0.62897664 1.48347464 -0.83972716 1.97738232 -0.54115603] Distance 9.147522918730788 Each least square approximations [12.80805195 -1.24202868 -3.53028006 -4.35354697 -0.44550225 2.17823601 1.20535392 -1.33148535 1.14149075 0.14484141 1.11231613 0.57724423 0.30534476 -0.21154246 0.41746763 -0.93367118 -1.44253877 0.1654985 -1.01814004 0.50517718] Distance 3.1241078473971116 Each least square approximations [ 9.45644849 -1.89284674 -1.65780852 -2.52388794 -3.60452247 -0.1862346 -0.41259775 -0.28721678 1.53823621 1.46459714 0.57463987 1.51688653 1.69227385 0.17208135 0.96933345 2.86871745 -1.13635005 1.16759576 -1.57177834 -0.30702337] Distance 9.087504881871618 Each least square approximations [-11.65024579 4.16768659 2.29693067 1.89527509 1.28892916 -2.64985259 1.51026765 1.27487936 -0.96535043 1.78530331 -0.91553774 -1.61390324 0.74342225 1.58750657 -0.5350405 0.14587717 0.18815498 0.21642325 -1.66181476 -0.48939394] Distance 5.816498071217831 Each least square approximations [-5.6427405 3.76355502 -7.21980243 4.34107651 1.69877581 -2.84931915 2.49960771 3.16290915 -1.91234833 0.96059974 0.20798707 -0.21956368 1.10808966 -0.51678915 0.31072544 0.0451847 -1.64925395 0.95825742 1.34494598 0.56114698] Distance 8.879332572972269 Each least square approximations [15.13203692 1.74036518 0.76245957 -0.49902967 0.72591682 -0.60936055 0.24743239 -0.02961085 -0.20757794 -0.06762019 -0.09367849 -0.24402586 -0.62540222 0.33885518 -0.16858219 0.23131109 -0.26776014 -0.09712817 0.17618649 -0.23260754] Distance 0.6580115928940634 Each least square approximations [10.92874959 -3.77922859 -4.99607279 -2.46356718 0.83876674 -0.78985536 -1.81662818 0.02262217 1.01320271 0.50812042 0.34501313 1.897699 1.55644603 0.07116013 2.0259298 -0.32125644 -0.26646709 0.34262542 -0.54841778 0.21233581] Distance 7.317697300568724 Each least square approximations [-9.27247984e+00 -4.24200680e+00 -6.04374836e+00 1.56016932e-03 1.88383768e+00 2.03945947e+00 1.27023125e+00 2.37005507e-01 -9.70869351e-02 -3.39845378e-01 1.04600537e+00 8.58232808e-01 -6.52415671e-01 -2.02361623e+00 -3.16095314e-01 4.01674847e-01 -2.73134232e+00 6.98206249e-01 7.60718559e-01 -1.85140977e+00] Distance 8.156672592066041 Each least square approximations [-1.08390621e+01 5.50688711e+00 3.09170161e+00 -1.86543036e+00 -4.78328011e+00 -1.51190222e+00 -4.23920583e-01 -1.08920752e+00 3.26888203e+00 9.72797670e-01 -2.66905183e-02 -2.52512764e-03 9.15058132e-01 -1.79903331e+00 4.70473995e-01 7.61431457e-01 -1.23174582e+00 1.22174785e+00 -2.26731050e+00 8.48341253e-01] Distance 4.72675309746774 Each least square approximations [-9.85295199 -1.77773084 6.72109876 -0.91953703 -2.15767615 1.08257659 -2.39836818 -1.16627073 -0.20063106 -1.05292497 -1.20684458 -0.67243385 1.0030171 1.40988366 0.52706949 0.25612544 -0.17208226 0.36727408 -0.22130715 -0.18434563] Distance 8.322226392862056 Each least square approximations [10.47594166 -3.14328625 4.30996295 -3.95989577 1.76068026 1.23986333 -1.492673 0.56101104 1.59438514 3.08336913 -2.29689201 0.92360668 -0.55115166 -1.21661369 1.60633086 1.93133692 -0.57667808 -1.62827011 -0.23667371 1.0992356 ] Distance 6.596865669586155 Each least square approximations [10.34948088 3.69514417 3.30820884 -2.26839737 4.51583403 0.59238617 0.45305205 -0.46038368 -0.71177256 -3.10372738 1.47824274 -1.21033654 -1.28419033 -0.88801215 -1.61303795 -2.1458831 0.0623725 -1.0592041 -0.3152877 -0.85744077] Distance 7.189574700378557 Each least square approximations [10.6930764 -5.40843415 1.80731894 -4.27867241 -0.04649281 -0.27027319 -2.64339607 0.17844347 1.13281839 1.48965929 3.46045054 -0.33332695 0.03186332 0.80966988 -0.04163649 0.08601267 -0.80802412 0.01821386 -1.28501401 1.32931214] Distance 6.5203326440052285 Each least square approximations [-10.88757526 -4.19409214 2.77287345 2.49896727 -2.90113268 0.22723089 -2.37161182 0.61727361 0.69285663 2.29914131 0.38152069 -0.43689819 -1.21500187 2.38439218 0.17123956 -0.21594325 -1.64318358 0.06970801 -2.53286003 1.3996471 ] Distance 6.792995279894591 Each least square approximations [-6.13812575 3.1449663 -6.82485523 3.35522938 1.3090401 -4.39237428 3.88630775 1.72110521 -1.74982631 -2.19357535 0.81825489 1.0732484 -2.02704441 -0.24891404 -0.0774863 0.20851798 -1.73777111 1.14366568 0.36505777 0.90287594] Distance 7.352616975171276 Each least square approximations [ 9.45013873 3.86612101 1.90016302 -2.03816702 -0.15230253 5.35397893 -3.25962448 -0.55913471 1.06730534 0.60180859 1.6951358 -0.12846981 0.86799937 0.33717321 -0.34489038 0.27689385 -0.32436489 0.40580459 0.46427052 0.33986584] Distance 7.747941920506924 Each least square approximations [ 9.3102914 -6.14864504 -1.87296811 -4.72745346 3.42902203 1.57903392 -0.29547835 -0.47576772 0.12614128 -0.58741464 -1.80285503 -0.20142955 0.36171949 -0.08059911 1.54569228 0.48606191 -0.03527946 -0.96522879 2.16388439 -1.94462311] Distance 6.083384599383837 Each least square approximations [-6.71675063 -3.98031747 -7.48244404 1.81996974 2.70755808 0.96188306 0.64435726 0.38936784 -0.11926485 -2.028104 0.79956986 1.24268899 -0.08246318 -2.36334674 0.27517792 -2.27072719 -2.05084578 0.59123492 0.66080472 -0.21698626] Distance 8.153169202499138 Each least square approximations [-11.17836811 0.91721554 3.31539624 -2.13617007 -1.39516573 0.81391087 -2.5090378 -0.24987864 1.6032505 0.92576486 -2.89100682 -1.22769423 0.76789051 1.32255105 1.34852447 -1.95328433 0.36630143 2.01352189 -0.09819054 1.07842922] Distance 6.386168601458767 Each least square approximations [-8.2922746 -2.66182204 5.91602749 -1.97028338 -2.948753 2.50780904 -1.82395183 -2.82190526 2.4704631 2.28322206 0.13909465 0.50463896 -1.29754376 -0.42766325 0.27079714 1.31661633 -0.7897638 0.61345653 -1.25246294 0.56468045] Distance 7.653397300253646 Each least square approximations [ 9.72411397 -0.90455824 4.85235525 -2.95599452 2.80404854 1.43467676 -1.97812996 -0.38770195 1.1084103 1.8595617 1.95816809 -1.50791613 0.98677235 -2.31533723 0.34666443 -1.1690169 0.45035083 2.0406243 -0.49766065 -1.33767867] Distance 7.145919619637504 Each least square approximations [ 8.52191106 2.7518926 4.29629838 -5.56190431 4.20594423 3.03354821 0.23907161 0.26485109 0.0380587 -0.43436322 0.71262388 0.25903206 -0.08793187 0.14404979 0.29554703 -1.35645846 0.53770321 0.30844545 1.27282199 -0.7397203 ] Distance 7.4731185749101785 Each least square approximations [ 8.23308649 -3.74772402 0.92112038 -6.67773155 -0.47969172 -2.39844798 -0.70019141 1.56417916 -0.73388212 1.7638808 1.54882706 1.398163 0.57062053 0.95978864 0.96673079 0.49513257 -0.00877272 0.92192874 -0.88823196 0.31745304] Distance 8.328820239841209 Each least square approximations [-8.88515633 -1.8930856 6.02785708 3.51987317 -0.77347191 0.93661953 -0.84885612 3.11752832 0.32185572 1.596184 -2.06891697 -0.89470765 -0.02681479 1.95518707 -0.34020418 1.32966065 -1.82527401 0.08665123 0.04833731 1.10112409] Distance 7.521006668845389 Each least square approximations [-3.67469459 3.76976376 -2.74416014 3.55975298 -0.96987176 -5.30961822 -3.21156353 0.21030456 -0.49663015 1.17023908 1.17470995 1.45426599 -1.69151682 0.94414544 0.58368013 2.87136018 -2.38019021 1.3355474 -1.47850476 0.6834778 ] Distance 9.261240701665926 Each least square approximations [ 6.35516928 0.96222772 -1.8034338 -2.62127298 -0.36829279 2.12029013 -1.72834015 -1.42936863 1.00793538 0.08871014 -0.91453741 -0.75115383 0.78746283 0.05865673 0.08381501 0.83813599 -1.66125392 0.41091092 0.27189664 0.23381153] Distance 11.524573327330774 Each least square approximations [10.18530739 1.13666092 2.93797307 -3.05927822 -3.89340041 -0.61200279 -0.43947915 -0.36135405 -3.05823707 -1.59345377 -3.3290343 1.42673288 -0.89539309 0.51927324 -0.9442913 -0.50917748 -1.38650085 -0.66852385 -1.69930634 0.40046923] Distance 5.403674386036067 Each least square approximations [-6.06863801 -3.64623998 -1.24335801 -0.0991826 0.69659339 0.85610404 2.61625861 -0.6487019 2.77407077 -0.02589947 -1.05338308 -0.47333707 -4.30041488 -2.17652186 -0.62975034 -0.37316717 -1.15905263 -0.77675893 -2.79290017 0.61733839] Distance 9.881390239248342 Each least square approximations [-6.2392023 1.64870266 0.97786244 -2.41029934 -0.53064294 -1.56281308 -1.18063425 -3.75329807 0.45932528 0.45853872 0.83117869 0.57183397 -2.31160741 3.72430946 1.26505888 1.46380444 1.29831417 1.24610539 -0.58318029 1.83862054] Distance 10.136938500734914 Each least square approximations [-4.80123927 -2.24653115 3.27201094 -0.3531027 -2.92162214 0.69840765 -2.25217097 -0.14635484 -0.49325174 0.21449827 -1.66696679 1.44284107 3.4047367 1.16490503 -0.32334614 0.63591873 -0.33321546 0.70586196 1.18447565 -0.26843129] Distance 11.268994060217464 Each least square approximations [ 7.121573 0.70828401 2.34313105 -2.21785626 2.42922452 -2.44290324 -1.15877197 -0.46634941 0.52861287 -0.82546349 -1.54783669 -1.98286629 1.0327854 -0.83498853 1.53315949 -0.84727851 -0.05232417 -0.66511753 -0.38983963 -0.85756654] Distance 10.593371152560417 Each least square approximations [ 7.45767534e+00 7.00065534e-01 1.82193127e+00 1.44997265e+00 2.02000869e+00 9.27108724e-01 7.70844479e-01 -1.42403546e+00 1.85573110e+00 -6.41447947e-01 1.65129987e+00 -2.22103490e+00 9.85054979e-01 1.66269810e+00 -9.01709507e-02 -2.66234413e-01 -1.57303141e+00 2.21999802e+00 1.02754604e-03 -8.02799284e-01] Distance 10.404920343342724 Each least square approximations [ 5.62826928 -1.47986091 2.1403959 -3.61601261 -0.15269557 1.62416576 -0.26443923 1.18011612 2.49629169 -0.03678948 1.83921578 0.85233932 -1.20555589 -1.88765438 -0.01322577 0.88354186 0.36746993 0.59008954 -2.14834266 1.26861741] Distance 11.055946104401823 Each least square approximations [-5.89140769 -2.06765391 2.01330094 0.10203985 0.20637642 -0.04648198 1.37550838 2.13229084 -0.38514364 3.79989031 -0.13435505 2.01617849 1.10050548 0.03981166 0.52190829 1.82992978 -2.01687807 2.55362536 -1.26260158 0.06045234] Distance 10.747441199521516 Each least square approximations [-6.39762564 4.89923661 -5.47604673 2.80690594 -2.90391439 -0.7864914 -1.60922058 2.25305962 -2.77741296 2.35669198 -0.38820474 -0.35653406 1.06905307 -1.30921765 0.06995169 2.1981957 -0.68519347 0.94150752 -0.09932673 -0.73053825] Distance 8.549942303876211 Each least square approximations [ 9.38264322 -0.66405823 -1.07718991 -0.56512262 -2.07695946 3.0924465 -1.77724061 -0.82248749 0.3788739 -2.25085993 -2.04327882 0.49032751 0.43333561 0.10809667 0.68989626 0.52267278 -0.38778756 -1.45326827 -0.83502103 -0.47414118] Distance 9.712400114293114 Each least square approximations [ 9.03325203 1.41245321 -3.32171859 -3.99738574 1.12100711 -0.2009116 -0.42752091 -2.22368597 0.58847461 1.64382688 2.50013457 -0.11888342 0.11876371 -1.0226983 0.35960466 0.73385401 -2.43475244 1.46368517 -1.70084416 1.34418172] Distance 8.655196387224485 Each least square approximations [-1.20995898e+01 -5.09048196e+00 -6.71068822e-03 -1.15713760e+00 1.34631152e+00 7.77149171e-01 5.89843349e-01 2.88855722e-02 -2.18588297e+00 3.55549816e+00 1.14711451e+00 5.85670238e-01 -5.16748694e-01 4.27012169e-01 -5.57645757e-01 -4.59248973e-01 2.98479544e-01 -3.06025060e-01 1.33555410e+00 1.31195129e+00] Distance 3.9498115752581593 Each least square approximations [-9.67861142 3.18200288 -0.85492033 -2.37071449 -1.66864079 1.00753369 -0.46973254 1.05197834 -0.6473234 0.34852501 1.36687901 2.22297212 0.50865122 -0.99331619 -2.11956336 -0.23268911 -0.08554819 -0.3136406 -1.68395938 -0.39580013] Distance 9.17804766105025 Each least square approximations [-1.09453538e+01 -2.72284801e+00 2.18566462e+00 -9.41726904e-03 -3.44168077e+00 -1.27024555e+00 9.42484763e-01 -1.18737623e+00 -3.70941295e+00 -6.92988155e-01 -1.46613209e+00 -7.08584254e-01 2.28525027e+00 -1.04664498e+00 3.28982537e-01 -1.08335215e+00 -5.14692459e-01 -2.29171595e+00 1.07560331e+00 1.75636699e+00] Distance 5.810089995075835 Each least square approximations [ 8.34650715 -2.57529646 3.59979639 -1.32421839 2.56746734 -0.18522495 1.28340301 1.74356191 -0.40559436 1.74240937 1.15940319 0.29937866 2.64372145 2.46677926 2.13740353 -0.79776173 -0.72534023 -2.61502224 0.84852625 1.54947071] Distance 8.94624081205558 Each least square approximations [10.15865535 1.6262002 1.07301069 -2.36443333 0.27259728 -3.17077042 -2.16593496 -0.42013313 1.15567604 -1.59784727 3.55868916 -2.62473982 -0.35066433 0.72590633 -0.83753004 1.40199881 -0.33633189 -0.09699102 1.06557499 -0.4253369 ] Distance 7.744491454679467 Each least square approximations [10.77682698 -1.18293219 -2.75375001 -2.38291523 2.12686646 -1.64304514 1.20608276 -1.03638604 2.58880081 -1.94504077 2.11838667 0.62411135 0.04447554 -0.35702857 -0.52842867 1.07827688 1.33351725 1.70478363 -0.922347 0.60843388] Distance 7.236310016776284 Each least square approximations [-11.09169617 -0.43626205 0.79264765 0.6289195 -0.08215382 -2.46745163 -0.84931785 -0.0519955 1.38243497 2.41582758 1.03697309 -0.25476434 1.76658164 -0.42791356 0.32798537 -3.27084327 -0.14070838 0.03982211 -1.38890842 -0.45211208] Distance 7.716507471117843 Each least square approximations [-5.20872507 2.01721598 -1.13897262 4.08415461 -1.83272588 -4.91137126 -2.1600737 -2.52240944 -0.24322418 3.06119199 1.08839602 1.85012155 -1.06754576 3.56983676 0.07859074 2.85722231 -3.11717295 1.35675906 0.20102962 1.87911801] Distance 7.985744841543811 Each least square approximations [ 5.22029823 0.32504759 -1.65486369 -2.73416508 -0.17471747 3.02784427 -1.44138499 -0.4457168 1.21143407 -0.34283959 -0.78153135 -1.15626 -0.55642747 0.57486073 0.12722605 -0.01630276 -0.70967722 1.61990474 0.75087428 -0.78285767] Distance 12.047354301551884 Each least square approximations [ 1.04742030e+01 1.79317253e+00 5.24877926e+00 5.83823090e-01 -9.27940253e-01 7.31541575e-03 -2.12715360e+00 -8.80447073e-01 1.04526530e+00 -2.17086935e+00 -1.95328924e+00 -9.16369757e-01 -3.00896709e+00 -2.41945679e-01 -1.86527842e+00 -8.18738024e-01 -5.22877366e-01 5.04265240e-01 -5.95187104e-01 1.77204445e-01] Distance 5.573764285679537 Each least square approximations [-5.49962714 -2.29556231 -2.5849229 -2.10870681 -2.87282554 0.63399516 3.03308556 1.35153267 1.17672504 -0.23793525 0.06277284 -0.16402 -4.30239623 -2.40710604 -2.16540687 -0.07955817 -1.43736211 -0.55110432 -2.96461609 1.31416152] Distance 9.643408427564044 Each least square approximations [-6.21602918 1.0134015 -0.03675705 -0.45090079 -0.43866089 -1.27812307 -1.89775562 -3.83111498 0.70925575 0.02182475 0.61250562 2.31225711 -1.86984695 3.14518216 0.4403735 2.28563497 1.7231475 2.44802119 0.11793365 1.37982327] Distance 10.333988015661907 Each least square approximations [-5.35407140e+00 -1.45731290e+00 1.08177116e+00 2.43845605e+00 -3.17457376e+00 7.21464459e-01 -3.13989646e+00 6.75917514e-01 2.17895097e+00 -1.22423985e-03 -1.26855426e+00 5.36586305e-01 2.58322855e+00 5.42429426e-01 1.15440223e-02 2.52521787e-01 8.76965533e-02 3.81836678e-01 2.63397664e-01 -1.21267715e+00] Distance 11.335278085470717 Each least square approximations [ 6.62535873 1.85981637 2.68633912 -2.17554622 0.8503629 -2.29402587 -3.04558943 -0.72107733 -0.13668471 -2.3432216 -1.4037112 -1.53445766 -0.48410858 -0.30414684 2.05609996 -0.90948048 -0.07991845 0.80026521 -0.70837771 -1.13370436] Distance 10.485408696584384 Each least square approximations [ 7.39820639 1.09230524 -2.37661213 0.46866222 2.93992662 0.90345316 0.86956269 1.74394835 2.86901012 -0.14331766 0.7927239 -2.05700882 0.5227401 1.59324613 2.0026064 -1.20142091 -0.79934312 2.26032905 -0.54429394 0.72563107] Distance 9.983952926570872 Each least square approximations [ 6.00795787 -0.46401277 0.47655347 -2.51995477 -1.88357595 2.83110262 -1.5081589 -0.33105315 1.28371674 -0.54001491 1.81200629 0.2334583 -1.09540033 -1.25383737 -1.65128819 1.69117256 2.12739674 0.74298446 -1.40445526 0.26027323] Distance 11.184317009461568 Each least square approximations [-6.38376016 -0.61087358 1.0444274 -1.20155848 -0.55001226 -0.73250657 1.70092167 2.01970626 -0.77797154 2.38588926 -0.53202617 0.98429209 2.76906441 0.37765902 -1.08495692 2.70949355 -0.43936679 1.92938723 -0.92954903 1.20898286] Distance 11.003967009553197 Each least square approximations [-5.28072745 3.77143034 -5.81617422 1.01490883 -4.07368883 -1.43784468 -1.33171883 2.52039496 -0.73210855 1.86833983 -0.61899935 0.7945143 -0.54292201 -2.02513273 0.09343887 3.09635321 0.986979 -0.31764373 -2.21028995 -2.05742453] Distance 8.74769565984675 Each least square approximations [ 7.33811703 1.46107165 -2.03437053 -1.4064256 -0.97394521 2.53804904 -1.66572107 -1.84530976 -0.36750185 -2.10824661 -1.26378626 0.07319481 1.18343271 -0.47823119 0.92609499 1.22190688 -0.34670175 -0.34383252 -1.83491293 0.23538032] Distance 10.955010245734437 Each least square approximations [ 7.50115892 2.81751058 -3.23983555 -5.2413631 0.98951052 0.26102629 -0.71599752 -0.8183822 -0.4961767 -0.6608602 2.54579616 1.60352598 -0.25455213 0.04194797 0.15265814 1.3316705 -3.12974957 -0.65928233 -1.35185386 2.64866581] Distance 8.627244891184827 Each least square approximations [-11.62120367 -2.53409985 1.21061219 -1.05021473 4.13896171 -3.62003577 0.70178882 -2.37950756 1.08729668 2.05781175 -0.01327919 0.13281249 -0.59951593 1.16168138 -2.19048601 -0.57161348 0.31429455 1.26704174 -0.27882196 -0.44107749] Distance 3.850565153390475 Each least square approximations [-8.48793748 -0.03076847 -1.61306369 -1.04080809 -2.0259961 -0.18660457 -1.66957436 -1.40996719 0.16226793 1.30851582 1.82654475 1.30239912 1.53176096 0.50137053 -2.26754447 1.63330771 0.30775904 -1.78567379 -1.48063819 -0.68872333] Distance 10.086140471619586 Each least square approximations [-9.02464385 -2.84609476 0.79871825 -0.64366567 -5.27068253 -0.50946612 0.29611262 -1.41392397 -2.21110251 -0.78223238 -1.136085 0.96186253 2.90583114 -1.67390142 -0.40772469 -1.20220956 -0.8105548 -1.62129446 1.58424677 1.64353244] Distance 7.727269638528821 Each least square approximations [ 6.5323865 -1.62616839 4.25205768 -0.6330576 4.51886815 0.08858408 1.14920686 0.78182497 0.03340212 2.11420678 1.41457615 1.16103788 1.93725795 2.42590537 0.56083843 -1.75298162 0.09194265 -2.39779487 0.07655867 2.77164167] Distance 9.436959718548277 Each least square approximations [10.30181408 -0.58596761 2.12640034 -0.18102056 -2.14965445 -1.0129363 -1.53120901 0.76512403 -0.75595278 -0.07911897 3.27657139 0.11383334 -1.60779493 0.55880238 -2.78320799 2.74996563 -0.46941887 -0.02675819 1.58624388 -1.57652729] Distance 7.426127984368536 Each least square approximations [ 9.24036852 0.96959527 -1.27555193 -2.24010144 0.23045607 -1.81776056 2.89411409 -0.29310976 2.18648501 -0.41881463 2.41303093 -2.45230239 -1.822142 -0.36095466 3.14432806 1.16474409 -0.54305855 3.11921239 -1.29651515 -0.16625523] Distance 7.841958068160853 Each least square approximations [-9.68356922 1.15197452 2.76546499 -2.08911164 0.97733297 -0.67171215 -1.65345233 -0.59333873 2.47761667 1.61897888 -1.49043147 0.16457111 -0.81770585 -1.57536853 -1.06465009 -2.69668958 -0.54633433 1.26938322 -0.54704943 -2.43588833] Distance 8.19723938416609 Each least square approximations [-5.78167026 3.67119586 -7.90380086 4.09156624 1.57233214 -3.42546896 2.64072515 3.04970083 -1.58396166 0.78700164 0.06809147 0.08791844 0.66044249 -0.71373432 0.45025417 -0.0670516 -1.43663815 1.18814722 1.16566919 0.82946247] Distance 8.415366823132375 Each least square approximations [14.9818189 3.16049316 0.37950386 -0.03994447 0.49576129 0.10604247 -0.1864932 0.04437145 0.41615547 -0.19459708 -0.6166483 -0.05190204 0.04218684 -0.53724818 -0.46302009 -0.16026382 -0.09682459 -0.28334852 0.46241419 0.020498 ] Distance 0.9588799198930095 Each least square approximations [ 1.10449371e+01 -3.94707130e+00 -5.03986311e+00 -3.10447821e+00 1.27129190e+00 -6.77374930e-01 -1.53340259e+00 -4.21388295e-01 6.30453545e-01 -1.30980339e-01 7.64166688e-02 1.54009859e+00 1.27526162e+00 3.17217252e-03 1.87238763e+00 -3.37575212e-01 -4.35564338e-01 3.40068635e-01 -7.23704325e-02 7.79791865e-02] Distance 7.187752411221334 Each least square approximations [-9.44952567e+00 -4.25757472e+00 -6.37564256e+00 5.50969231e-01 2.55609796e+00 1.97569024e+00 1.23793215e+00 1.40400037e-01 1.30999729e-03 -7.33652830e-01 9.68960956e-01 5.96045611e-01 -6.48270291e-01 -2.20923534e+00 -4.03923957e-01 -7.13069038e-02 -2.45620689e+00 6.04661660e-01 8.21956974e-01 -1.25710840e+00] Distance 7.8046584790454245 Each least square approximations [-11.3023346 5.24915729 3.00471641 -1.90732883 -4.60675816 -1.12663891 -0.9561779 -1.33996044 2.84665812 1.08473913 -0.32561225 -0.73835547 0.66890093 -1.73655646 0.70052431 0.41271968 -1.12598259 0.78680092 -2.31625913 0.78608271] Distance 4.7054849180266975 Each least square approximations [-9.90027757 -2.13238021 6.78786918 -1.18414352 -2.56261761 1.63038068 -2.5939669 -1.63421226 -0.01509661 -0.78164289 -1.41507387 -0.71810518 0.62339098 1.17735013 0.5504867 0.1620455 -0.42824267 0.46234351 -0.08630967 -0.38577081] Distance 7.923364006935406 Each least square approximations [10.44931486 -3.15632133 4.24398621 -4.29341917 2.8727816 1.19154053 -1.68567089 0.59847274 1.13997744 2.99444805 -1.61418211 0.77981928 0.1077729 -1.23927475 1.58119881 1.5242631 -0.37654877 -0.92381797 -0.22801455 0.98582507] Distance 6.847855057131594 Each least square approximations [10.74421652 3.5403672 3.94514829 -2.88754715 4.29480498 0.7941579 0.70571627 -0.22435516 -0.70559411 -2.33547 1.28149829 -1.23070536 -0.92680655 -1.2037656 -1.63186109 -2.12043311 -0.22687533 -1.09965339 -0.4185012 -0.89566276] Distance 6.702050787148942 Each least square approximations [10.60360095 -5.15069269 2.19022921 -5.13998345 0.21669832 -0.91383321 -2.15625111 0.50565378 0.65030911 1.35192708 3.22866928 -0.11082919 -0.12641557 0.76063364 0.29451572 0.74693767 -0.50586102 0.09892192 -0.98411281 1.17558185] Distance 6.687198996048696 Each least square approximations [-11.14745164 -4.02911868 3.6418226 2.52105594 -2.40210416 0.57330096 -2.50590279 0.79049358 0.55225636 2.47334028 0.47191859 -0.84041481 -0.75142513 2.19485861 0.14071764 -0.19682263 -1.93509446 -0.02800312 -2.1743133 1.10418257] Distance 6.451771628011015 Each least square approximations [-5.22919605 2.40990434 -7.98399398 -0.51015445 -1.60410627 2.26714613 -1.13804193 0.20533692 -2.07590582 2.66105837 -1.18817661 1.76073995 -1.98556354 0.49153032 0.74173566 1.11502793 -0.75519147 -0.24372724 -0.73454942 -2.70258095] Distance 8.576015752537845 Each least square approximations [ 7.02128963 0.78103696 0.34468582 -1.80492964 0.51054189 1.6733081 -2.0711449 -2.06498384 -2.45493488 -0.86093745 -1.78418993 -1.15752853 0.61871513 1.20226291 -0.21917954 0.5339129 2.15441024 0.25718336 -2.84219499 0.93592707] Distance 10.867138034743167 Each least square approximations [ 8.20590433 4.25077681 -6.53654206 -1.89660234 2.76930256 3.39058855 -0.83471184 3.42318913 1.45410384 0.32969901 1.38160076 0.14887052 -0.31462439 1.60776885 0.15418105 -0.04848193 -0.36011951 -0.98829417 -1.94252536 2.60474969] Distance 5.31696528532044 Each least square approximations [-10.13044453 2.70495514 -2.60119424 -1.64900954 2.6289791 -2.19140608 -0.9638225 -0.57414746 1.13539633 0.90290662 1.30282599 1.21044732 -1.49367354 -0.72065584 0.13064801 2.714256 -0.35473184 -0.97916932 -3.29372627 1.15215522] Distance 7.003252776987195 Each least square approximations [-6.99302274 1.56846244 -1.13200657 -1.38648476 -0.26184012 0.50624321 -2.00501441 -2.90750129 3.43843643 2.85122268 0.83776504 1.48424181 0.87919345 0.0564808 -0.89752146 0.83476646 0.53519944 -0.66586282 -0.37134674 0.56598279] Distance 10.78980496814982 Each least square approximations [-8.11485497 -1.30619923 0.62306126 -3.66250085 -0.96781609 -0.590015 -4.2583895 -1.60325212 -1.10436208 -2.66295763 0.52309564 1.15769254 1.63968541 -0.46521711 1.55353368 -1.66408897 -0.19887401 0.11717959 -0.07482225 -0.2797663 ] Distance 9.413313159933802 Each least square approximations [ 6.72188400e+00 -2.37889168e+00 4.41945967e+00 -1.85591753e+00 6.57798483e-01 6.37260347e+00 7.82611910e-01 -9.06176628e-01 -4.47039598e-01 -5.59636857e-03 -6.19552535e-01 -3.92940433e-01 1.04225769e+00 2.88172164e+00 -5.18077646e-01 -1.99415100e-01 2.86080835e-01 -1.08343220e+00 1.12943207e+00 1.31087400e+00] Distance 8.895303994638235 Each least square approximations [ 9.19035642 2.9953731 1.78710607 1.6439623 -1.6671864 0.85903076 -0.55571269 1.69129294 0.92453839 -1.56723521 3.21989423 1.49067073 -2.51537701 0.04754398 0.34505013 1.49702239 0.49047099 -0.9814182 1.17264356 -1.9591121 ] Distance 8.54886216094423 Each least square approximations [10.30816343 1.27767354 -0.34729675 -1.97411377 -3.08672478 -0.72621144 2.16975725 1.55162844 0.0406508 -0.50668136 -0.27238676 -4.82617894 -0.2574973 -1.33296464 1.12917889 1.34870318 -0.4498645 -3.55671539 0.8096654 0.45327469] Distance 6.225265058982252 Each least square approximations [-8.37787554 -0.67159871 3.45338979 -1.55913064 -0.78058978 2.39663454 1.46039721 -2.16049356 1.44714421 0.49042731 -3.32522417 1.55756624 -1.48775669 0.52574835 0.06494914 -1.55918076 1.31507275 -1.31262591 -1.6516766 0.57561238] Distance 9.203439518841675 Each least square approximations [-2.99193916 1.69905436 -6.84577469 -1.30689022 1.84876977 2.93454627 -2.21054952 0.92345735 -1.17327975 1.8162792 -2.73616535 1.21920827 -3.18318564 -0.97653536 -0.51111561 1.90765911 -0.89370898 -0.57503124 -0.06294193 -2.41525775] Distance 8.940563740656218 Each least square approximations [ 4.34949221 1.54477599 0.69583138 -0.41233557 0.29002122 1.86177972 -1.67892558 -1.04653582 -3.63629407 0.77909082 -1.6833926 -0.67036712 0.01239275 -0.85727836 -0.11334155 0.45824342 1.28436577 -1.25776346 -1.99509137 1.71777901] Distance 11.664440311310317 Each least square approximations [ 4.04605521 3.16775496 -6.7131344 -2.96594647 0.71231537 0.50698318 1.70227452 -0.9460443 0.84757827 -0.04404253 -1.05879364 0.09080216 -1.32572599 0.53513486 0.13350867 -0.32973022 0.25478906 -1.65240067 -2.77072059 1.56621077] Distance 9.588787938244963 Each least square approximations [-8.98488057 5.3584951 1.27559906 1.89739417 3.81122877 1.85720263 0.88374542 -0.63983168 -0.06605247 -0.44397254 2.62532057 2.10357113 0.02272144 1.61487799 -0.04400472 0.9952139 0.82387326 -0.92714487 -1.35063565 -0.12210864] Distance 6.433095493147444 Each least square approximations [-4.28771425 1.39960421 -3.03472552 -1.38900984 -2.27786336 1.9805715 -2.40049392 -0.38431337 2.24839317 0.92794373 0.56217682 -0.52562986 0.64995566 -1.09906895 -2.19893333 0.77986469 -0.41674414 -1.59589979 1.11127158 0.72696595] Distance 11.364214317847853 Each least square approximations [-5.82304032 2.5567734 -0.32770908 -4.50168028 -0.98401567 1.63290396 -2.03678496 -1.82460002 -4.04341417 -0.95077997 -1.84750221 -0.77623776 0.35761118 -0.57040121 2.67439445 -3.44851871 -0.02073829 -0.50173187 0.58091642 0.38532438] Distance 8.959959215686402 Each least square approximations [ 3.10596831 -1.57393501 1.61667867 -3.06758062 2.9412331 3.77129958 3.03861026 -0.4262397 -1.67334501 2.16371374 1.02538066 -0.43648865 -0.59747681 2.45884662 0.46390033 1.00197489 -2.04242191 -1.20060008 0.89578673 1.24855771] Distance 10.628227294215737 Each least square approximations [ 5.84766749 1.81910442 3.09831614 0.83546054 -2.80585042 1.21791936 -0.34566114 -0.05529093 1.32877511 -0.73159201 2.93107283 0.6331635 -0.21454803 -1.29405995 -0.80493507 2.36000934 0.49177687 -0.42879892 0.69319636 -0.72444623] Distance 10.759778242061094 Each least square approximations [ 6.07542185 1.57370964 -0.57661523 -2.98101616 0.79223909 -2.583603 2.36782123 -0.17841614 -0.10286747 1.21186416 -1.85667321 -3.87184505 -0.79975109 0.19168639 1.29579035 -0.93459545 -1.26992155 -1.96082269 -0.87262398 0.61357226] Distance 10.120588729674568 Each least square approximations [-6.05487995 0.35107236 0.87585036 -0.99388445 1.32934295 3.29735665 -1.28934612 -0.34820241 2.4714748 2.12179229 -0.84256218 0.77991655 -0.72227912 -0.88486956 -1.93352607 -2.8451172 1.8088039 -1.338941 -2.18502633 -1.10732518] Distance 10.228449299607806 Each least square approximations [-4.83631106 0.73324201 -5.55291578 0.45363398 -0.26513925 1.76901883 -3.39114059 1.33327985 0.54387678 1.52790881 -3.22761713 -1.06802245 0.13172647 1.04712936 -0.33299543 2.67208881 -2.93814477 0.51630167 -1.48595536 0.16269033] Distance 9.60779150164727 Each least square approximations [ 5.1491901 0.70233662 0.4870649 -0.87973753 -0.87237158 1.11155014 -2.65562151 -2.05532417 -3.47466055 1.50194047 -3.45148596 0.05050501 0.36168149 -1.13334148 0.89749296 0.4525068 -0.04755151 0.58512843 -0.53295478 -0.49961709] Distance 11.251756852112846 Each least square approximations [ 7.51403107 3.04023474 -4.50180756 0.13956517 -0.8228951 -1.51141842 5.88550986 -1.75114475 2.40423924 1.65267961 -1.65272185 -1.17707333 -0.96752205 0.56520406 -0.20906917 -1.25836187 -1.87258829 -2.6429602 -1.35176968 1.12868754] Distance 6.456075904941904 Each least square approximations [-8.28382423 1.69399248 1.09618193 -0.32926371 0.19686017 1.59539692 0.66710525 1.34847544 0.98261122 0.88004401 3.80787721 -1.55358411 -1.30262415 0.44992287 -0.67300532 -2.55635019 -0.31228432 0.79879917 -2.64189082 0.41237203] Distance 9.185170638196636 Each least square approximations [-4.52704339e+00 3.06435807e+00 -1.10792634e+00 -1.89802934e+00 5.46684762e-01 1.39306925e+00 -1.28768754e+00 -1.36324057e+00 2.15969457e+00 1.40533200e+00 7.22684088e-01 4.67423841e-01 -6.85171817e-01 -6.92941550e-01 5.88092833e-01 8.38372826e-01 5.32931669e-01 -1.28729777e+00 -7.81813188e-02 1.68920084e-03] Distance 12.06838882866442 Each least square approximations [-6.84264134 0.85187982 -0.18579025 -0.10224218 0.10400841 0.26562519 -4.5664712 -2.07344747 -2.63812025 -0.4377052 -1.67234346 1.89062991 2.51138228 0.35163302 0.56860651 -2.05848404 1.42661771 1.01818931 1.50911309 0.95519569] Distance 9.687150658038265 Each least square approximations [ 5.10506467 -0.90222374 0.05605894 -3.07856279 2.75491755 1.52946852 2.80674246 0.34632573 -0.52738541 0.45370525 -0.28077376 0.34603126 0.53060075 -0.92048467 0.54585468 0.0978202 0.35179886 -1.71762492 0.64403954 2.21232201] Distance 11.517685665115513 Each least square approximations [ 5.78420748 2.97854087 1.29160029 0.10768457 -0.38151379 -1.5028258 2.37035034 0.9758537 2.59190368 -1.51728668 3.43332797 -0.53709648 1.90554493 -0.82902736 -0.19246784 2.10321969 -1.16479018 -1.07576842 1.74174221 -0.23642125] Distance 10.439337423228666 Each least square approximations [ 6.92621610e+00 1.26484140e+00 -2.04240563e-03 -1.23336594e+00 3.21735423e+00 -2.53592796e+00 2.53359701e-01 -2.14601792e+00 6.12014311e-01 2.08319712e+00 -1.20270774e-01 -2.19476546e+00 -5.58923446e-01 -1.83104745e+00 -2.15646698e-01 -1.04072096e+00 3.25969798e-01 5.42143154e-02 -9.52322476e-01 1.00485857e+00] Distance 10.417793850218727 Each least square approximations [-5.7287195 -1.3475574 0.80441032 0.55689643 0.45390851 1.8627031 -0.79780754 -2.01327684 2.25296328 1.14918943 -1.12073635 -0.67547108 0.97656737 -1.20143834 -0.45666574 -1.87717974 1.42744247 -0.46398349 -2.39319343 -1.15775023] Distance 11.398525680826248 Each least square approximations [-9.01073767 2.65929278 -2.5320078 2.44318205 1.56030368 -1.62658933 -0.22479535 1.64812444 0.59248388 -3.78084455 1.28880225 -1.07163726 -1.93383389 0.99899736 -0.90694895 3.08821797 -1.53682144 0.58683034 1.88069698 1.2669965 ] Distance 7.688760013920996 Each least square approximations [ 7.99461715 1.37572313 0.52157076 -2.50625317 -4.40786661 2.18049122 -1.67899561 -2.13394759 -1.33846497 1.17361578 -0.36272818 -0.30183654 -0.42413337 -0.64426895 -0.32374315 1.03635682 0.38922421 1.98688454 0.77449532 1.1427396 ] Distance 9.639711266104772 Each least square approximations [ 9.1096047 -1.08082132 1.1807456 -4.06016575 1.40860204 -2.66459966 -0.25827272 -2.42733674 1.21032131 2.06919415 -0.47696341 1.9887344 0.1975227 -0.73321225 0.28795668 -1.87812175 1.49985763 -1.45334996 2.74866897 -0.69036108] Distance 8.026592411941648 Each least square approximations [-7.65596854 -1.86249206 -2.5643358 0.848742 -1.24139059 1.61899544 1.40658104 0.308574 -0.05764646 -2.12399695 0.24820487 -0.61651772 -0.52652492 -2.72141601 -0.40997684 -0.90893211 -3.61614026 0.27672631 -1.27889301 -1.59088628] Distance 10.07186425053711 Each least square approximations [-7.72050985 0.80175281 2.11019615 -3.99911443 -2.34796839 -2.56044959 0.33265292 -0.08047092 2.76087025 -2.10772156 -1.86202069 -1.46555154 -1.11421706 2.54466922 -0.17018458 1.68210811 2.23749085 1.1512791 -0.98271388 0.37222978] Distance 8.912833713788977 Each least square approximations [-9.34021545e+00 4.83104186e-01 2.52712837e+00 -6.71639391e-01 3.62161389e-01 2.37684382e+00 -3.38213009e-01 2.72237566e-01 1.05738376e+00 1.06591905e+00 6.02016983e-03 -2.05602364e-01 4.33532959e+00 1.85445473e-02 1.60374894e-01 2.26732026e-01 1.96819148e-01 1.34710015e+00 -9.58551347e-01 -3.58863225e-01] Distance 9.146642669720045 Each least square approximations [12.09929983 3.07050592 -1.22784182 -0.19423485 2.07541889 -2.46485233 0.7584682 -1.45487065 1.41212601 1.91953367 0.37016762 -0.3422738 -0.77402802 -0.8701734 0.48750865 1.12433141 0.38159777 -0.47853535 -1.77511609 -1.36058472] Distance 4.837534243041739 Each least square approximations [ 6.93542185e+00 1.49105957e+00 2.29968815e+00 -2.66124472e+00 2.92623185e+00 7.95905502e-01 -1.63331306e+00 -2.89990331e+00 2.46955926e+00 -3.67291742e-01 1.04078513e+00 -1.27660491e+00 7.17662150e-01 -4.44270970e-03 -8.47394258e-01 6.18811185e-01 7.40481425e-01 8.41544727e-01 6.94271520e-01 1.15233088e-01] Distance 10.617378254660307 Each least square approximations [ 6.91429887 -1.01763189 -0.61113495 -6.002683 1.88878531 0.17548288 -2.6294727 -1.13738276 2.72064189 0.7222084 0.8039636 2.40307269 -0.70682171 2.74982222 1.97768198 0.86277273 -0.16161926 0.09599619 -1.40402703 2.08208306] Distance 8.806410342032347 Each least square approximations [-6.9241797 -1.89448935 1.47740251 3.17038827 -1.03215152 -0.08205561 -0.05261384 2.76867275 -0.69805327 3.53541657 -0.69483509 0.73864515 -1.57287079 -0.26377222 -0.73081178 2.11447231 -0.79148758 0.32214414 -0.86101182 1.72656131] Distance 10.463599503801879 Each least square approximations [-5.56070829 -5.20672003 -0.0370125 3.5173351 -0.82344109 -6.36930526 -3.07354713 0.75608401 1.58077838 0.06313787 -0.66319758 2.76992758 2.13373494 -0.02030398 -0.26295293 1.73182745 -1.22283117 -3.22275805 -0.42669084 -0.02491359] Distance 6.674797568727053 Each least square approximations [ 2.47005844 2.64653665 -0.47664336 -1.75769929 -1.29189282 1.2704536 -0.94812992 -1.84914626 -0.72098746 -0.41086382 -0.93810354 -0.55349956 0.7494519 -0.63149588 0.91771319 0.74559839 -2.11257239 0.36415211 2.31642775 -1.49760888] Distance 12.492459379666883 Each least square approximations [ 4.6706325 0.51467755 2.77750533 -3.12239672 -2.97250184 -3.58432643 0.07168781 -1.8241968 2.77155049 -0.99396243 -0.38610294 2.17912723 -3.97963834 2.79294479 -0.13066381 1.6624726 -0.50423477 -0.70876224 1.28122332 1.31953482] Distance 9.372181878021118 Each least square approximations [-2.74669638 -2.46714119 0.97039633 0.41852858 1.0617016 -0.31774774 4.32886825 2.80690035 2.67158556 -1.229344 0.15796173 -1.57038917 -1.9343694 -2.64341602 -2.49086958 -2.08008228 -1.9322849 -2.14134407 -0.79665998 -0.90794039] Distance 10.571206136347687 Each least square approximations [-2.11702166 0.85339978 1.60025857 2.0563495 -2.0395353 0.4135155 -2.6813529 -2.21901931 -1.28037518 -1.28874148 -1.54820315 0.88581761 1.69134768 1.82256932 1.80843551 -0.27334379 1.22924132 -0.44140056 -1.81999682 1.06353817] Distance 12.079740421534144 Each least square approximations [-2.59869679 -1.92311488 -0.61693639 1.50212444 -2.85991778 3.81799697 -1.69207366 2.30417717 1.72529644 -0.20510172 -2.06494083 -1.32089101 1.42879939 2.86426902 -2.26734257 -1.42249929 1.14429862 1.51803483 0.14201225 3.03426047] Distance 10.640843524760195 Each least square approximations [ 3.01549077 3.81666787 1.1901955 -5.65439285 1.92301469 -4.50688369 1.50107259 0.83928214 -0.52734578 -0.62548184 0.96124049 -0.11033245 -0.04544029 -1.52064437 -0.96441372 -0.60674141 1.2017262 1.48124841 -1.46609583 1.23957507] Distance 9.998197118482757 Each least square approximations [ 3.06214791 -0.39402668 -0.5932853 -0.8704321 3.03465179 0.84922445 0.90953174 2.53025869 1.17147981 0.12769178 1.82655004 -2.25388521 1.83184152 0.09188379 -1.3074226 2.92832317 0.50126791 2.69516211 0.13247317 1.34887018] Distance 11.658290122867509 Each least square approximations [ 1.28550672 -1.27883481 1.95582888 -2.92525777 -0.07682062 -0.12722896 -0.43201124 -1.7034677 1.17047032 -1.16744661 2.36532416 0.05097602 -2.63034378 -0.26014881 -0.44294352 0.93111321 2.20727089 1.29967604 -2.97611528 -1.42767537] Distance 11.99605461066077 Each least square approximations [-1.63011906 -0.79848728 3.23276737 -0.51685827 -0.91031631 -0.72968184 -0.91989305 0.87152539 -0.37991788 2.93820372 0.95681137 -1.17978966 2.46344573 -1.60816964 -0.4146452 1.35838861 0.0313888 1.28516186 0.01755269 1.17890733] Distance 12.439599816969249 Each least square approximations [-3.28073768 3.51496725 -2.18288353 0.70409328 -1.90187162 -3.33357602 -3.22281153 0.09616489 -1.18807682 1.7939024 -0.87791568 2.15979544 -1.66276882 3.34798745 1.06997704 3.37023633 0.27614191 3.40185425 0.18622394 -0.0980675 ] Distance 10.29418545947256 Each least square approximations [ 4.94177485 -1.30669108 -2.60417972 -1.74276844 0.48956349 2.30309458 -1.17006746 0.01434331 0.48168428 -1.29544306 -0.96719101 -0.35319647 0.05130947 0.00560445 0.338786 0.44732274 0.22330603 2.87860378 -2.34262035 1.62528956] Distance 12.045574391005655 Each least square approximations [ 9.60217648 4.12281977 1.92596266 -2.81929759 -3.52226782 3.58113895 0.60423418 1.58823361 -2.6151362 -1.26289969 1.19918741 0.17323691 0.23107508 -1.51400358 -3.4945629 -0.50147312 1.4258559 -2.47927525 -0.69156438 -0.67183722] Distance 4.991396266988152 Each least square approximations [-6.68969995 -2.3502523 0.79226305 -1.13662388 0.27999394 0.06210108 -0.18777255 -1.30864854 3.93031048 -0.14165912 -0.69712599 -1.32750636 -6.24938302 -1.43652002 1.3946859 1.01991581 -0.16430817 -1.19584298 -2.61418388 1.40168602] Distance 9.033805248830877 Each least square approximations [-5.27899721 2.94031941 0.658539 -1.76475341 2.66830625 -1.69570662 -0.73005835 -3.36337453 1.77819414 0.82611464 2.04780824 2.03111157 -2.47150854 4.50146948 0.47123696 1.04371355 0.6148174 0.69716185 1.12593111 1.26962662] Distance 10.110305626942486 Each least square approximations [-3.73764319 -2.2519955 1.92409466 -0.76099184 -1.53664676 0.09095049 -2.64772438 -0.23958042 -1.44774067 -1.64958934 -0.17632378 2.11627628 5.21152891 -1.06571209 -0.48196079 0.96767373 0.1325314 -0.2524238 1.20536147 -0.95447756] Distance 11.563461135833764 Each least square approximations [ 5.97853041 0.87802449 2.53419064 -0.01806861 0.97659274 -0.72494987 -1.85988463 -0.9830343 0.94539164 -1.42532757 -3.66854107 -1.0397513 1.09118983 0.35316219 1.9847068 -2.55187518 1.03457585 -1.80484382 -0.13049287 -0.96325786] Distance 11.151921394335568 Each least square approximations [ 7.16600976e+00 3.36902836e+00 1.87900624e+00 4.87262877e+00 2.11193040e-03 -7.78274406e-01 -1.40863908e+00 -1.23072633e+00 1.11106847e+00 6.13087739e-01 1.95911046e+00 -8.28366503e-01 -6.72507891e-01 1.12414688e+00 2.22780791e+00 -8.06645968e-01 -1.51596968e+00 7.60155101e-01 -3.22510326e-01 -1.89927839e+00] Distance 9.6736042895283 Each least square approximations [ 6.74086253 0.72665582 1.91671558 -2.11768535 0.43043083 2.62427257 1.64872305 0.45356996 3.07435022 -1.10310921 -0.9632266 -1.84555933 0.11976443 -4.56786965 1.54316925 0.9900436 1.26369274 -0.0734243 -1.59624455 2.08294641] Distance 9.79059737904677 Each least square approximations [-6.06298213 -3.36108799 0.27408754 -1.46339687 -0.63379568 1.01379456 3.19639316 -0.42938944 -0.14495825 1.22336882 -3.39860852 2.97264828 1.71713763 -1.6714495 1.34118708 1.39650447 -0.88870765 0.43332353 -0.97821774 -0.33227597] Distance 10.59080226612485 Each least square approximations [-6.68349761 2.63038588 -5.07438303 -0.89165865 -1.28720584 3.48391716 -2.8227136 2.82863274 -0.41611966 3.62269149 -1.03468106 1.04513876 -0.97646438 -0.73417889 -0.69892317 1.96471164 0.17310841 0.4123281 -0.70050955 -1.11365544] Distance 8.655892548737217 Each least square approximations [ 5.30754409 0.09962665 -0.0093623 -0.44737425 -0.13852554 1.82442304 -1.42057916 -1.12339338 -2.76824365 -0.23793483 -2.20562839 -0.17681428 0.26106477 -0.10937477 0.15802067 0.23468555 1.63611293 -1.47067377 -1.99922012 0.61700155] Distance 12.2086476788618 Each least square approximations [ 6.58145191 4.66924824 -4.46854498 -2.31040122 1.37829155 0.54441832 0.70469024 -0.2991589 1.44811343 1.26295944 3.28915868 -0.43136488 -1.79744597 -0.5420667 0.99697307 -0.09841797 0.30353984 -0.05566919 -2.62010861 2.79105572] Distance 8.880975762790714 Each least square approximations [-1.25638264e+01 3.22577487e+00 2.45593738e+00 -1.52736259e+00 -3.83852092e-01 -2.73483827e+00 -2.44566133e+00 -1.63555636e-01 -4.39024172e-01 1.55085460e-03 6.17025092e-01 -2.53530261e-01 3.15432349e-01 2.61950706e-02 -8.21397069e-01 2.25858438e-01 1.26451164e-01 8.42866276e-01 -1.64713011e-01 9.49133530e-01] Distance 3.5608724309461977 Each least square approximations [-6.10393968 0.13848918 -2.61629471 -1.61588663 -1.2029682 0.23714277 -2.599053 0.10443987 1.51391171 0.65878039 1.87832888 2.13787566 0.18558156 -1.49179421 -2.69983804 0.91632825 1.14541642 -1.14138266 0.32176714 -0.34551814] Distance 11.26937357569612 Each least square approximations [-9.49335525 1.37829697 -2.37592884 -1.55321387 -1.22272556 -0.94487811 0.24364227 -2.04825733 -0.78135054 -3.27229755 -1.74643053 -0.31301655 2.78558299 -3.26445529 0.9244475 -2.12193039 -0.86988435 -0.46219147 0.74727345 0.67494058] Distance 7.68795958173551 Each least square approximations [ 6.2000476 -0.75991377 0.86263499 0.19218843 1.98559674 3.93994169 2.50147053 -0.52503263 -2.64281338 1.57879681 1.09690759 2.19462328 0.3551179 1.92099063 2.76638981 -1.17329718 0.10100045 -1.77588561 -0.03876992 2.82473678] Distance 10.038295092159878 Each least square approximations [ 7.59729838 2.09866172 0.46192581 0.74829901 -3.03694452 -0.14524617 -0.9682876 0.17222101 0.82680703 -0.75528377 4.22458042 0.11806622 -1.16161216 -0.47158283 -1.1081646 3.21274083 0.78435044 -1.05495926 1.08787298 -0.23240149] Distance 9.88646372607254 Each least square approximations [ 9.06223111 4.84058795 -3.66262673 -2.49792394 1.1560039 -1.30222661 2.07697376 -1.58304186 0.5714075 0.63403825 0.98526278 -3.09364455 -1.06483205 -0.87770975 1.55133088 0.29109674 -0.81553407 -1.87331765 -0.82000814 -0.87041179] Distance 7.051287154178711 Each least square approximations [-7.98151203 0.98313879 -0.13853377 -1.67975042 0.79747648 1.39216335 -0.59353443 -1.25275862 2.66086573 1.22657967 -1.70211298 -0.04427891 -0.65115681 -1.61188562 -2.72978043 -3.78541561 1.71529125 -2.07313912 -1.94816389 -0.62854695] Distance 9.291236834164893 Each least square approximations [-4.21637229 2.78752398 -1.03341625 4.81820491 0.56082633 -4.10509576 -1.8175781 -1.72583578 -1.33186641 2.46373788 1.10177735 0.34077783 -1.32927031 1.59385705 -0.46136145 2.47663075 -3.0548507 2.14703693 -0.97793012 0.90805491] Distance 9.938958020202932 Each least square approximations [ 5.84593483e+00 -7.34448570e-01 -2.47554022e+00 -2.22299775e+00 -3.26695473e-04 2.58391281e+00 -2.11523143e+00 -9.74289494e-01 1.37758941e+00 2.16117348e+00 -1.16405522e+00 -5.66705771e-01 -5.18021268e-01 1.19785841e+00 -1.51057552e-01 1.20183797e+00 -1.23221186e+00 1.16577652e+00 6.34230637e-01 -6.39938305e-01] Distance 11.602776509180343 Each least square approximations [10.96577926 -0.62239083 4.36002664 3.27466023 -0.96540966 1.87720844 0.44932591 -1.51499268 0.43304658 -0.69754805 -1.89432139 1.58231362 -0.13460516 1.08905901 0.5752609 -0.89386262 -1.52502838 0.97966246 -0.01366182 1.02601953] Distance 6.070618351956588 Each least square approximations [-4.70050393e+00 -2.88186255e+00 -3.76044792e+00 -2.03438061e+00 -3.13912056e+00 8.64736063e-01 2.16936173e+00 9.35412966e-01 1.22711086e+00 -2.80298252e-01 1.08259841e+00 -1.15867162e+00 -3.73201669e+00 -1.94750299e+00 -1.75254625e+00 3.89842496e-03 -2.24017452e+00 1.65604660e+00 -3.08786865e+00 -1.44283117e-01] Distance 10.027106302317668 Each least square approximations [-6.60290567 1.1641263 2.03540323 -2.37219975 1.21406439 -1.74193523 -0.40562177 -2.78775306 -0.01788923 -0.24269451 0.37895213 2.51727961 -1.71512627 2.76535559 2.50052798 1.78388824 1.92745192 1.86794411 1.19328469 0.70180092] Distance 10.235277756465994 Each least square approximations [-4.7359029 -0.37649531 4.03698905 1.99227717 -1.95980456 0.36784633 -2.8972586 -1.01887302 0.79330599 -0.05587516 1.13626525 1.96962066 2.74954866 0.41723598 -0.2700965 0.01710932 0.58854181 0.70079144 0.51341349 -1.6853831 ] Distance 11.567878788227906 Each least square approximations [ 7.09221795 1.21514596 2.25272735 -2.26005089 -0.64995341 -1.31799451 -3.12455337 0.03988404 0.08695032 -1.16663718 -1.67576373 -2.67572941 0.80498806 -1.59028598 1.02348792 0.03997653 0.68186709 1.12689152 -0.87614243 -0.66613174] Distance 10.734137037030676 Each least square approximations [ 6.42384402 2.91846392 -1.08188948 0.5096292 2.93533138 0.89730122 2.0013014 -0.49927564 2.49940421 -1.58424865 1.37105093 -1.56171205 -1.29184982 0.98406705 0.58261003 -0.62431127 -1.68677118 1.93986256 -1.0129822 0.37904885] Distance 10.885941174670027 Each least square approximations [ 5.89836498 -2.20358498 -0.06846747 -1.964585 -0.77975879 2.97074784 -1.32351257 0.58121597 0.69030574 0.96380912 1.0313839 0.61948455 -1.52909134 -0.57886046 -3.01446432 1.38186001 0.69302896 -0.03687579 -0.99377828 1.51830105] Distance 11.50140150307709 Each least square approximations [-5.75498953 -2.13856761 1.26804221 1.09738 -0.59144124 -0.52804854 1.89415479 1.69476883 -0.03455527 0.67363985 -1.15653535 1.20344357 1.78595023 0.69064323 -0.87141881 2.96643858 -1.0670645 1.70326026 -1.77511281 0.75780662] Distance 11.652777216341397 Each least square approximations [-1.03791572e+01 9.69888042e-01 4.17908445e-01 1.64203432e+00 2.35687821e+00 3.04951351e-01 -7.76716864e-01 2.16111587e+00 2.05708043e-03 -4.98658642e+00 2.78349204e+00 -3.93823168e-01 1.31153662e+00 -2.15137993e-01 -5.51613902e-01 3.62631013e+00 -1.24747312e+00 1.53732522e+00 4.56864696e-02 2.00706258e+00] Distance 5.899704451603118 Each least square approximations [ 5.92995556 0.08084578 1.51196945 -0.22948854 -4.79642815 1.5638868 -1.82218147 -2.29848538 -1.85778851 1.24744295 -1.9534727 -0.18908048 -0.14585766 -0.75846282 -0.37730795 -1.71201514 0.06570119 1.36042975 1.78932908 0.18267471] Distance 11.136539779563973 Each least square approximations [ 7.0650487 -0.94455903 1.33401626 -2.46885176 1.9163913 -4.37073924 0.96732953 -3.3534302 0.7842981 3.33278672 1.53715305 2.03346284 -0.09645425 0.80340008 -0.75316443 -0.84744244 3.54953686 -1.55698403 0.92118691 -0.03792246] Distance 9.139653308765887 Each least square approximations [-6.77753047 -2.04046982 -0.96056358 0.81466027 -3.08264648 0.80132712 0.76168196 0.33389911 -1.03552736 -1.35482406 -1.44537153 0.4488664 1.49587611 -3.37309597 -0.09573846 -0.60958005 -4.11711059 0.99699751 -0.36610182 -2.52522996] Distance 10.345773360640097 Each least square approximations [-5.76511498 -0.39764036 2.15182607 -5.82595677 -1.15042994 -3.6111878 0.49726507 1.6137988 -0.57908987 -2.1445097 -0.64677493 -0.88002764 -0.54303502 0.65317304 0.02196679 0.75039972 1.01658086 0.36017194 -0.33050156 0.57475395] Distance 10.72421962766754 Each least square approximations [-9.92786668 1.62958435 0.75155209 0.06363814 1.8053615 1.3596654 1.62303696 2.30697384 1.04073347 -0.9021545 0.22500447 -0.20862553 2.78031803 0.5268897 0.17868685 1.36426633 0.35098962 1.51548053 -0.10694783 0.31751206] Distance 9.161373276340443 Each least square approximations [11.35620672 3.90623888 -5.86825603 -1.33726347 0.47450113 -0.69366302 1.17166391 3.52501166 0.8463536 -0.06368783 0.84362212 0.04541195 -0.0601586 0.29969166 -0.69173887 -0.47536708 0.63284289 0.08947581 -0.23900623 0.79548538] Distance 3.8631881080657013 Each least square approximations [ 4.58614634 1.16177291 0.0114245 -4.90631347 0.93403447 -0.17618972 -1.98296456 -4.06217406 1.14658627 -0.97043657 2.12095197 -0.83431092 1.42552861 -0.63531338 -1.82107397 1.9888985 2.16688725 -0.16344258 0.50404069 1.64296461] Distance 10.980927463016616 Each least square approximations [ 5.57654579 -0.03156392 -3.19276341 -4.08296205 2.0259057 -0.72832415 -3.08092444 -2.08975904 3.27514367 0.39022386 0.40600233 2.50735359 -1.09193576 2.37829923 1.8848543 0.67170753 -1.74984536 -0.86133173 -0.63523233 1.27783711] Distance 10.135382972533865 Each least square approximations [-5.1898357 -0.18809144 0.08348136 4.38243963 0.1703489 -2.35231937 -0.0622668 0.88370167 -0.23636016 3.67351085 0.16230491 -1.15826143 -2.77305618 0.34847317 -0.92479081 1.86515328 0.80371655 -0.28898497 -0.27927608 1.23565848] Distance 11.457683043847647 Each least square approximations [-7.84513756 -3.24510033 -0.13931988 -0.13309689 5.81712764 2.62857798 -3.57109264 0.58629079 0.18133595 -2.7289552 -2.60480131 0.02370298 -0.95932755 0.04555161 1.08965879 -1.27258806 -2.75925241 0.3966776 -1.76827942 -2.70109609] Distance 5.907259180823984 Each least square approximations [ 1.44558491 0.56017461 1.81106212 -0.3020641 -1.81609671 1.34990412 -1.42507582 -0.4774902 -4.37048526 1.72539598 -2.65423237 -0.14303059 -0.03846131 -0.9643817 0.29503087 -1.92198501 0.35673454 -1.55969298 2.28631633 -0.91646108] Distance 11.891416638077438 Each least square approximations [ 2.43392156 0.75567942 -1.77816273 -0.70751981 1.98562057 -2.9944256 3.79141844 -1.97599742 0.73859185 3.84320553 0.24096876 0.91529241 -1.15625953 2.63312399 1.22995724 -1.60089816 4.56266215 -2.4239013 0.73632795 1.97852909] Distance 9.797413740258696 Each least square approximations [-4.28413871 3.6016353 0.41228281 2.81033927 -2.02980921 3.12325524 1.05566608 0.79081544 1.66918895 0.40914436 1.13853115 -0.50854304 3.47075245 -3.73530572 -0.46419289 -0.43811899 -0.04877196 0.30898847 -0.05869904 -0.87271643] Distance 10.500343859205763 Each least square approximations [-1.25314629 0.08529711 -0.66098807 -3.77634904 0.23121516 -1.65754913 -1.70563502 2.78912831 1.52231328 -0.85329682 -0.73812902 -0.82750214 0.60490945 -1.48386561 1.71885919 0.01649483 0.68288852 -0.87044438 0.83192334 0.40913822] Distance 12.46583517766831 Each least square approximations [-5.26911995 4.67246378 -0.8054104 -2.22688234 3.76157224 3.12120313 -1.84607317 1.71028381 -0.80814494 0.78561081 -0.48299056 0.28062222 -0.24332129 0.02477172 0.37970191 -1.09631152 0.0276953 -0.77069691 0.63743317 2.75229197] Distance 10.00254673796304 Each least square approximations [ 4.21093303 3.31037265 -5.21345907 -2.71670959 0.22744014 3.04754682 3.48779913 0.71286774 -1.21442759 1.08301138 1.04344818 -2.56546775 0.61675763 -0.16364815 -2.27923637 1.29524981 -0.34587964 1.67509044 0.30152306 -0.15376634] Distance 9.54680671987944 Each least square approximations [ 1.84713445e+00 1.95450413e+00 -6.99745355e-01 -1.09205667e+00 9.25954946e-02 1.14367900e+00 -7.65610146e-01 -2.97782659e+00 -3.40349597e-01 -1.07680782e+00 2.58221994e+00 3.34162387e-03 3.21111738e+00 -1.64817022e-01 -2.63279307e+00 3.80442590e+00 2.56246933e+00 -2.64809441e-01 -1.69552248e-01 1.74101966e+00] Distance 11.312618758644964 Each least square approximations [ 2.27096411 1.36076341 -1.43568917 -2.1537138 3.11319848 -2.84098376 -0.89796073 -2.55152578 3.44503703 0.86360079 -0.93489764 -0.02083191 -0.7276357 -0.79958045 -0.4551131 0.20738576 -2.34063658 -4.888003 0.68754364 0.8127796 ] Distance 10.622736762377489 Each least square approximations [-1.79381368 -1.14548148 0.08058925 1.69133795 1.45038855 -1.6500837 1.39712548 -1.72372158 1.04675627 2.87286148 -0.04249312 -1.53719373 -0.73880022 0.20490064 -0.85754944 0.25209545 1.9418302 -2.77865526 0.30965379 0.57042705] Distance 12.44519553510731 Each least square approximations [-7.38025813 1.20879135 1.99830175 0.17911118 -0.56431703 -3.5126374 -3.66057183 -2.15654787 -0.53090537 -0.40347458 -2.09007597 0.79864929 -0.39700074 1.6607949 0.53316178 2.25776759 -2.8194033 0.73205454 1.76505442 1.82561029] Distance 8.975188355660016 Each least square approximations [ 3.26138462 -0.65850337 0.14462392 -2.00364003 -2.19840673 0.48408674 -1.56308983 0.04903866 -0.31720806 -0.2231055 -2.63002871 -0.12116392 0.0140728 -0.33865615 0.2561572 -0.04390842 -1.80194515 2.08832295 1.53653069 -0.21545629] Distance 12.649080963263831 Each least square approximations [ 8.1879597 2.55094588 6.78083833 -0.80967959 0.4080933 -1.30295907 4.02352016 -1.55757315 0.93330629 1.19543454 1.25396105 0.9953371 -0.02826171 3.15302123 2.15224238 1.43802328 1.25117969 -0.55344768 -0.21549261 -1.71529444] Distance 5.7330247801558 Each least square approximations [-4.51885581 -1.65770414 0.47481138 -2.47269376 -2.99065267 0.71516545 3.80556345 1.92393798 1.19475389 -0.68947302 -1.47640863 -0.48395985 -3.43771738 -3.24474969 -0.29032265 -2.33412916 0.33664942 0.59997768 -2.04972908 0.33666271] Distance 10.284326778888039 Each least square approximations [-4.17081487 -1.96816361 2.54280177 -0.76138493 1.9094326 -3.74345922 -0.09648887 0.42500603 1.13933282 -0.68693336 0.90945458 0.07693743 0.01530114 2.16533977 2.93399137 -0.14428584 1.16492666 1.75630985 -0.63556851 1.33861447] Distance 11.453172619177433 Each least square approximations [-4.25339768 -0.16042128 0.17531636 1.25920103 0.55507659 2.50621606 -0.93091776 0.63408317 0.52371461 0.49979855 1.57573797 3.3320895 3.85448162 -0.28915897 -0.58973429 -0.20448364 2.47318623 1.15235384 1.41853234 0.92232414] Distance 11.513429844635759 Each least square approximations [ 6.15537571 4.13349763 0.31838149 -1.10293422 -0.25019931 -2.87037081 -0.5400138 0.89583217 -0.20054975 -1.49402463 -1.37432389 -1.55062014 1.68950161 -0.09426806 -0.44896495 -0.33007244 0.15090011 -1.54708697 -1.26192856 -0.70270343] Distance 10.952995164147932 Each least square approximations [ 4.78884842 -0.10415054 -2.66674619 0.79953801 2.43069108 -0.65709921 -2.34235647 -0.49880753 3.11062788 -1.78579029 3.36754713 -1.98064148 1.22912756 -0.2666971 0.10923672 1.58350312 -0.93398897 0.23279266 -0.73454703 -0.51338897] Distance 11.098129333634326 Each least square approximations [ 4.40475742 0.64529826 0.46450862 -1.75283345 1.71158936 3.37536198 -0.67199489 -1.85664717 2.00615007 -0.98873231 0.12509409 1.79530761 1.06346066 -1.20724621 -1.31341654 1.26304003 0.6654611 -0.87523456 -1.85455219 0.94266441] Distance 11.784888108995451 Each least square approximations [-3.60542241 -0.25370356 -0.09355813 1.1003091 -3.44984369 -2.77305327 4.10368894 1.43734062 1.31541004 1.48680545 -0.43193583 -0.57831043 2.13028733 -1.99908599 0.19065803 1.49648555 -0.65309898 0.17816023 -0.36686117 0.73044369] Distance 11.433243340487913 Each least square approximations [-5.47872555e+00 1.79968091e+00 9.31729515e-01 1.97094352e+00 -5.61979523e-01 5.08607123e+00 -1.02126946e-04 2.97656153e+00 -7.94757170e-01 2.48756458e+00 2.30150633e+00 -6.40717121e-01 9.11801716e-01 -1.76994078e+00 5.92851470e-01 1.23505890e+00 -8.96137343e-01 3.90054050e-01 -5.98718874e-01 1.43717167e+00] Distance 10.055524514499242 Each least square approximations [ 4.26977596 -2.93071306 0.33673421 0.86217861 -1.10598848 -0.43644754 -1.13434665 -0.77589791 -0.96123832 0.44073078 -1.84401717 -0.34411319 -1.37230017 -0.36621428 -0.25754989 -2.09426795 1.49166651 -0.61338107 0.49597235 -0.82054008] Distance 12.259937962032234 Each least square approximations [ 3.60449772 0.8611553 -1.76335914 0.42430299 1.12655866 -1.55472622 -0.4917437 -0.97699749 2.4325087 2.9850212 3.36425633 -0.49129733 0.23629153 -1.19929836 0.54377961 -0.95408788 0.27676288 0.92552321 -1.39205624 0.64266888] Distance 11.901061146803162 Each least square approximations [-6.59858921 -0.67710349 0.27519943 -2.40226263 -4.56952368 -1.01674973 -0.74112424 -1.14081302 -3.04055484 3.66127458 -0.71606197 -1.56373674 3.1010887 0.41163901 2.08997509 1.21360538 -3.99819331 0.74373945 1.50551779 0.79497792] Distance 7.850404358562339 Each least square approximations [-3.87333934 0.14145726 1.75990412 -1.25736408 -1.13796194 -0.99378133 -0.40651522 2.16696956 -0.29475043 -1.76780831 2.79087251 3.28036955 1.43430621 -2.90538939 -2.10950779 -0.42053059 2.26030766 -0.65651205 -0.78020701 -0.7130636 ] Distance 11.20373217757616 Each least square approximations [-8.45152848 3.03671972 -1.31549632 3.33425974 0.05454274 -3.33528788 0.759296 -1.24257314 -0.76833081 -4.22068193 1.87057495 -1.23478955 -0.47725464 -1.98917646 -0.73507266 2.97364118 0.862967 -1.14525127 -1.89404827 1.52358716] Distance 6.648785653786901 Each least square approximations [ 5.64690943 -1.03078217 -3.0442021 1.53322363 -2.23322232 1.85215691 -0.90737004 1.82277359 -1.32053718 1.11033307 1.3566641 0.7758555 1.25898893 -0.97340925 3.50539219 -0.46472868 0.18634613 -1.57108683 0.37292739 3.44995543] Distance 10.187303898216737 Each least square approximations [ 3.34932155 -0.28236026 -1.58853749 -2.04814241 -0.76265367 -1.80523062 0.09014864 0.8178078 -2.11540723 -2.13519423 2.28132634 -1.62150652 -1.05056239 1.04106573 -1.65511172 1.34319645 1.1332445 -0.4646872 -0.49094136 1.3603612 ] Distance 12.090844683573158 Each least square approximations [ 5.51052354 1.53133384 -5.64486712 1.3682961 1.43874339 -1.23921619 -1.63174628 -0.7546119 2.45517667 0.00872575 3.88602138 -0.03126899 0.9940455 1.40222129 -0.03092379 0.0982317 -1.10432515 -0.24607455 2.40461007 0.09097934] Distance 9.563561303290246 Each least square approximations [-4.15827506 0.31656601 -0.64277341 -0.2714373 -0.99831948 -4.595716 -2.20921242 -1.67973887 -1.18518703 0.38249673 -0.22975061 -1.0104957 -0.10690281 2.15514065 -3.56795998 -3.16296819 0.5900318 -1.69448152 -0.21737321 0.97904138] Distance 10.675864195842712 Each least square approximations [-8.02191912 4.36974582 -2.96134818 3.37751137 1.55381109 2.67468007 0.97687081 3.78905878 0.40362795 0.9162701 -1.76302116 -1.52967104 -1.41313914 -1.31366035 -0.46300868 0.86800491 -1.64955529 1.06341887 -0.28781155 2.69165256] Distance 8.327524030802568 Each least square approximations [ 8.12053685 -0.2719924 2.13168348 -0.01043967 -1.97315027 1.28755185 -4.70851105 -4.03126462 -0.28539649 0.92808305 -2.36973414 0.86275179 -0.17386983 0.29526048 0.07840557 -2.60245734 0.8389461 -0.560607 1.61588889 0.39735685] Distance 9.362221825384001 Each least square approximations [ 8.15705036 -0.27689225 -4.90209599 -1.96738338 2.77493369 -3.71970326 2.27693736 -2.68419519 0.35881902 2.95295775 0.86084694 1.55515098 0.22295479 -2.15690001 -0.45780178 -3.26865813 -0.06096759 -0.53726806 0.54771082 0.32802037] Distance 7.964046556590497 Each least square approximations [-8.81184752e+00 -2.46604690e+00 -2.76517947e+00 1.38034866e+00 -2.96013163e+00 2.37248321e+00 -1.44808767e-01 -1.96535336e+00 -2.59999623e+00 -1.07474042e+00 1.58791920e+00 -1.03908401e+00 1.50291359e+00 -2.79127390e+00 2.33341310e+00 5.17665795e-02 -2.51776128e+00 6.24907129e-01 -1.64939114e+00 1.38021506e-03] Distance 8.494168586986925 Each least square approximations [-7.68183476 2.60101173 1.9359483 -5.11683694 -0.55523476 1.25310971 -0.40001224 0.52003459 -0.4195445 1.00375618 2.78779419 -0.75451806 -2.03553632 -1.86728807 -0.83396807 1.18733201 1.70374932 1.08135248 -1.23054665 -1.20648566] Distance 9.790515090934322 Each least square approximations [-10.06645719 1.89022239 4.38250737 0.09038454 0.60882117 0.55188408 -1.23743724 -0.16034919 -0.50428684 -3.7873462 0.27171316 -0.14276066 0.83192522 0.44989702 1.87075252 1.59257465 -0.01908815 1.35485039 0.30025352 -0.76691786] Distance 8.347479238736055 Each least square approximations [10.49522095 -4.04473812 -2.92871969 -1.2812604 1.75839073 1.52845258 0.26800179 2.89760802 -3.48577229 0.74428776 -0.29686992 -0.3052383 2.18393683 -2.34596326 0.51619585 1.43144785 -0.57348857 0.19303698 2.18395489 1.45558288] Distance 6.067724572920059 Each least square approximations [ 5.92555717 2.68452298 2.40789559 -3.78697062 2.01968609 0.20199458 0.44852797 -2.24997774 0.36723054 -0.30664302 2.73023461 -2.11980609 0.18140929 -1.08648333 -1.75123427 0.904845 -0.29718746 -0.48714072 -0.24001256 0.55793814] Distance 11.417502668338042 Each least square approximations [ 8.68173596 -0.22950827 -1.1935834 -2.08591129 3.49502554 -3.42583215 -4.17167705 0.48039108 0.54131024 2.58528596 1.37615075 1.70327288 0.57600889 0.49734501 0.20610026 1.48328309 -0.8675153 -0.41775627 1.51387089 1.21580534] Distance 8.837104336481147 Each least square approximations [-6.84344442 -2.03726634 2.20059863 3.20345245 0.67600748 -1.52542908 -0.78843063 -0.77349452 1.7742819 3.82844678 0.45042579 -1.26029655 -0.22698509 0.25893223 -0.30954331 0.41218143 -0.10971204 -1.99159829 -1.93135534 1.58930576] Distance 10.948246050176303 Each least square approximations [-8.56031356 3.3527742 0.20050895 2.57598032 1.99240742 1.8092454 2.45437243 3.14753932 0.61973053 -0.93637298 -0.51161889 -0.69973453 -1.48797772 -1.0637156 0.18385505 1.1034972 -1.68879681 2.2858948 -1.86005853 2.42104995] Distance 8.90165738792048 Each least square approximations [ 6.79853614 0.06875699 1.29693162 -0.32928454 -2.17238724 0.86479782 -3.31550524 -3.98379829 -0.27152441 1.48175979 -1.75693151 0.74089904 -0.19568174 0.12133824 -0.23877481 -2.4594206 0.38582453 0.12705918 2.55460785 0.7359808 ] Distance 10.861640080818141 Each least square approximations [ 7.04254684 -0.87253578 -1.95522567 -1.14618921 3.20174816 -3.92037625 0.85327263 -3.31487284 -0.33385037 0.92783496 1.69062357 2.81751241 0.54136993 -0.08462552 -0.45183077 -2.17091754 1.73286454 -0.68743011 -0.17773713 0.79194172] Distance 10.181583573784724 Each least square approximations [-7.00759618 -2.70797563 -2.92608487 1.57261857 -4.17257057 1.08642918 0.42818187 -3.06769746 -0.72037859 -0.74597107 0.07154648 -0.12299224 2.59968643 -3.07774622 2.79693561 -0.62871228 -4.15042234 0.75013132 -1.77792596 -0.30942332] Distance 8.681465973892717 Each least square approximations [-7.04447047 -0.07958693 1.81119616 -5.33965889 0.32295323 -2.11019144 -1.95078052 0.13066786 -0.65605754 -1.04840707 2.36553834 -0.646211 -2.43162435 -2.5346107 -0.32672852 2.69591145 2.11870867 -0.21667086 -1.81739661 -0.95057986] Distance 9.582131017855643 Each least square approximations [-9.27230755e+00 2.57671653e+00 3.91380755e+00 1.81897179e+00 6.28653936e-01 1.20699877e+00 -6.54457248e-03 6.89219492e-01 7.66987856e-01 -3.71248069e+00 1.26545463e+00 -3.26518017e-01 -2.80875493e-01 9.53830651e-02 1.25261980e+00 2.91745530e+00 1.00400713e-01 1.28571393e+00 1.07621803e+00 -4.76353260e-01] Distance 8.645978074646456 Each least square approximations [10.18345858 -1.40250909 -4.81114447 -0.90585065 2.00563563 1.29737064 -1.30759467 3.74042102 -1.83067362 -0.76350247 -1.41447574 -1.78348069 1.59338754 -2.09184992 -0.40965894 1.53790698 0.11578782 0.3929576 1.00384922 2.7292191 ] Distance 6.275816067347415 Each least square approximations [ 5.14314851 1.83013125 0.68656466 -4.04761998 1.68688541 0.23890829 0.39708642 -2.89669343 -0.78110258 0.62892888 2.50447908 -0.9320177 0.48093345 -0.30362765 -3.25206501 1.57477324 0.15851499 -0.78390311 -0.88841776 0.6548772 ] Distance 11.667323752284194 Each least square approximations [ 6.73041528 -1.06777464 -2.1341602 -1.41187929 1.92711823 -3.12410949 -3.7972798 -1.18867336 1.5177772 2.76000112 2.09939562 1.41347299 0.29584499 1.06300406 0.80738373 3.12528163 -2.00104871 -0.67015776 1.91263532 1.12633934] Distance 9.898541445155077 Each least square approximations [-5.61067113 -1.45251549 2.19944078 2.91847082 1.03567978 -2.46456293 -0.0113981 -1.19923988 0.98589429 3.8776165 0.37407149 -2.3716298 -1.10606793 0.88681979 -0.36881667 0.8708483 0.19784958 -1.44064752 0.20493667 1.43057065] Distance 11.541582796260542 Each least square approximations [-4.65332959 4.61767024 -4.99703149 5.06599066 1.71379433 -1.8823859 1.32491191 3.74958729 -3.18723503 1.68064348 0.67965466 -1.44238598 2.22242837 0.48778599 0.57370914 0.21684453 -1.06499582 2.21485654 2.70141311 -0.54827385] Distance 9.035240456863889 Each least square approximations [14.45837634 -3.96042746 -0.25585006 1.27688266 -0.21988558 1.14880353 0.26543874 1.12932 0.12098254 -0.20780228 -0.26786506 0.9194376 0.42429014 -0.28864037 -0.38902982 0.21438496 -0.13576136 -0.08074555 0.09256794 -0.34148527] Distance 1.2383018959323282 Each least square approximations [10.56400665 -2.85421221 -4.26085171 -0.54270483 -0.23718371 -0.33031476 -1.7867531 -0.35960431 -0.10064337 1.94610795 1.92933044 1.57555812 2.31669511 -0.75330208 1.34394778 -0.2124393 0.10874154 0.13618667 -0.11877062 0.54849184] Distance 8.511396668477355 Each least square approximations [-8.73822121 -5.34085066 -3.94812737 -1.13490012 0.5373555 3.00037284 0.96168846 0.44957357 -0.51363047 0.65689331 1.08191574 1.36930678 -1.15281612 -1.42682 0.42937028 2.46400182 -2.71534611 1.70298624 1.97120434 -1.97553339] Distance 8.28617589234444 Each least square approximations [-10.22756035 6.83704312 2.23787806 -2.22412058 -3.9849312 -2.27368572 1.93086869 -0.42991319 2.11635196 -0.23423934 2.29284884 0.92673478 1.49390572 -1.82256013 -0.47013206 -0.46556097 -0.20402482 1.36396635 0.2313187 0.33992031] Distance 5.223125131752841 Each least square approximations [-9.28046701 -1.62249648 6.72757575 -0.0766629 -0.8828508 0.44910163 -1.49989501 0.19588146 -2.48445975 -1.30342304 -1.50820952 -0.47586798 1.80221145 0.66355866 0.94504631 1.60267483 0.31835347 -0.39755462 0.17065879 -0.51479517] Distance 8.768555330982139 Each least square approximations [ 9.68765336 -3.90450446 3.2537877 -2.81290277 0.07457289 0.25200405 -1.63248024 1.64370294 2.11536823 3.60228184 -3.18107654 1.14967028 0.64374843 -0.58358861 1.904325 2.57111642 0.08005206 -2.55178968 0.37633915 0.2879058 ] Distance 7.252622697941957 Each least square approximations [ 9.72658445 4.39706174 1.33323166 -1.35823841 3.62059816 -1.09951195 0.17118959 -1.45813654 -1.39415182 -3.68149842 1.59174272 -2.25200392 -1.79905929 -0.06802237 -1.96383726 -3.14584463 0.8896536 -0.69035588 -1.36481094 -1.3150038 ] Distance 7.298355184300711 Each least square approximations [11.08028702 -5.48704679 1.80725101 -1.58523865 1.07694438 1.64601419 -3.24071958 -0.0134756 2.42678037 0.17892939 2.51576732 -0.39423466 0.13901612 0.90800558 -0.23812206 -1.02474391 -1.11782024 -0.05062772 -0.9627468 1.9662571 ] Distance 6.231037075228802 Each least square approximations [-11.09347463 -4.43803766 -0.49207289 2.24995502 -2.73083459 -1.49010241 -2.76091955 -1.1866085 -0.55625289 1.54785371 0.90068753 -0.37078996 -0.84494445 2.10566271 0.26471747 0.73776773 -2.35276694 -0.05523709 -3.32419997 0.78708204] Distance 6.233754009958935 Each least square approximations [-3.90915425 3.05303674 -1.41261607 5.06728007 2.20397714 -4.47971779 3.45349704 1.04414376 -3.21301836 -0.56677729 3.4465849 1.4191044 -0.77687232 -0.99403231 -0.1431308 0.0579254 -1.66124875 3.20435606 0.3784021 -0.27747652] Distance 8.908717366132649 Each least square approximations [ 7.31188755 0.22151807 -0.24564106 -1.57809565 0.87139296 3.04577709 -1.38146529 0.29638365 2.77231698 2.17181152 1.97858964 -0.38739994 -0.49424513 0.96798665 -0.73883165 0.28209895 -0.27347595 0.29941686 0.14521564 -1.15455124] Distance 11.004324327568424 Each least square approximations [ 8.16202737e+00 -6.99374817e+00 1.86957285e+00 -9.23983587e-01 6.07528432e-01 2.07212319e+00 -3.22159097e+00 2.13584663e+00 -9.87150215e-01 1.12417419e+00 -1.05483105e+00 -1.33098952e-01 8.34243709e-01 -1.23499864e+00 -1.36193447e+00 7.55459078e-04 1.34365157e+00 -1.07733497e+00 6.51460536e-01 -5.95403308e-01] Distance 7.6361324288355705 Each least square approximations [-3.35992003 -4.58079349 -6.24367493 1.34909369 -1.06431561 0.48990945 -0.32154149 -0.18967382 0.70903595 -1.06060214 -0.91842574 1.03480293 -0.74913992 -2.24947881 -0.87063072 0.66765586 -3.19143556 0.99569874 -0.62281682 -0.83641909] Distance 10.571850774633685 Each least square approximations [-8.09582252 1.51277118 4.53512683 -2.2432829 0.59102775 -2.63135348 -0.73539918 -1.00491023 1.27441942 -0.20276027 -1.31433568 2.85533465 -0.0116156 2.54558483 1.13451556 -1.7356945 -0.32897416 2.09686953 1.41943325 0.08359872] Distance 8.824779371537446 Each least square approximations [-5.22411325 -0.1858665 5.93211597 0.05177186 -2.51859304 1.71625173 0.20112519 -0.96019955 3.01021101 1.23320985 0.52518058 0.57909619 0.34417812 0.08034264 -1.45959498 3.23240056 -0.48486834 -2.01183646 -0.50458199 -1.17908441] Distance 10.31451904648248 Each least square approximations [ 7.90603272 0.28948398 2.60954952 -1.18456774 -0.95499391 0.15163627 -3.75053554 -0.36996772 1.64980066 -0.63260771 0.56908496 -1.3473827 0.38037976 -2.18779865 2.45918986 -1.38643304 -0.20663243 0.83396939 -3.01906011 -1.76653743] Distance 9.586828952902755 Each least square approximations [ 5.05366013 4.01339797 0.97017409 -3.65368263 3.71628333 3.19334781 -0.48331453 -1.18154619 -1.17468364 -0.73217062 0.15433308 -0.31844003 -1.42947328 1.26794147 0.15138435 -2.32348039 1.1371322 1.07505421 0.38687201 -0.58799688] Distance 10.646612918820304 Each least square approximations [ 5.56082703 -3.21949772 0.31483234 -3.5769247 -0.54817722 1.39989296 -1.96558355 1.06575822 -0.33884906 0.72794538 2.44040476 1.25686358 -0.0687403 0.88722985 -0.6187515 1.65864844 -1.68808296 0.40441424 -1.71946174 1.02799486] Distance 11.331825397493807 Each least square approximations [-5.9925444 -2.84488776 2.77489326 2.78352374 -0.28160654 -0.73340526 0.92299896 1.82600291 -0.69650873 0.65826719 -1.6719194 -0.2491905 -0.84943024 1.73021185 -0.66582487 3.22001409 -1.52168311 1.11182205 -0.02988763 0.62148812] Distance 11.06736738255604 Each least square approximations [-11.22414532 2.31719005 2.6949934 -2.41314809 -3.92051435 1.05872458 2.78059847 -0.55505236 -1.83963986 -1.10185541 -0.10207807 0.03090047 -1.0147263 -0.9343074 -0.7673034 1.13223069 -2.08628308 -1.7640465 -1.58941832 0.06328819] Distance 4.2870268003656715 Each least square approximations [ 2.17851883 1.43300822 1.40589747 -2.09441732 -3.33639367 1.31182176 -2.30996208 -1.96823358 -0.23705606 -1.87507174 -2.40198469 -0.84085087 -0.09753703 2.67976185 0.30755272 -0.47069286 0.98357118 1.60050409 1.15966699 0.22105497] Distance 12.166410648799742 Each least square approximations [ 4.81750887 1.78307391 3.4493099 -3.07671351 5.7249184 -3.59128159 -0.04649547 0.50291444 3.28934449 2.16387858 2.55795303 0.63124255 0.46300752 0.30453263 1.44996637 0.31669817 0.12754217 -0.5463542 -0.21289085 0.13911713] Distance 9.311971388294385 Each least square approximations [-6.16824573 -0.0570243 -0.97942352 -2.25535943 -3.12165264 -4.25669684 3.29113586 -0.97991303 -1.84634576 -1.79105554 -0.73705849 2.93158568 2.77407077 -1.25326982 2.1035514 -1.47461735 -1.53742245 -0.20634125 -2.11283997 0.74944254] Distance 9.10605489681586 Each least square approximations [-6.08022891 -5.99383274 0.38352271 -1.15666936 0.2484207 -4.65586189 0.29736604 1.32277726 -0.529509 0.33030615 -0.17066361 -0.65593604 -0.49058293 -1.11336619 -0.72945206 0.8443379 1.81338076 1.18848947 -1.68255761 -0.71800528] Distance 9.80540265914033 Each least square approximations [-7.98487611 -0.21510869 -1.53542746 1.51787742 -1.0719663 2.12377336 2.35259125 2.53010688 2.24854226 -0.53280143 4.79448623 2.33780489 1.77171761 -1.02815196 1.21030005 -0.39092375 -0.87278631 1.45724239 -0.41662314 0.25693338] Distance 8.77108961575328 Each least square approximations [ 8.12673792 3.04598896 -0.49247187 2.29306849 0.15733938 -0.31050626 -1.66953005 2.55376339 -2.75564325 -2.88292806 3.10200655 0.96955451 0.24480099 1.79340798 -1.7316912 -1.63756214 0.33537651 -1.11572463 1.68446991 -0.40397901] Distance 8.699991224364597 Each least square approximations [ 5.52184734 -2.74522122 -3.62270725 -4.16457589 -0.16750522 0.3797631 -4.95985229 -0.30585294 1.98385259 -0.84315457 1.40657528 0.98395335 0.04394983 -1.48235591 -0.86885097 2.39536161 1.97063066 -1.14958264 0.9639238 0.23492537] Distance 9.481003123944902 Each least square approximations [ 6.32857682 5.01469122 -3.18605563 -0.94496381 -0.93973636 -1.09852145 -2.12976434 -2.20332848 0.63023852 0.82636683 0.14440074 2.90734042 3.42786332 1.77241345 1.04398856 1.68740691 0.60766853 0.1376355 -1.22444463 -0.28409011] Distance 9.362239815198786 Each least square approximations [-5.70413973 5.28216026 0.94105754 0.55005842 -1.79629537 -2.09026127 2.7732013 1.36872827 2.02865814 1.48961486 0.62797356 -2.87130441 -2.37603106 -1.64538919 1.25715217 0.11900832 1.82113747 -0.81451956 1.08896889 1.30873078] Distance 9.753914826793416 Each least square approximations [-3.74021137 2.57535764 -2.36925934 4.30889947 1.86123865 -4.20628725 3.6784666 1.35531376 -2.41661073 -1.01600833 3.05452248 0.6668201 0.02302488 -1.3263203 -0.73661651 -0.70535718 -1.36290768 2.08536833 0.61835092 -0.06487799] Distance 10.254004930912982 Each least square approximations [ 6.87784684 0.68936261 -0.48304145 -1.29787598 0.8216028 3.40842586 -1.74147491 0.54425 2.53656235 2.00191838 2.39838557 -0.01124082 -0.64278357 1.25627352 -0.27108114 0.68744972 -0.17727099 -0.08032688 0.1182049 -1.58455033] Distance 11.220406547955843 Each least square approximations [ 7.38698434 -8.25235801 0.70670856 -1.28701981 0.55528848 2.24859486 -1.8234877 2.3959483 -1.05596672 2.26400254 -0.21881231 -1.58750742 0.74210242 -1.13258275 -0.09360766 1.54559977 0.0768382 -1.81792077 1.63901244 -1.11469845] Distance 7.278488845878377 Each least square approximations [-3.19582489 -4.43841084 -6.31135705 0.60770935 -0.0132385 0.07529448 -0.90311893 1.01481261 0.47308194 -0.92741321 -0.10891556 1.05503754 -1.04492565 -2.28000996 -0.0488779 -0.11693466 -2.42951016 0.57353326 0.5193917 -1.44054593] Distance 11.110927430689284 Each least square approximations [-8.218279 1.43981685 4.93481297 -1.55994261 1.0901094 -1.28877821 -0.13449889 0.03517346 1.61538352 0.27338858 -1.92664661 2.50504639 1.08583718 1.7651532 1.4358262 -3.23678813 -0.04926018 0.95680695 1.17725271 -0.36628993] Distance 9.016693744871398 Each least square approximations [-5.19986857 -1.01193112 5.73476852 -0.40537709 -1.74284359 1.66942867 0.05882381 -1.39803944 2.84480917 1.7651745 1.30067458 0.61172427 -0.33129141 -0.462093 -1.73931728 2.39266361 -0.16061159 -2.59200836 -1.33943422 0.13071783] Distance 10.61651646836872 Each least square approximations [ 7.04444289 0.16488313 3.67647655 -0.68464975 -0.49808161 1.02872379 -1.95821975 0.656353 1.74735353 -0.08864017 2.04933181 -1.27246796 1.34836621 -2.49951756 2.67796224 -1.77478014 1.16438001 0.36617826 -3.24014401 -2.09106231] Distance 9.983718750081877 Each least square approximations [ 4.22107414 4.61597804 1.33432108 -4.993595 3.51196862 2.62921338 -0.6631719 0.23942211 -1.38820348 -1.41631024 0.41974613 -0.27329598 -1.12424427 0.87039581 -0.33455491 -2.282023 0.9857298 1.39808381 1.67478178 -1.54574026] Distance 10.35763312689285 Each least square approximations [ 5.63976101 -2.56213118 -0.34015964 -3.63537617 0.38274964 0.77853796 -1.49567877 1.87146076 -1.14566711 1.05877443 2.10274199 0.69721521 -0.08587566 0.79043811 -0.97040271 0.70430859 -1.738859 1.50032576 -1.57631719 1.10989418] Distance 11.658195776447677 Each least square approximations [-5.71054485 -2.4925052 3.43551428 4.04554816 -1.46239433 -0.43508309 0.432206 1.00048432 -0.17367826 -0.77254459 -1.5237813 -0.95720665 -1.10336916 1.275099 -0.61410117 2.33486065 -1.92269622 0.92705855 0.03170416 0.01948117] Distance 11.176246414871205 Each least square approximations [-7.51143945 0.51872457 -0.20648619 -2.13772939 -0.08461254 2.68137077 -4.65994313 3.68417522 0.57327574 1.88043798 -2.55103226 0.44348097 -0.84493161 1.72196788 -2.19090378 3.69396833 -0.33641885 0.63533467 -0.97824953 0.03221159] Distance 7.828092007242085 Each least square approximations [ 2.52212761 -1.28640706 0.21772601 -0.49961177 -0.88127418 0.00703022 -1.33039422 -1.06881615 -1.43781311 -0.7257844 -2.96039003 0.63968564 0.48436147 -0.18562266 0.86111392 0.1913281 1.1973555 -0.53420473 -1.28124903 -0.52383565] Distance 13.06845778174752 Each least square approximations [ 4.93195378e+00 3.94625352e+00 -7.04499900e-01 -1.67759373e+00 -9.18529789e-01 -3.82355635e-01 5.98392210e+00 -1.87231842e+00 2.88873848e+00 3.17739736e+00 4.64630478e+00 2.81642955e-01 -1.72159322e+00 2.57127433e-01 3.95780243e-01 5.20922841e-01 1.03692367e+00 -1.22095189e+00 -3.08092059e-03 2.65862855e+00] Distance 7.907280367467933 Each least square approximations [-9.07666503 3.30493636 5.91339341 -1.09023255 -1.90129143 -0.13609839 2.01841517 1.89309976 -1.04464066 -2.00540251 1.77300357 -1.04387482 -0.75470576 -0.33892985 1.38544855 -1.07678435 0.54826736 0.794301 0.15764888 -1.3379458 ] Distance 6.528665049097178 Each least square approximations [-3.90580172 -0.57416661 -0.52475427 0.4886798 1.12073206 -0.44549206 -0.24185441 2.10597509 1.30697249 -1.50439503 1.77465677 1.34586443 -1.76061908 -1.55828047 -0.30174364 0.87141929 0.289861 -1.18650319 1.08494133 0.26394786] Distance 12.61505352599167 Each least square approximations [-6.38838407e+00 3.01650423e+00 -3.71511357e+00 2.60416399e-02 -2.98840754e-03 3.18309927e+00 9.99337014e-01 -5.30054163e-01 -3.65511889e+00 -3.18075308e+00 1.90877056e-01 2.02792053e+00 3.49939089e+00 -2.16251025e+00 1.82955282e+00 -1.39118452e+00 2.16160226e-01 9.15348382e-01 -1.36361156e+00 3.25811365e+00] Distance 7.805163324663629 Each least square approximations [ 4.59663542 2.92739104 -0.7547009 0.03096142 -0.46431139 1.47498966 3.41747404 3.10784812 -3.30855833 2.49816588 -0.4647755 1.46994495 -0.11921878 0.74031935 0.03499027 -1.29209493 0.0159476 -2.16229499 -1.25545435 1.39385778] Distance 10.735259948438872 Each least square approximations [ 3.83820901 2.1905889 -1.10697386 1.9019717 -2.04499051 -0.98214603 -0.6115258 0.38557316 2.13311604 -1.47900238 5.19519844 -1.03231707 -0.02763218 -0.56845576 -0.04035885 3.73553228 0.98496383 -1.9761331 0.41282188 -0.32858014] Distance 10.722246362334635 Each least square approximations [ 6.16850346 5.82263076 -1.78935748 -1.6293295 3.3408414 -0.36949214 -0.03999974 -4.00144412 2.24537614 0.38787315 -1.59302233 -2.64753733 -0.68643425 -1.03714522 -0.85860798 -1.9621703 -0.39983346 -0.15779546 -1.12015117 -0.05157251] Distance 8.473454206369237 Each least square approximations [-4.61055006 1.43566294 -2.13193009 -0.88458226 -1.63234216 1.01019169 0.35624189 -1.4235487 2.37215274 0.35248172 -1.70681415 -0.58243219 0.98261439 -3.30155385 -1.88350752 -2.75459455 1.03515857 -3.24536247 -1.9217064 -0.84807334] Distance 10.804191685698168 Each least square approximations [-6.22805405 4.73339498 -3.63180608 3.95647717 0.70669537 -0.99621949 1.81802241 -0.39465331 -3.54236893 1.70093912 0.8410748 -0.2979611 1.62295967 1.38158446 0.99977294 2.00938571 -1.29148518 1.93028942 -0.34220657 -3.33687473] Distance 9.16013575528045 Each least square approximations [10.00734541 -1.78423475 -2.59880082 1.40776634 -1.62719852 4.87163985 -0.71919259 0.65136417 0.16064364 0.2737893 -0.0828935 0.23265195 0.24806145 1.15704385 -0.52789561 0.44592823 0.50005224 0.41243011 0.91649004 0.43159394] Distance 8.859327411420816 Each least square approximations [ 8.9307199 -0.19519122 -1.37960603 -0.42541355 3.4670867 1.81486999 -3.66278005 -2.59059088 -0.43610414 2.37193722 1.19242626 0.41668026 0.97528915 -1.26903171 -0.69812729 -1.47744382 -0.29554106 -2.37019008 -0.54260601 0.70599752] Distance 9.214037686742715 Each least square approximations [-9.37701869 -4.09583067 -2.97271337 -0.1293967 -1.39113636 0.1658446 1.59188325 0.48189238 1.46651979 3.43211136 1.41004394 4.76285277 0.51317829 -0.34304764 0.02589149 0.40387696 -1.32361578 0.80776107 1.74189893 -0.62196617] Distance 7.622421061813178 Each least square approximations [-10.92096126 4.3913956 -4.34378571 -3.12370583 0.12584783 -3.1709574 0.09087277 0.55876368 0.60656318 -0.89017657 1.61736068 0.88148981 2.94737939 -0.24985877 -0.24831046 0.5025996 -0.71251635 1.28797038 0.15474435 -0.92967932] Distance 5.207785740345515 Each least square approximations [-9.89882322 -0.88986292 4.61918711 -0.85246561 -2.55114025 0.02392222 -0.76013165 2.47471345 -1.63651216 1.82751103 -0.36968506 0.44178199 0.73994961 -0.31845059 0.57739703 1.0400658 0.59712134 -3.40152037 1.35879397 -0.88891818] Distance 8.020693764321889 Each least square approximations [ 8.25001222 -1.77322793 2.31261379 -1.50589087 2.46400618 0.1027423 -2.92623473 0.66596154 1.29707625 2.11409056 0.66330713 -0.3262113 1.11087143 2.49285973 0.23123063 1.36622249 1.68107371 -2.87927757 3.26744749 0.11741918] Distance 9.464556007495576 Each least square approximations [11.56765646 4.55592698 -2.95418781 -2.70518269 -0.44306614 -1.8667413 -0.7205168 -3.17264458 -0.23476322 -0.62615052 -1.5384957 -0.70766386 -0.8739642 0.82920728 -0.58363196 -1.14530751 1.39729565 0.43531579 1.1954587 0.57704934] Distance 5.11476892975567 Each least square approximations [10.79554224 -3.23517043 -1.49235531 -0.20349312 0.33943988 1.23900085 0.45285997 -2.21615534 2.88599429 2.87965449 -0.21815509 1.13334121 0.38156194 0.22943826 0.7924539 1.8562256 -0.43072764 0.04288346 -1.3465083 1.01065488] Distance 7.750443579196736 Each least square approximations [-13.31281577 -2.19229448 -1.87687157 1.49132759 3.18826781 -3.31151565 0.8711683 0.13727624 -1.02713259 -1.23138343 0.1943068 -0.36543549 -1.1273417 0.09628521 0.04890586 -0.01612252 0.54437651 -0.31980228 -0.20410275 0.05486718] Distance 2.6833230658706464 Each least square approximations [-10.32696977 8.01186275 2.75438429 3.26429173 0.51030776 0.82762336 -0.99822285 0.95964481 0.94148834 0.15748717 1.66401891 -1.00694038 0.48090816 -0.4924532 -0.94854341 0.87577062 0.12086626 1.01199262 0.1885601 0.56574231] Distance 3.4912143930028434 Each least square approximations [ 5.71713375 -2.31030652 1.78043428 -0.98871193 -3.79396529 0.95203334 -4.36804512 -1.6334383 0.91744442 0.51220006 -3.37108932 1.13176607 -0.84764934 -0.54780315 0.39732401 -0.25643068 1.77290783 -0.45381051 1.84461336 -0.15691504] Distance 10.553286286481217 Each least square approximations [ 7.8235163 0.68283267 1.76824212 -1.59033809 2.39691361 -3.47457709 -0.51165067 -2.81686718 -1.4583632 4.92547302 2.51714137 1.3182082 -1.72045255 -2.51648538 0.36179022 -0.07108578 1.63835483 0.69354905 -1.16386508 -0.82770858] Distance 8.361849521247114 Each least square approximations [-7.90831032 -4.35978515 -0.16758479 -0.42906364 -5.69481809 0.0899701 1.67931276 0.27762019 -1.92289396 -2.40009938 -2.99935835 1.67218305 1.87470272 -1.06591814 2.43042108 0.66808858 -1.80028251 0.98240351 -2.7453864 -1.57539802] Distance 6.984394410499512 Each least square approximations [-6.8875403 -1.2010279 1.55029892 -5.11548469 -0.13627076 -2.62098216 2.29322361 2.66259181 1.02949586 -1.20965151 1.41399562 0.74811354 -1.95928941 -0.44783071 -1.11309764 1.71875792 0.25702612 2.16048116 0.18563013 -1.20344852] Distance 9.80504552496749 Each least square approximations [-9.07324479 1.49116376 2.35147068 0.57081458 0.54370107 1.63696391 4.59879005 2.55575051 1.17343407 -1.08739584 0.81689044 2.22261819 3.51427411 -1.10631115 0.54961427 2.00826393 -0.69413651 1.29372064 -0.18213745 -0.75697984] Distance 7.903320064470026 Each least square approximations [ 1.08623648e+01 -3.16922781e-01 -1.46216562e+00 4.17331094e+00 -6.83572091e-01 -1.47909498e+00 1.41939466e+00 3.38916712e+00 -1.61012187e+00 -7.40610527e-01 9.58874682e-01 1.19887871e+00 7.37431810e-01 -7.38451882e-02 -1.17103057e-01 5.36280142e-01 -7.19587066e-01 -5.02999720e-01 5.28013358e-03 -2.93220939e-02] Distance 7.171940778198403 Each least square approximations [ 4.74509387 1.43622495 -2.23984324 -3.83038969 2.19498114 0.18635458 -3.41843079 -4.01686668 0.79396858 -1.56327149 2.66896902 -2.39902628 -0.06960872 1.40228835 -1.67960318 1.85616424 1.23826838 -0.88416522 0.3852281 -0.69945038] Distance 10.405501314103404 Each least square approximations [ 7.81511027 2.62664349 -2.78072018 -1.18303594 4.17424183 2.06706708 -4.99957761 -0.84775619 0.05137295 -0.16336739 1.99088488 3.76014318 -0.07496348 1.06734221 1.77909096 1.4020846 -1.45011795 0.52072856 -0.50345556 1.27787144] Distance 7.692342573012567 Each least square approximations [-6.25269018 0.28941235 -1.93622726 3.88773142 -0.56562932 -3.8770119 1.699467 0.48972761 2.0730396 4.20612103 -0.30898378 -0.64264518 -0.74523492 -1.83642033 -1.91361244 2.41927733 -1.84040972 -0.85589802 0.7449608 0.9867386 ] Distance 9.708136080516967 Each least square approximations [-5.80864637 1.30843377 -1.06543528 1.25518313 6.37337003 4.31311212 -0.13153789 2.18688368 -0.04106293 0.28753585 -0.04326688 -0.61788939 -0.99777739 -1.89147649 0.16926624 1.88297542 -2.28607013 1.50255848 -0.52822472 1.20818905] Distance 8.979934283525786 Each least square approximations [ 4.23286546 -0.75869536 0.95989848 1.04777492 -0.42194457 0.88758207 -1.70752402 -1.6658213 -2.55456258 3.74919227 -0.91196373 0.5198819 -0.77894295 -0.79505139 -0.33173693 -2.39048413 0.9651222 -2.08900745 1.69288192 -0.59461206] Distance 11.671848436011489 Each least square approximations [ 3.40942974 -0.92275066 -3.2720073 0.60740568 2.52648828 -2.40197319 0.26738709 -1.40744053 0.05848866 4.02675149 0.08932931 1.09907768 -1.82834189 0.54523148 0.30220842 -0.98303694 2.62821184 -2.17574041 -0.90530846 0.81268129] Distance 11.298402039508925 Each least square approximations [-7.39520164 4.06691672 -0.26240552 3.06891772 -3.34369814 4.19569595 1.13937588 -0.48296553 -2.67927241 0.74304328 0.01439465 0.66584625 2.79366088 -0.72997015 -0.04550224 0.25111044 -1.29332539 0.39239669 1.48787733 -3.35107548] Distance 7.601607143302826 Each least square approximations [-4.35288341 1.31681873 -1.61260872 -3.4463589 -0.32174269 -0.83342675 -2.42029651 2.9970811 0.58285276 -0.63045158 0.7926701 -0.78152823 0.0708511 -4.24483466 -3.07150414 0.11591365 -0.93105723 0.33856098 2.61658155 0.88979945] Distance 10.573439756515535 Each least square approximations [-8.30649607 8.84947097 -0.06289306 -0.38262676 1.85724039 1.93466712 0.73537907 -0.03475727 -1.8207163 0.43107618 -2.20291206 -1.14035461 -1.3390779 0.03458145 1.61798099 0.68811177 -2.05405279 -1.54977984 0.14804921 0.42532695] Distance 4.909548060670784 Each least square approximations [ 5.23650789 0.87443116 -3.67287602 -1.3955213 -0.24997935 4.36937895 1.11657356 3.05232822 -2.20491329 3.66273659 1.6447596 -1.30615536 -0.68717857 0.18252202 1.38482078 1.4015027 -1.96251471 -0.40126004 -1.4058608 2.16037411] Distance 9.465205635762466 Each least square approximations [ 2.70470226 2.77952361 -1.34264248 -3.12350357 0.5359796 1.09399569 -0.43534033 -3.42230174 -1.04156167 -0.57542894 2.19864101 0.66926895 1.06801904 -0.08813617 -3.23403558 1.16059262 1.33738179 -0.79399664 -0.00765075 0.73036537] Distance 11.750408780130538 Each least square approximations [ 4.44044967 0.79283262 -3.70957467 -2.64623196 1.76632444 -1.83854018 -1.98030591 -2.66463109 0.96011734 1.218921 0.86028927 -0.54834095 -0.94115619 0.82874164 -1.43226286 -0.07254802 -5.15753495 -2.88079815 -0.34017126 0.08868996] Distance 9.99654014402938 Each least square approximations [-4.34354585 -0.73257963 -1.71927902 2.10214014 1.21801958 -1.11279217 -0.63508064 -1.03508033 0.61522956 3.71337039 0.1252501 -3.08741333 -1.56481446 2.16605616 -3.12924772 -1.17507801 2.12040742 -3.00165046 -0.05532128 -0.74340871] Distance 10.658218573888409 Each least square approximations [-12.27958021 -1.59430469 3.2593405 -2.7722356 2.86467938 1.60938557 -0.16406467 -0.81622133 0.08604711 -1.34686121 -0.20088931 0.53123284 -0.04256296 -0.21577834 0.17491639 1.27949157 -0.50615742 -1.27085955 -0.01355956 1.35094265] Distance 3.803333381088385 Each least square approximations [ 1.37618521 1.08105508 1.76011576 -0.40355579 -3.34292987 1.01088469 -1.10584154 -1.8752528 -3.65020747 0.29433033 -2.42167602 -0.16895299 -0.43039118 -0.2673352 0.47392923 -1.41860935 0.4035138 0.4118946 1.97847632 -0.37074916] Distance 12.478314187538302 Each least square approximations [ 3.91458237 2.34288371 2.74224729 -1.03390579 5.16739536 -4.70718466 1.75416122 -1.26278426 1.44629925 4.33344828 2.53952335 0.80620079 -1.64046554 1.69435656 1.06824839 -0.20288931 4.05688376 -1.76404935 1.40399591 -0.27482837] Distance 8.11701628565719 Each least square approximations [-5.63002577 2.83454728 -0.38660342 0.67958162 -5.56853637 -0.06098648 3.0113227 1.9772236 0.27142216 -1.81833188 -1.79243239 1.21755901 2.07918916 -2.21773542 1.21953302 -1.30835484 -1.09457449 -0.47656433 0.06051967 -0.07114641] Distance 9.943213458465548 Each least square approximations [-3.24302139 -3.59260019 0.92143933 -2.28067858 0.6842159 -3.99280636 -1.22211593 2.61021251 -0.75160593 -1.65632915 -1.30517044 -1.41302263 1.24954377 -1.83489646 0.13313129 1.47165257 0.46235032 2.15434563 0.6878678 0.56470385] Distance 11.453862288369299 Each least square approximations [-7.35335578 4.69353544 -2.43469913 0.1740542 1.69176067 4.03182923 1.44243516 3.32086347 1.77221688 -0.57281833 2.60425476 0.19049665 1.35436104 -0.50087254 0.35172362 -1.93629264 -0.37208477 1.00817574 -0.03189984 1.33620328] Distance 8.466268261121803 Each least square approximations [ 7.1967654 6.6509274 -3.99987012 0.07620468 -0.59681668 1.36684036 1.09282711 2.6281281 -2.81553315 -0.36482742 1.67928272 0.48527787 0.28206093 1.60460914 -1.35655265 -0.19503445 0.50609027 0.63597872 0.88434948 0.70965833] Distance 8.074438153770377 Each least square approximations [ 2.49837758 0.18073119 -3.86606962 -4.04064247 0.6074332 0.45126814 -4.14547015 -2.32791701 1.0400995 -0.80476355 1.61723067 -0.35707517 1.93745483 -2.15632738 -0.41461589 3.90041852 2.17006962 -1.19021254 0.87853405 2.07610471] Distance 10.244832770756291 Each least square approximations [ 3.58430269 4.07571705 -3.99372272 -3.3798683 1.66448551 0.09969407 -2.85209132 -4.13012642 1.65546974 0.1749175 -1.49244443 1.68969428 0.72434771 0.537224 0.08189746 0.86974991 -0.69357134 -2.24227186 -1.19809497 -0.73737287] Distance 10.169913547057389 Each least square approximations [-3.08112771 2.00649895 -0.61387991 2.53106334 -1.1399035 -2.69219894 2.66778894 1.02308765 1.61163661 1.94300182 0.58039391 -2.72138958 -0.47091175 -1.47865765 -1.20044096 1.11293439 3.69067396 -3.02805077 1.62988724 1.56693525] Distance 11.001414477163195 Each least square approximations [-4.2826285 4.44483562 -5.01891308 4.94295362 1.63171525 -2.03447478 1.57668947 3.43358181 -3.21433078 2.47558127 0.39875562 -1.22497019 1.97250598 0.46656854 0.54925831 0.55955884 -0.70221008 2.92167417 1.95446917 0.20710755] Distance 9.365716171755038 Each least square approximations [ 1.42769674e+01 -4.18852481e+00 -1.07403709e+00 1.24879938e+00 1.62851006e+00 1.02916889e+00 -1.44738934e-01 -5.31834935e-01 1.52650390e-01 -1.74006099e-01 7.87887221e-02 1.32043872e-01 -1.08638115e+00 -3.01860724e-01 7.05106794e-01 -1.11326043e-01 -3.88210222e-01 2.83481052e-01 -5.75522723e-01 -9.89959025e-03] Distance 1.3132452417894673 Each least square approximations [10.81368212 -2.49457041 -4.32331859 -0.16884626 -0.66790944 0.42266477 -2.05925016 -0.02861989 -0.06581747 1.60267256 1.83064825 2.08430675 2.33146386 -0.22398529 1.01001088 -0.25191446 -0.08247541 0.15482261 0.38292986 0.25901619] Distance 8.271760464352896 Each least square approximations [-8.67296576 -5.20333245 -4.27665126 -1.4361886 0.45067483 3.05548983 0.80205131 -0.05431461 0.05577743 0.87176227 1.03550404 0.91576223 -1.50829248 -1.19971653 0.60301289 2.64849086 -2.83561032 1.55808294 1.57063662 -2.16968487] Distance 8.246630415913085 Each least square approximations [-10.42480243 6.67499577 2.50713987 -2.21165158 -3.31598243 -1.9903133 2.34957373 -1.51990347 1.2357032 0.15049145 1.99327286 1.59909892 1.41192085 -1.64824783 -0.50983642 0.22270174 -0.18717908 0.98948732 0.325291 0.61665959] Distance 5.518334067514282 Each least square approximations [-8.96105826 -1.54710172 6.87683022 0.27838844 -1.23172476 0.11857981 -2.06259743 -0.09568951 -2.39579175 -2.01729825 -0.91523089 -0.33108871 1.68209207 1.04585515 0.65193636 1.52615777 0.32344871 -0.48175733 0.09592909 -0.71063564] Distance 8.837804865864001 Each least square approximations [ 9.43859758 -3.66299427 3.5035033 -3.09749192 -0.09234404 0.78061672 -2.57790163 1.74418165 1.95148073 3.58315678 -3.41482247 0.80773728 0.54934239 -1.00299687 1.88316784 2.55119362 -0.09117353 -2.99698333 0.29550773 0.30841994] Distance 6.933497454233011 Each least square approximations [ 9.72349786e+00 4.51413116e+00 1.32347157e+00 -1.03593015e+00 3.70489095e+00 -8.51116095e-01 3.16512018e-01 -1.36085515e+00 -1.90261664e+00 -3.35879849e+00 2.18093739e+00 -1.49035905e+00 -2.46197457e+00 1.77307785e-01 -1.02635013e+00 -3.26697968e+00 8.32172808e-03 -4.60048067e-01 -1.47390088e+00 -1.08715943e+00] Distance 7.404935505866986 Each least square approximations [11.0483335 -5.65745018 1.71032932 -1.34637043 0.17867195 1.66558432 -3.12749739 -0.12004932 2.25363286 0.19358071 2.31199853 -0.66365121 0.01421226 0.02855534 -0.8554461 -0.71221238 -1.41254212 0.34511727 -0.61508396 1.82782014] Distance 6.546821557292619 Each least square approximations [-10.91083136 -4.22736018 -0.06883981 2.07060398 -2.79564159 -1.24553548 -2.26261846 -1.97837412 -0.17950161 1.04221101 0.01172424 -0.01378437 -0.33709693 2.49180146 0.3284614 0.98283596 -1.78739382 0.4668676 -3.56986096 0.87584311] Distance 6.870252563650816 Each least square approximations [-6.52002935 3.69029742 -9.78735851 2.591008 0.39237279 -3.432504 1.55593775 1.51852261 -1.07181906 0.53648855 -0.6666951 2.00911727 -1.33017545 0.58010155 1.02868979 0.10300352 -0.23761685 0.52023614 -0.40949063 -0.10253774] Distance 5.899905785049083 Each least square approximations [10.55699868 4.12284637 1.12492802 -2.16462068 0.30199452 5.33025618 -3.74424276 -1.49465827 -0.50604314 -0.87668637 0.04032504 -0.49346776 0.56721681 0.5184658 0.28267202 0.05053062 0.58124578 0.11987728 -0.95544826 0.91029666] Distance 6.042546642699646 Each least square approximations [10.83773302 -2.07273228 -5.79273537 -4.50062748 2.81558376 1.41457564 -1.23165635 -0.33511702 -0.39330149 -1.73992266 0.06035479 0.13476757 -1.7961949 0.27711703 0.63372103 0.23690455 -0.93913848 -0.15323247 0.43410425 0.08089334] Distance 4.951483292420178 Each least square approximations [-10.23893087 -2.76889749 -6.75663719 1.5004619 3.78837322 0.77083964 -0.20357119 0.5432211 1.13176652 -1.45576818 1.30274348 -0.09698244 -1.80793366 -1.46190886 0.20138164 -0.08624134 -0.17866517 -0.36732083 -1.77434001 -0.28093985] Distance 5.4828041724867935 Each least square approximations [-11.00362342 3.17798415 1.51278988 -2.76069452 -1.9627537 2.80172941 -3.0974691 -2.40186576 1.59568695 2.31178584 -1.93088703 -0.72241514 0.12440399 1.14277111 0.64759903 0.30907385 0.56226373 -0.03933949 -0.84570382 -0.49887896] Distance 6.024176425132926 Each least square approximations [-9.51176442 -3.00491033 5.31331897 -3.25931383 -2.9703576 2.2648919 -3.20340915 -2.78849503 1.34085589 -0.03103213 -1.03241647 -0.21224961 0.09861468 0.4063787 0.80891687 -1.08773758 -0.5093806 0.8071074 -0.71893856 -0.57691937] Distance 6.532496714624432 Each least square approximations [ 9.73613064e+00 -2.87147578e+00 5.73199914e+00 -4.03547040e+00 4.50221906e+00 3.55245477e+00 -4.67934721e-02 2.87123728e-01 5.89478887e-01 6.91942756e-01 9.87824364e-01 -1.40820193e-01 3.45695543e-01 -5.22243447e-03 1.67302476e-01 -6.09558012e-01 -4.18737997e-02 1.12814938e+00 -3.89528810e-01 5.35237607e-01] Distance 5.5224598571519135 Each least square approximations [10.54785258 3.80900723 5.37129964 -3.41949241 3.57443688 1.36200241 0.10534192 0.91053446 0.0149997 -0.19236766 1.86930805 -0.26048009 -0.16457693 0.14055242 0.27457383 1.23572482 -0.71904449 0.39227622 0.03106511 -0.72248678] Distance 5.610738324853532 Each least square approximations [10.57621391 -3.39406191 1.45553223 -6.44841899 -0.20800977 -2.50058485 0.4470025 2.20112775 -2.03797678 -0.01772864 1.11880956 -1.3952481 -1.01709176 -1.34580817 1.42412312 1.92857634 -0.19239079 -0.45884429 -0.58426805 0.69797643] Distance 4.925971710120843 Each least square approximations [-10.12307956 -2.97125793 6.54169004 2.73017326 -0.93770273 2.1382873 -1.09866831 0.27254837 1.15262122 3.19313234 -2.68240416 -0.03674174 0.72900985 -0.10857133 -0.60264811 0.09146049 -0.91324881 -0.034801 -0.67322979 0.38727846] Distance 5.50854934862326 Each least square approximations [-8.8514874 4.69189907 -8.14415744 1.15123564 -0.95696807 -2.49043027 2.25089433 -0.67132913 -0.4091661 -0.52101529 -1.33964 2.0924506 -1.01497618 -0.96678306 -0.57666755 -1.14662109 -0.0196031 0.3683879 -0.88343027 0.04082479] Distance 5.268240435679188 Each least square approximations [ 9.15099081 5.07860006 1.3689005 -2.27431459 -0.4124717 4.85288942 -3.52217884 -1.90114475 -1.30662559 -1.27699329 -0.48819429 -0.78274259 0.61716527 0.3468753 -0.02880103 0.13410055 0.45861737 -0.31857059 -0.71207824 1.24930709] Distance 7.492565967923995 Each least square approximations [ 9.91171721 -1.59222911 -3.59088594 -5.2046708 5.04291329 -0.05652754 -1.02301525 -1.16025788 0.79417193 -0.94687509 -0.16573189 -0.36706885 -0.83353976 0.35353882 0.98520333 -0.21659206 -0.56340134 0.1876249 -0.51004586 -0.53394103] Distance 6.821671193890542 Each least square approximations [-10.29829772 -2.44075082 -6.43967314 1.22272363 2.16670458 -0.94844536 0.1963376 0.64143116 -0.1687984 -2.67676599 0.43100442 1.10402098 0.67505104 -1.20892093 0.19968005 -1.60914313 -0.02258492 -1.60042309 -2.14057514 0.9221695 ] Distance 6.114530757688608 Each least square approximations [-10.88521443 0.26377116 0.98967536 -3.40956015 -1.85775829 1.11054648 -2.83196755 -0.92480807 1.285984 2.75570458 -2.27822262 -1.00951994 -0.5360454 0.76745165 0.7337805 1.18224372 -0.06989923 -0.28981166 -1.40400382 -0.16678804] Distance 7.380230104691843 Each least square approximations [-10.24579843 -2.90936376 3.76950902 -2.74806675 -2.97893306 2.38628191 -1.32239886 -2.22730918 2.77875272 0.38463135 0.47993085 0.90473217 0.14911965 -0.6003889 0.37491697 -2.16814504 -1.06022779 0.92509424 -0.79069207 -0.81976467] Distance 6.756316603062991 Each least square approximations [10.50188281 -1.63843578 4.53147524 -2.20744987 4.50721451 2.56381893 0.07747037 -0.27766385 -1.63456544 -0.41746044 2.99735812 0.06529811 -0.03439088 0.2110179 -0.79893299 -0.69947393 -1.12997627 0.87871542 0.56460944 0.60015873] Distance 6.201539513398407 Each least square approximations [10.17313174 2.1388354 3.79400564 -4.65878559 3.07447578 2.52296071 -1.83019947 0.29674026 1.12811715 -0.17837003 0.95331415 0.04959067 -0.36832671 -1.35165801 0.22507923 1.65677818 -0.86692845 -1.40947874 0.66435957 -0.70560742] Distance 6.743469460518256 Each least square approximations [10.24189004 -1.12917895 -0.75892458 -6.65557571 0.09967934 -3.02264794 -0.35746212 0.48227815 -2.30176486 0.07608401 0.49078522 1.12722075 0.34935701 -0.23792412 1.82557656 2.97516185 0.90438382 0.31007729 0.29678314 -0.32476191] Distance 6.221774287902876 Each least square approximations [-10.19132772 -0.78189524 5.79600899 2.79431606 -0.67134828 1.75763389 0.7968933 1.5209651 3.00677184 3.69145558 -1.75511755 -0.51044252 0.45668629 0.11213443 0.31893942 0.03566368 -0.12121237 -0.53996089 0.5548667 0.63904938] Distance 6.310881953625305 Each least square approximations [-8.73848684 4.67650887 -7.91903758 0.88301103 -1.24128744 -2.38946533 2.25210983 -0.38191235 -0.46044653 -0.44262245 -1.51051232 2.52523623 -1.12583302 -1.29571402 -0.68627365 -1.06476032 -0.40330997 0.45744797 -1.11533109 0.37817947] Distance 5.650883942065351 Each least square approximations [ 8.97057025e+00 5.15015083e+00 1.35412543e+00 -2.24125446e+00 -4.47206476e-01 4.68883327e+00 -3.33218424e+00 -1.93943491e+00 -1.33197884e+00 -1.46507260e+00 -3.22781994e-01 -7.65460585e-01 6.08143488e-01 1.66181267e-01 7.51844491e-03 1.16106697e-01 6.08347725e-01 -3.47791696e-01 -6.57423031e-01 1.32641171e+00] Distance 7.930471770922559 Each least square approximations [ 9.76855007 -1.47623581 -3.53504504 -5.37424004 4.88184384 -0.02388943 -0.87928429 -0.96468236 0.86711769 -1.30634225 -0.09271065 -0.60961736 -0.68229479 0.34841405 0.91130017 -0.04737813 -0.68323302 0.2064825 -0.38050154 -0.26471637] Distance 7.210869750694236 Each least square approximations [-10.1646402 -2.34983344 -6.14315881 1.25616675 2.37549058 -1.24586105 0.10383305 0.40078847 -0.20385349 -2.9245345 0.52131622 0.94746586 0.86073967 -1.29929427 0.29421344 -1.65986833 -0.12903697 -1.60134269 -2.60130989 1.13822663] Distance 6.347933765488527 Each least square approximations [-10.73818458 0.10525908 1.294195 -2.93475223 -1.72843457 1.17114196 -2.83202666 -1.21067574 1.46747398 3.07325865 -2.30120731 -1.03781922 -1.2027937 0.34790167 0.53334846 1.21863392 0.08072342 -0.15843772 -1.36835007 0.05458502] Distance 7.6701329714305 Each least square approximations [-1.00138762e+01 -2.96080371e+00 3.56970417e+00 -2.68686386e+00 -3.16477867e+00 2.53649469e+00 -1.41061807e+00 -2.27055327e+00 2.68957452e+00 -2.82039517e-04 5.54673551e-01 7.12191872e-01 1.52276598e-01 -5.24543064e-01 2.80027745e-01 -1.92611577e+00 -1.68432019e+00 9.30739552e-01 -9.76253379e-01 -1.04356581e+00] Distance 7.142627772171371 Each least square approximations [10.4111133 -1.88020266 4.31302459 -1.98984077 4.44861586 2.47073141 -0.03880651 -0.36881236 -1.78006276 -0.50682366 2.97118717 0.1300201 -0.07181205 0.294613 -0.76760789 -0.91316106 -1.04262239 1.15896525 0.21542428 0.57259525] Distance 6.6624731523337495 Each least square approximations [10.02211303 2.02308995 3.94547752 -4.33788935 2.89621304 2.72024221 -2.04127338 0.899265 1.15214341 0.12742614 1.211905 0.41985857 -0.15794258 -0.85954958 0.22522047 1.73158414 -1.12153281 -1.61556847 0.68738794 -0.74762269] Distance 7.0791907764461675 Each least square approximations [10.12054143 -0.41436823 -0.23991742 -6.56115587 -0.15722835 -3.29697999 0.05874746 0.44543399 -2.32712524 0.17962573 0.83164232 1.10537276 0.38251005 -0.03814289 1.53203622 3.44617582 0.77920759 0.44815256 0.07934033 -0.18873898] Distance 6.489725159114895 Each least square approximations [-9.93462949e+00 -5.84703004e-01 5.93995517e+00 2.10445898e+00 -7.17018940e-01 2.18618786e+00 1.10303857e+00 1.38780753e+00 2.75897462e+00 3.76723451e+00 -1.98019422e+00 -9.99019937e-01 2.51379182e-01 9.08372841e-03 1.25826700e-01 -1.46606670e-01 -2.78643375e-01 -4.06168901e-01 2.05307018e-01 7.88251235e-01] Distance 6.825106812009099 Each least square approximations [-8.06058208 3.9014691 -8.93144872 1.98324811 0.40714389 -2.44669969 0.88305944 1.01073948 -0.36376453 0.01685635 -0.7031115 3.06572851 0.13320689 -0.37145379 1.89566682 0.03773268 -0.21859017 -0.19924884 -0.17922458 0.97707889] Distance 5.907769754466074 Each least square approximations [10.20389897 4.27430073 1.61391648 -1.19442342 -0.11681043 5.22516986 -3.13991071 -1.92627083 -2.14926082 -1.17707797 -0.64699753 -0.78315824 0.65929845 -0.10451704 0.20375852 -1.29880147 0.52069677 -0.24530235 -0.57320146 0.51959336] Distance 6.645117762793137 Each least square approximations [ 9.96149219 -0.98200426 -4.48275956 -5.6184906 4.40701898 -0.14502837 -0.754567 -1.30908906 -0.32341253 -1.08831981 -0.28882125 0.72349669 -1.73234941 0.82311865 1.53977267 -0.28580807 -0.19680059 0.16087193 -0.27984381 0.4464021 ] Distance 6.296901990020631 Each least square approximations [-10.84247885 -2.67864922 -6.06471565 1.24390437 3.07916228 -0.05082276 0.62985918 0.73920114 1.23231396 -1.63422716 -0.49759445 -0.03691863 0.84001721 -1.48034448 -0.31515809 -0.49632689 1.11155682 -0.63029922 -1.10630283 -0.43119153] Distance 6.114833920380573 Each least square approximations [-10.54484573 1.56270106 1.5373219 -3.91987582 -2.62860782 2.32787667 -2.69344259 -1.57257087 1.28416589 1.95678479 -0.92196153 -1.2706203 1.2207068 0.42305827 -0.32908428 0.70443219 -0.02841825 -0.01303358 -1.28159353 0.9284325 ] Distance 7.44727743117889 Each least square approximations [-10.43258301 -2.59297099 4.6167122 -3.3010778 -2.58917864 1.62959202 -1.65018809 -1.80610495 1.90197212 -0.58950094 -1.44359568 0.31540159 0.06646941 0.63652738 0.03187151 -2.30404877 -1.55592904 1.02717467 -0.89554631 -0.1129905 ] Distance 6.505991557897514 Each least square approximations [10.37589527 -2.56108281 3.29955827 -3.74419236 4.48119617 3.03395464 0.09406805 -0.14990535 -0.13423797 1.8375754 2.36772822 0.63983595 -0.11173153 0.91900429 -0.48311942 -0.98451924 -0.80502671 1.09643202 0.14638595 1.01536202] Distance 6.228167234579814 Each least square approximations [10.77427201 1.80021389 3.97471169 -4.04525985 3.02034762 2.04190498 -0.92327195 -0.59277853 -0.03267352 0.49764535 2.30643976 -0.65643823 -0.25456835 -0.66500844 -0.4850479 1.90994863 -1.32484846 -0.62301008 -0.86396558 0.65433058] Distance 6.474029716935481 Each least square approximations [ 9.80316421 -2.81113007 -0.45431965 -6.81732828 -0.33454336 -3.03983535 -0.41638807 1.04548887 -0.63210311 -0.24007778 1.0146326 0.4276116 -0.76067731 -1.38846109 2.34938144 2.44357524 -0.22704948 -0.03826411 -0.96903161 -0.29133621] Distance 6.59962432626927 Each least square approximations [-9.91227156 -1.06108727 5.94725248 2.98061624 -0.2532899 0.24489756 -0.57556224 0.92850419 1.83745473 4.82815998 -2.21387726 -0.99496604 -0.24856522 0.20469197 -1.05857465 -0.43457312 -0.17461417 -0.27617238 -1.30841721 1.20016586] Distance 6.277191213020597 Each least square approximations [-6.3535562 3.3172784 -9.70446202 3.32222996 0.55133694 -4.04294241 3.0951214 1.88782428 -1.0847688 0.25715963 -0.43821452 1.29967905 -0.86900908 -0.19098114 0.73338963 1.05095125 -1.30018949 0.73346018 -1.21168985 0.11137179] Distance 5.9293687651711755 Each least square approximations [12.21323977 4.26475429 -0.41095476 -0.2641063 0.71670435 4.61710933 -3.67912328 -1.07284224 -0.35641685 -0.47140788 0.40211521 -0.7940599 2.25372059 0.61764333 0.670607 0.92071753 -0.19485147 0.88117106 0.80516208 1.2502156 ] Distance 3.971100590177032 Each least square approximations [11.00834403 -3.38949321 -5.37449885 -4.49109342 2.79254583 0.72579611 -1.28823552 -1.15959988 -0.05683046 -1.93855805 -0.56874037 1.22543747 -0.55437541 0.76968673 0.42825838 -0.2743282 -1.636202 -0.28290145 1.04823185 0.133658 ] Distance 5.208446731745426 Each least square approximations [-10.15286744 -3.63940171 -7.14035869 1.76648941 4.09165424 0.62985554 0.94844518 -0.16619558 0.72727189 -0.86566095 1.81806046 -0.21886217 -1.079001 -1.42145363 0.30761119 -1.14567999 -1.27402951 0.49584396 -0.14145488 -0.65351069] Distance 5.546804526117494 Each least square approximations [-12.26691993 4.19093938 1.30810765 -2.71873765 -2.35677893 1.06733166 -2.8827514 -2.23342467 0.29591652 1.20258942 -1.01151092 -2.44955621 0.7009898 -0.02269966 0.60275544 -0.26535963 0.53871202 -0.28045787 -1.49626036 -0.30555826] Distance 4.635018597242999 Each least square approximations [-10.11603982 -3.01149519 6.2547289 -2.42906513 -3.76485415 2.39145161 -3.29935119 -2.63277461 0.92381705 0.47695935 -0.54385061 -0.58713484 0.08651131 1.11775048 0.36389605 -0.42645395 -0.59372653 0.93668607 -0.16454102 -0.23323114] Distance 5.6624799204013 Each least square approximations [10.07469054 -2.58742987 5.00013785 -4.80732248 5.58666591 2.35174225 -1.99774904 0.15704374 0.97469933 1.88522693 1.27169293 -0.60730613 0.22246775 -0.6332669 0.29548879 -0.15855722 0.95370528 0.25175233 0.29234984 0.79279644] Distance 5.000020233774905 Each least square approximations [11.75498718 3.34391143 5.29401918 -4.37783674 3.20183426 0.50788974 0.68803431 0.1783736 -0.74784534 -0.78246712 0.55499443 -0.68842805 -0.91424459 -0.93792287 -1.12765593 -0.86408059 -1.11220589 0.30430428 -0.61727101 0.24051432] Distance 3.972297240253012 Each least square approximations [ 1.05225728e+01 -5.07372821e+00 1.73087362e+00 -6.44176938e+00 -3.23386870e-01 -3.16061375e+00 -9.48123416e-02 8.02112929e-01 -7.75555208e-01 1.48006839e+00 1.26115931e+00 -4.19507570e-01 -5.69391772e-03 -2.05802002e-01 1.30020085e+00 1.04138335e+00 2.41703238e-01 6.48588065e-01 -3.66107329e-01 9.03267271e-01] Distance 5.503847995843283 Each least square approximations [-11.58934317 -2.83355236 6.35420557 3.16881427 -0.3718773 1.25957729 -2.81511282 0.46304919 0.19309578 2.53786208 -0.46731072 -0.67630443 -0.05556814 0.9438749 0.51895913 -0.27697276 -0.92618875 -0.53733164 -1.63375092 0.52591374] Distance 3.961558257111945 Each least square approximations [-5.59341374 2.60633223 -2.4355844 1.14057252 -1.74038329 -3.33719015 -2.01261216 -1.95055584 -1.38387592 0.36130931 -2.97654233 1.10117117 -1.05418465 1.2446345 0.71116891 3.51301561 -2.34161526 2.51830766 1.62426591 1.74340313] Distance 9.121558855102357 Each least square approximations [ 5.65207116 1.41476519 -0.53276203 -1.29371947 -1.42953518 2.62500153 -1.7666513 0.0245144 0.06239344 -1.27100218 -1.43117549 -0.64492006 -0.27097182 -0.44795119 0.35109038 -0.31926409 -1.15892661 2.15789903 -0.09353526 0.94527688] Distance 11.671277479940796 Each least square approximations [ 9.52886193 1.78058162 3.70587497 -1.72581147 1.71219038 2.99645419 4.39487269 -3.05657069 2.80984164 -0.67023713 0.34058595 0.09405392 0.68608569 1.20741118 0.73572815 0.65180015 -1.09671666 1.20929698 -1.54342509 -1.63529585] Distance 5.0328270673730815 Each least square approximations [-6.5248393 -1.81593827 -1.88312161 -3.5820038 -0.63224649 1.12963365 2.21127437 0.37281184 0.13405692 -0.7644567 0.24076519 0.23776035 -3.41230543 -3.44173263 0.10718731 -3.26301225 0.54797858 -0.30915759 -1.65825374 1.76263386] Distance 9.251716096008595 Each least square approximations [-7.41672274 -1.02120832 1.06573429 -0.43212311 0.86450792 0.09970131 -0.03631241 -0.70969908 2.33828288 0.49429107 0.93732809 -0.48275725 -0.67250309 2.60211883 2.22440032 0.74953501 1.25875984 0.72297251 -0.3946035 1.51547425] Distance 10.626041391620326 Each least square approximations [-5.67006777 -2.55043114 1.77999321 0.54268637 -0.62666705 1.20843259 -3.17814539 -1.77154126 1.07343345 -0.32513429 0.79769021 1.88658086 3.56210321 -0.16415357 0.40415291 -0.26963641 1.88791505 -0.44074627 1.29585546 -0.54118514] Distance 10.692027620036713 Each least square approximations [ 6.70420697 0.97561416 2.27516376 -2.38934374 1.76752548 -1.88566203 -1.94065945 0.60448256 -0.2660039 -0.22120105 -0.29301758 -2.05203757 1.52978867 -0.24528321 0.98950172 -0.12091645 0.24915018 -0.28165691 -0.33541594 -0.89086608] Distance 10.91839052263437 Each least square approximations [ 8.01780372 0.44204929 0.02505154 0.34185394 1.12250457 0.6055466 -0.64972305 0.56379349 3.49704971 -0.65231669 3.30653262 -1.88265165 0.44678418 -0.43144181 1.91253689 -0.3097028 -1.39884834 -0.04088782 -0.32719029 -0.1626862 ] Distance 9.764000405075548 Each least square approximations [ 6.68610486 -0.03202815 0.405446 -3.11989391 -0.08660096 0.99313631 0.34846659 -0.15335927 1.01960117 0.3178422 -0.5437384 0.7710206 1.6497478 -0.34154264 -0.85350119 2.22668411 2.75755272 0.78578939 -1.3328697 1.78956125] Distance 10.778039989652605 Each least square approximations [-7.00467258 0.78377509 1.92585357 0.40706815 -2.38300777 -0.40768748 3.44271239 1.24792094 0.60312368 1.21780695 -1.21831163 1.08660929 2.63371383 -1.31188925 -0.19101225 0.66558112 -1.2412618 -0.98181757 -0.93568764 0.74677559] Distance 10.26005771602784 Each least square approximations [-12.43536406 2.57301777 1.91342867 -2.94468672 -3.41664504 -1.07474582 -0.68014031 -0.72310292 -0.35050121 -0.63823924 -1.47675061 -0.66598324 0.43076348 -0.03359958 1.4284529 -0.79289256 -0.68739578 -0.61306631 -0.37779582 -0.20445953] Distance 3.81425393452488 Each least square approximations [ 3.04848853 0.82118296 1.16342475 -2.49014902 -3.34460421 1.14877423 -2.65347968 -0.93182472 -1.4323274 -2.51174442 -3.73138061 -0.26278021 0.00912399 -0.37207952 1.05162308 -0.87148429 1.23189777 1.26436717 0.77303049 -0.41636638] Distance 11.950557779266923 Each least square approximations [ 6.3503907 3.96372098 2.20311581 -3.17089382 4.21498381 -3.92092329 0.41352422 0.17599846 1.48767445 2.61059203 3.15170078 -0.51369608 -0.45002577 -0.14577294 1.60117578 1.22943024 2.52287451 0.14090993 0.85457355 -0.65498309] Distance 8.581363888099263 Each least square approximations [-7.23665006 -1.76455735 0.31700753 -1.16547913 -3.57239164 -2.18206214 2.59011823 0.43274325 -0.04231201 -2.79406619 -2.60663798 0.98203423 0.99312846 -1.43435662 0.97947961 -0.50015058 0.32929013 -1.12997083 -2.222444 1.3257219 ] Distance 9.986646812119956 Each least square approximations [-5.21816865 -3.52654129 0.94450262 -1.42659398 -0.39312982 -4.29613472 0.21677118 1.27484537 0.54368358 0.97120821 -1.28822293 0.4340139 -0.60161765 -0.62660125 -0.12632601 1.12658708 1.1487287 1.43182561 -1.00172767 -1.28387557] Distance 11.617760951984268 Each least square approximations [-7.90883098e+00 -9.05130153e-01 -2.09102794e+00 1.11917531e+00 -8.92592241e-01 2.87140177e+00 1.72927661e+00 3.57547480e+00 1.73707463e+00 -8.53649422e-02 2.52889647e+00 2.88778146e+00 2.73114170e+00 -1.40652612e+00 4.01843595e-01 -1.56054895e+00 -5.11066963e-01 1.67178416e+00 -1.34639363e-01 5.33967043e-03] Distance 9.072994404216887 Each least square approximations [ 8.31981556 3.60394348 0.92134684 2.97408806 0.61440693 -0.57891303 0.39613197 1.96552906 -2.39458342 -2.66838054 1.55296729 2.13895497 1.07177997 1.47803424 -2.88938804 -1.31489289 -0.60306995 0.2397625 0.40316601 -0.76652352] Distance 8.828307458414493 Each least square approximations [ 5.46656158 -0.59308256 -3.05815557 -2.54089463 1.45204077 0.36838675 -6.20467269 0.1217334 0.28300405 -1.31374984 2.38672577 -0.93216598 1.99822704 -0.65963422 -0.1705771 3.90640789 1.58300962 -2.24961579 -0.33798877 -0.32620955] Distance 9.2908864185027 Each least square approximations [ 7.08989709 5.1385264 -1.27875182 -1.77348758 2.29104358 0.58694944 -1.95049735 -2.2157646 1.10195224 -2.20423717 0.25932603 2.49411893 1.82968976 -0.42550383 1.58431762 2.65825087 0.99935472 -0.41180229 -0.73016582 -0.02432707] Distance 9.277383992441624 Each least square approximations [-5.4339391 2.13344573 0.34727906 0.24967993 -2.85620984 -2.27544613 2.92239164 -0.0974486 3.03704538 3.47322001 -0.34743304 -2.55812148 0.15954306 -2.55839373 0.63874179 1.16930824 1.20047375 -1.29476597 1.627368 0.42124736] Distance 10.517042212973426 Each least square approximations [-8.26000848 -7.92858258 3.39708817 3.84092683 -3.09259285 0.50050981 2.52297845 1.2323311 1.45809243 0.43521098 0.98240429 -0.48500021 1.60394383 0.84026387 0.40086192 -0.06537295 -0.69554531 0.52092824 -0.01637278 -0.93675706] Distance 4.383363952904003 Each least square approximations [ 1.089179 0.46443288 0.7601731 -0.66034548 -1.9300935 0.03298286 -0.3285305 -0.20593655 -1.24791793 -2.30380903 -1.91824038 -0.6725781 -0.43278929 -0.79908759 1.47990483 -0.86426192 -0.54644369 1.49298656 2.01585646 -2.28749304] Distance 13.038855069605644 Each least square approximations [ 2.13764853 0.3710261 2.69848206 1.10721498 2.25502002 -5.5974039 -0.77177883 -0.64617378 4.44190155 -0.19231007 4.02037222 0.98387093 -0.81294221 0.06314663 -0.20729 -1.10437471 0.52399497 -0.92804079 2.91973057 1.1770355 ] Distance 10.117878034445386 Each least square approximations [-1.42231276 -0.50419079 -1.43742219 0.13086537 -4.75568626 -2.19596981 4.86565447 -0.24840786 -0.21591962 -0.02675614 0.58970014 -2.52466219 0.93247153 -1.40305718 -1.3023199 -0.61362349 -2.32321394 -0.32704918 1.42922866 -0.04142215] Distance 11.319190035523523 Each least square approximations [-1.92729422e-01 -7.54436027e-02 2.70120418e+00 1.17950090e+00 -1.67278417e+00 -2.59195708e+00 -2.05849176e+00 3.17317824e-04 -2.01291789e+00 -2.78030723e+00 -1.48162173e+00 1.87970926e+00 1.80437180e+00 -3.66539394e-01 1.75482219e+00 1.30321396e+00 1.42821185e+00 1.62134480e+00 -1.24124506e+00 1.42140022e-01] Distance 12.18588755395296 Each least square approximations [-3.2291404 2.44998065 -0.82022934 5.15351135 -2.58651345 2.93660425 -0.81023411 4.18569034 3.10208172 -1.43432125 1.73645401 0.28995 1.19211898 0.37798415 -0.50789575 -0.99046953 1.50830622 0.4719256 -0.82174058 2.22524071] Distance 10.001472218189043 Each least square approximations [ 2.79367639 4.07358062 -1.90618857 -2.6872635 -1.41379826 -2.27213033 -1.57941569 2.66786256 -0.88362945 -2.01669492 1.23143092 2.58991523 -0.80506591 -1.35280894 -1.00177725 0.70272101 2.02130011 2.14873746 -0.21166937 0.65496167] Distance 11.164090212284231 Each least square approximations [ 1.49793464 -1.36335194 -3.89152588 -2.2074222 2.99445887 -1.10662586 -1.262312 2.60771856 0.56679462 1.00377895 1.18280721 -0.38850484 1.49943885 -1.98207603 -1.12799122 0.8759084 3.59345139 -0.46023273 -0.32904544 2.8638968 ] Distance 11.29838799912556 Each least square approximations [ 1.02081598 0.59042365 -1.05359166 0.5143121 0.44176095 -0.76027479 -2.5690021 -3.19326463 1.98978814 -1.26681548 2.56420488 0.41152494 1.22672882 0.79336387 -0.08516512 1.38286661 1.36581659 -0.80629477 0.09107895 -1.58878364] Distance 12.69418663137591 Each least square approximations [-0.86946519 -0.13548593 1.96947978 -0.82452203 -1.75909765 -3.79589813 0.45639691 -0.78721377 -1.32943874 0.64704652 1.23086174 -2.82420768 1.8941398 -0.41998374 0.46895412 -0.08900899 3.10734366 -0.6778135 -0.02730187 -0.86838936] Distance 12.356562829233775 Each least square approximations [-11.18532615 -6.81057664 1.38907275 -1.47447513 -0.05618223 2.98730365 -0.30642925 -0.10635943 -0.86473632 -0.07683249 0.57834381 -0.60790587 -0.64974016 -0.16594982 0.94013843 -2.01621993 0.03494133 0.02880834 -0.83915447 -0.96346101] Distance 3.815578311819405 Each least square approximations [ 0.85404495 1.11544071 0.93061242 -0.91217754 -1.77552763 0.38505821 -0.72131589 -1.10221513 -4.3242226 -1.83534338 -3.16278665 -1.19341974 0.23611446 -1.34125455 0.69109264 -0.95786319 0.90912708 0.32613048 0.51294516 -0.62352526] Distance 12.674535811424118 Each least square approximations [ 2.5901671 2.7977177 0.13965407 -0.31207342 3.98637459 -4.60479239 0.30633634 0.16224986 3.26908509 3.06647989 3.46326457 -0.5478679 -0.43343334 2.39957385 1.02213365 -1.53409383 3.05665424 -0.97996987 3.01131231 0.93946348] Distance 9.686575659935528 Each least square approximations [-4.28835992 3.96686865 -1.36588058 0.69473373 -3.91861512 -0.93129159 2.11740112 0.39851771 0.38819874 -0.5235072 -0.29781521 -1.60290654 2.00250757 -1.52594054 0.21673744 0.87617983 -0.86765796 -0.64539914 0.71834862 0.91717723] Distance 11.729406522809464 Each least square approximations [-1.01392372 -1.69433927 1.74116514 0.01032767 -1.0254352 -3.86340861 -1.27708952 0.66166239 -1.16112321 -0.78133921 -2.80791013 0.30882356 1.83156245 -1.15747818 1.45782504 1.23817701 1.11915644 0.8981837 0.46887499 -0.0768987 ] Distance 12.732950467955995 Each least square approximations [-5.55344537 3.52995402 -3.24317564 1.45052235 0.77069639 3.59866788 -1.83807938 3.04047182 1.91988495 -1.21720088 3.26464758 0.15793597 0.92195471 -0.99081898 1.15197535 -2.96942808 -0.11057729 0.22026505 -1.02404139 1.22552185] Distance 9.75459133985658 Each least square approximations [ 4.54680051 6.12242752 -2.88441223 -1.90170389 -1.02591955 2.11925399 0.80960364 1.04172629 -2.50251031 -1.58756359 1.51464105 1.89962358 -0.05700189 0.61868154 -1.57855394 0.87460155 0.80924478 1.50850441 0.72648976 -0.25419468] Distance 10.414003549148452 Each least square approximations [ 2.23080548 -0.42326894 -2.89249866 -2.26005865 1.21138495 0.37054044 -4.48404265 1.28404093 0.08730003 -0.40039597 0.58396446 0.25760634 1.89082326 -2.79912853 -0.82879956 2.98999623 2.6421091 -1.34454488 -1.67414818 1.70169278] Distance 11.383805979357664 Each least square approximations [ 2.96700901 4.11787925 -2.02090069 -1.79697611 0.98514202 -1.73272907 -1.86739896 -3.53273866 1.68038483 -2.00499314 -0.32856606 -0.36061028 1.30743577 0.65773018 -0.03420932 0.62491012 -0.36943 -3.43501809 0.96867392 -0.61268022] Distance 11.480529117970741 Each least square approximations [-2.01129773 1.0252614 1.38129621 -0.68790786 -2.25329815 -1.36419286 1.65191764 -1.30350435 0.43964357 1.03273599 0.67037263 -2.66873756 0.89367108 -0.81606229 -0.01366012 0.39231149 3.55054135 -2.35055719 -0.05975919 0.21561509] Distance 12.65722479630961 Each least square approximations [-7.22730653 3.09091458 -4.30234826 4.0649692 0.93623809 1.36832825 2.44469995 1.94582812 -0.76571931 0.78657875 -0.09215955 -1.08568416 1.29189705 -1.2363301 2.42704267 0.03677897 -2.44161291 0.42858618 -0.21348803 1.62736031] Distance 9.266485275095434 Each least square approximations [ 8.9119164 0.36149761 0.24124208 -0.74481161 -1.15006795 2.8633991 -2.37655287 -2.39714373 -1.01509161 2.16754661 -0.09400751 -0.89686111 -1.78184894 0.21552077 -0.38359406 -2.86554636 0.87308907 -0.30070889 2.10063777 -1.2601292 ] Distance 9.458592580400236 Each least square approximations [ 8.54418527 -1.33774444 -3.29266449 -0.80613112 3.76191678 -1.24716211 -2.75262122 -0.71469745 1.44776914 1.95698543 1.11410271 1.46921579 -0.34031897 -0.92187557 1.75951846 -2.28647973 0.78195544 -0.80832794 -1.37866957 0.91416467] Distance 9.100889738422731 Each least square approximations [-9.07993583 -2.47172452 -5.40356753 -1.9021703 -2.0238596 0.68174762 0.17968623 -0.6212103 0.04572714 1.6291966 0.77422933 -0.31897393 2.47687719 -2.03498583 -0.28137568 1.09913426 -2.59280646 -0.92189788 -0.0667837 -1.48657666] Distance 8.028931176443898 Each least square approximations [-8.96259047 1.07042896 -0.1252522 -4.25316744 -1.43109569 0.22393506 -2.35136236 0.76257552 0.63855413 1.2870533 1.20236482 1.85686494 1.31541652 -2.85575566 -0.78679531 0.34961509 1.06583601 -0.77795457 -0.95372 -0.77635739] Distance 9.321804883527305 Each least square approximations [-11.25535971 1.17957356 4.67654031 2.23346983 1.19372615 -1.96807331 -1.67749505 1.2680529 1.48653099 -1.44277726 0.23115727 0.22852477 -2.2801737 0.53670029 0.01649741 -1.16304352 0.77486796 -0.9711256 -0.234626 0.07972094] Distance 6.1665771765284 Each least square approximations [ 9.41266247 -3.05109042 -0.07783981 -2.2193657 1.23124348 2.59518305 -1.67309907 1.07456725 -1.4202797 0.57213817 1.36721562 -0.95166158 1.85815918 -1.66046272 0.46200442 0.94657785 0.29087613 -0.92348461 -0.09425678 2.41302965] Distance 9.014999934212264 Each least square approximations [ 8.20052555 2.10030006 -1.25304939 -4.0189211 3.70529106 0.68015964 0.89832237 -1.85883778 -0.70640472 0.17680031 1.40330788 0.36976229 -0.46987042 -0.58278916 -2.64606398 1.1308379 -0.84679533 -0.56755735 -0.68061948 -0.06336334] Distance 9.731526335456612 Each least square approximations [ 9.16487776 -3.0190707 -5.41539739 -1.08919328 0.56457978 -1.49640389 -1.74877225 1.34089251 1.30595308 2.07716294 4.00160971 0.62489539 -0.11518859 -0.38842488 -0.0513191 3.57481795 -2.42051812 -0.79662241 0.70475668 0.33389411] Distance 6.481812094655849 Each least square approximations [-8.3991089 -1.88741869 2.45723506 3.32500221 -0.33708196 -2.73075862 0.69097935 -1.13718051 0.6881581 3.3602501 -0.45951537 -2.64141143 -0.74181687 1.88203524 -1.14058794 -0.78335627 1.61019915 0.84306511 -1.37641361 -0.32975378] Distance 9.203962021071671 Each least square approximations [-5.65820921 0.92493963 -4.4367429 0.48161227 -3.1105904 1.51162631 -2.32320867 1.14219542 -0.2232433 2.59720431 -2.86847147 -0.297404 -0.66688419 2.32023379 0.92443837 1.44350357 -1.70757102 -0.22634096 -0.75479114 -0.70252711] Distance 10.171046202220019 Each least square approximations [ 4.95226614 -0.20639624 -0.08340797 -1.6868246 -1.03021498 0.65703171 -1.70378576 -1.50180918 -1.47388677 -0.47645119 -2.83508596 -0.25314107 0.48587414 0.50803086 0.71724571 -0.50109697 0.79689443 1.46146856 -1.39138867 -2.65813739] Distance 12.050077799564427 Each least square approximations [ 7.82968895 5.92912612 -1.83082566 -0.31170272 0.24892516 1.36214218 -0.055213 2.83808115 1.29244474 -0.67945285 2.31373222 0.27270312 -1.03781236 -0.59117121 5.17820487 -0.10171289 -0.32363412 -2.17472163 -0.63875097 1.96586691] Distance 6.928850547496053 Each least square approximations [-8.14788397 2.09247167 0.11226935 -4.56443197 0.7264986 -1.27458309 2.69410624 0.76127532 1.98144341 -0.81118502 -0.71468499 -2.40816255 -0.82130191 -2.6202778 -0.98989293 2.68281746 0.06335475 -0.38844618 -2.00178906 1.84502168] Distance 8.187045323997395 Each least square approximations [-5.01157948 -0.03933147 -0.65590097 -0.15398319 -1.04943962 0.22229301 -0.74752361 -2.56326656 2.50622631 2.8424172 2.4491159 0.82183314 -0.13468259 0.40172114 0.13209199 0.45926192 1.08481293 0.97802509 0.08914509 0.59021514] Distance 12.042680441916431 Each least square approximations [-6.62780778 -1.20043951 -0.60332377 0.56904841 -0.07280586 0.58609802 -2.88996093 0.2103989 -1.16565335 -1.93080967 -0.58329747 3.66850138 2.70610685 0.20720439 -0.20845033 -2.20467939 -0.78375174 2.10590406 -0.24364629 -0.02105798] Distance 10.570882058030254 Each least square approximations [ 5.63714109 -0.7423747 4.17245832 0.13650427 -1.38819437 3.23169289 1.27808283 -0.03131288 -1.26044486 0.41528392 -1.26672882 0.79545724 1.48228268 0.90091118 -0.82199622 -0.99462769 2.65235416 -0.67962004 0.48533167 -0.60805913] Distance 11.05769712589362 Each least square approximations [ 7.69508478 -0.38602797 -1.10714207 3.68558558 0.30300534 1.39355704 0.89173465 0.18091039 0.43264457 -2.45909379 3.09617707 -0.0593453 -0.75599533 -1.10189912 2.42862434 1.02339915 0.86556588 -0.62649058 0.90703289 -1.79852387] Distance 9.79898613468322 Each least square approximations [ 8.15415137 3.97147916 0.09058134 -1.1908294 -3.06079533 1.74108702 -0.05590282 1.89587964 2.38080456 -1.8208411 1.68049744 -1.97930399 0.39485041 -2.87967794 0.25263222 -0.14827834 0.4783596 -2.76584755 -0.99290009 -1.12517207] Distance 8.290495460391826 Each least square approximations [-5.89996794 0.8589277 1.5588418 -2.02710046 -3.0530397 0.06402153 1.93945579 -0.88691537 -0.24232658 1.18590159 -3.01297715 1.00346987 0.48298253 -0.09423826 1.08113146 -0.53583662 0.97451404 -2.96804908 -2.24477688 0.75736646] Distance 10.873337509053053 Each least square approximations [-5.43277924e+00 4.39320039e+00 -5.64252377e+00 5.00927942e+00 1.82404312e+00 -1.39303177e+00 1.77548235e+00 4.08910646e+00 -2.94350210e+00 7.93571091e-01 -1.11640589e-01 -9.16871762e-01 1.68751973e+00 1.94413171e-01 -1.94086215e-03 1.62463096e-01 -1.40827342e+00 1.24752599e+00 2.46102582e+00 3.62026298e-01] Distance 9.095019822503545 Each least square approximations [14.71084803 -2.34088662 2.83639543 -0.33671993 0.08609311 -1.33406267 -0.38240748 -0.6597933 -0.90016804 -0.09783854 1.1366694 -0.07968541 0.52623917 -0.12550884 -0.25372692 -0.0811793 0.28780135 -0.22079991 0.19683993 -0.42962321] Distance 1.0676563023756296 Each least square approximations [10.28158048 -3.21902273 -5.00646036 -1.79468012 0.64381875 -1.52053351 -1.60031594 0.24469212 1.10779341 1.71459645 0.96898771 1.87321586 1.66639153 -0.5388805 2.079958 0.08103031 0.80873381 -0.17295627 -0.89160797 0.20818099] Distance 8.315619622183306 Each least square approximations [-8.80209416 -4.5850149 -4.70868006 -0.63723424 0.71402159 2.6818607 1.02143042 0.11962565 -0.69322631 -0.46212803 1.01792587 1.20287261 -0.10134072 -1.8593977 0.05282278 2.02077782 -3.04835027 1.43164789 0.56977419 -2.13694968] Distance 8.921406449812082 Each least square approximations [-9.9127457 5.7007006 2.78854289 -2.18050792 -4.77572225 -1.70264961 0.78069299 -0.31770955 3.57176409 0.77553381 1.21541855 1.04903234 1.37814542 -2.03983449 -0.33215905 0.19575063 -0.95801813 2.33459251 -1.8373902 1.17304335] Distance 5.780913958492733 Each least square approximations [-9.741127 -1.20889987 6.50255661 -0.43647464 -0.84740698 0.45464867 -1.58998669 -0.07845186 -1.15711918 -1.39010682 -1.37350533 -0.36985525 1.30900104 1.12820357 0.44725353 1.38312625 0.01152862 0.9039797 -0.60125551 -0.19398043] Distance 9.082866091636898 Each least square approximations [10.62770406 -4.06996005 3.42814948 -3.56161503 -0.56738105 1.00655343 -0.88462002 1.01376262 1.92248652 3.60923789 -3.47122398 1.38869874 -0.73112077 -1.30251846 1.5243024 2.3579714 -1.2670675 -2.54361376 -0.24351761 0.75189771] Distance 5.457311648655628 Each least square approximations [ 9.19893357 3.71405903 2.23525906 -1.6451767 4.57784199 0.47280734 -0.16471008 -1.12124415 -0.69863313 -3.73013656 2.09285062 -1.50792376 -1.90999852 -0.20383036 -1.24501325 -1.93642689 0.35405703 -1.27781682 -0.78729856 -1.26302867] Distance 8.590228791182968 Each least square approximations [ 1.11077484e+01 -5.67136478e+00 1.87054267e+00 -2.49747551e+00 4.24687438e-01 7.77480159e-01 -3.24764588e+00 -2.61673151e-03 1.78121292e+00 6.09738500e-01 3.41345825e+00 -2.05521706e-01 9.04927380e-01 1.18803982e+00 3.13206493e-01 -1.22529056e+00 -1.88367570e+00 -1.56457250e-02 -9.34201249e-01 1.00634640e+00] Distance 5.939338329382813 Each least square approximations [-10.1475797 -4.22812821 0.88657739 2.26817339 -3.0943089 -0.77171856 -2.10946045 -0.06786512 0.72089909 2.81309348 0.16700195 -0.16462834 -1.60951891 2.6246117 0.14850488 -0.07202995 -1.68914369 0.179398 -3.21727286 2.44484981] Distance 7.6012377464722745 Each least square approximations [-12.54442107 -0.77035799 0.62384386 -3.71283273 1.80217835 0.18525475 -1.02659838 2.34470227 0.30929878 -1.56525322 -0.81768199 -0.58613962 -0.0604586 1.09807507 2.10617475 -0.8493747 -0.83525624 0.51258446 -0.12268938 -1.29669034] Distance 3.374985145105429 Each least square approximations [ 3.38931009 1.13552605 1.56699138 -1.87799894 -2.45834191 1.49218507 -1.93480309 -0.60406561 -3.94186227 -0.24803218 -2.88359086 -0.59572151 0.27395616 -1.56500559 0.5928087 -1.52881769 0.80147629 0.23250107 0.96893648 -0.58833736] Distance 11.972227689769058 Each least square approximations [ 5.44890292 2.53299855 0.00920892 -2.81720942 3.64042842 -4.01403864 1.52606436 -0.12177466 1.4006756 3.34638708 2.59264804 0.39182958 -0.44576661 1.2275177 1.81659515 -0.6658858 5.4367979 -0.78104216 1.99878886 0.55900344] Distance 8.37990396702099 Each least square approximations [-7.31138025 1.7368752 -0.32501523 1.54780465 -3.64077635 -0.55346938 1.69895375 1.25989902 0.91354182 -3.16081947 -2.03901171 -0.43683828 1.95713512 -2.77174249 1.02661544 0.29723525 -0.46244019 -0.55548791 0.52742191 -0.26519527] Distance 10.011314588804856 Each least square approximations [-4.09481183 -2.08080952 1.12293697 -2.87419297 -1.18567882 -4.03743693 -1.42330965 2.46751534 0.74521713 -0.06032956 -2.1439612 -0.55392553 -0.15490599 -1.14178312 0.91937666 0.79323316 1.03508568 0.62696859 0.43151972 -0.4189793 ] Distance 11.806982956112671 Each least square approximations [-7.97747291 2.71029565 -1.74767351 -1.0506084 1.20433375 3.87450534 0.24516198 3.16028712 1.68316644 -0.30025655 1.0915929 1.70028274 1.6372362 -1.92200036 0.62414749 -1.64947408 -0.36707926 1.92926125 -0.84595354 1.16400675] Distance 9.047891059684089 Each least square approximations [ 8.02326952 5.25379063 -2.23137354 0.47231521 0.57496767 2.45622253 1.15623868 1.42659353 -2.34179611 0.15540912 0.56586628 2.15363318 -0.13398003 0.28720953 -3.15835848 -1.13252729 -0.26066768 1.52262719 -0.38210794 -0.37939077] Distance 8.632612114736995 Each least square approximations [ 4.40447016 1.0631808 -1.45817903 -2.13056709 2.00543126 1.18429272 -4.29917269 -1.59922347 -0.33509216 -1.16080739 2.05476419 -0.24581661 2.40411047 -0.64426702 -1.09033831 4.30440569 2.52752228 -2.92186769 -0.88653309 0.97484831] Distance 10.19608917420737 Each least square approximations [ 5.69381048 3.92385894 -1.74077049 -3.91385141 3.02475595 -0.65929632 -1.84226192 -2.96250825 2.44811629 -0.76826148 -0.5357761 1.02486328 0.39508904 -0.50369761 0.93181322 1.56852326 -1.06030325 -3.57099409 0.19905872 -0.17659317] Distance 9.613056394401518 Each least square approximations [-4.33908782 -0.41437784 0.47056155 1.17628594 -1.60387078 -1.27791038 2.11661839 -0.42168572 1.74472221 3.61449903 -1.15909521 -1.91882962 -0.05835309 -1.24096926 -0.52118627 0.3498172 2.06508848 -2.68224387 1.17353337 0.11094317] Distance 11.8553027895807 Each least square approximations [-5.48110049 2.41103514 -2.29079214 4.9862986 1.94377694 -4.87548756 3.15882678 2.1579104 -1.5353165 -0.1868875 0.58204761 -0.66571812 0.34107693 -0.01037758 -2.59462393 0.24065138 -2.81258573 0.8551205 0.30488299 0.67203048] Distance 9.373268451022986 Each least square approximations [ 8.78340862 0.67412788 0.50988054 -1.76765198 -0.77863997 2.36840933 -2.2888141 -0.15347842 2.62520674 1.11075537 0.56553199 -0.1863325 -0.91723987 1.49904268 0.30401264 0.99424646 -1.59111364 -0.26337747 1.55839548 -0.44703426] Distance 10.243580633915867 Each least square approximations [10.15591632 -6.95794465 0.44917729 1.20752296 0.06846909 -3.83913988 -0.18559097 -2.90292511 0.78352046 -1.17606489 1.1568134 0.46957604 0.71178468 -0.67165088 -1.25369322 -0.10292051 0.1051305 0.44910152 -1.47323408 1.9950601 ] Distance 5.137617457263357 Each least square approximations [-5.8343415 -4.04989382 -5.29144772 0.62110673 -1.24524911 0.64995131 1.25989823 0.84826889 -1.01449616 -2.43667006 2.70885584 -0.44816688 -2.62070337 -2.59194662 -1.16171262 -1.36783884 -3.48738373 2.21184153 -0.28872081 -2.65766019] Distance 8.755334023885698 Each least square approximations [-7.82027023 2.46099407 2.62629462 -3.69485588 -2.18867142 -1.04079734 -1.49463234 -0.32069905 0.10228961 0.23946144 -0.51806624 2.19258629 -1.59594636 -0.64109973 2.65541115 2.29114993 2.91253414 1.20109053 0.39481218 -0.43117097] Distance 9.414491492394792 Each least square approximations [-6.99448813 0.33332938 6.22649027 1.23568582 -2.69779935 2.59501869 -0.26714142 -0.51583776 2.17103568 0.93396702 0.76036142 -0.55183004 2.28403466 -0.50987666 0.77401021 0.80450226 2.07998556 -0.08542369 0.6210946 -0.69876384] Distance 9.653812272777731 Each least square approximations [ 8.56506766e+00 -4.48476149e-01 1.83881248e+00 -3.38681849e+00 2.06830659e+00 -1.33682763e+00 -7.44231209e-01 3.23587241e+00 1.54516017e-02 -1.88968448e+00 -1.40042795e+00 -1.02776792e-01 -1.43611432e+00 -2.74125033e+00 2.13757834e+00 1.66875047e-01 -2.09147871e-03 1.72765394e+00 -1.49526449e+00 7.09033154e-01] Distance 9.183231539887169 Each least square approximations [ 5.57152501 3.93272858 1.98494558 -4.23511727 4.62018549 1.42980234 0.66281585 -0.25461311 1.81304846 -2.07608635 0.22635789 -0.57514553 -0.02545098 -0.29357575 -1.99776153 -0.33172721 -0.56016062 0.99371219 -0.21355389 -0.12580969] Distance 10.462600011941538 Each least square approximations [ 7.02450062 -3.85624971 0.30448494 -3.74271184 3.10889903 -0.13974721 -2.22675985 -0.06058309 -1.08651456 2.80404482 2.00873707 0.96971449 -0.50105557 2.30697978 -1.38572652 0.18288902 -1.65924943 0.97854757 -1.49763933 1.0514661 ] Distance 9.680319341603644 Each least square approximations [-6.81204806 -3.0808774 2.45391477 4.74967142 -0.99559593 0.89163056 -0.90855493 0.83658861 1.72846223 2.18887743 2.00185762 -0.57509614 -0.01546564 0.57501358 -1.4441237 0.25891844 -0.24387171 1.99737562 -1.70777433 -0.74520477] Distance 10.2647642456186 Each least square approximations [-5.70971922 2.56278942 -1.6941036 3.53459619 -0.77075514 -4.52046996 -3.50195369 -0.65336385 -1.90832538 0.1766575 1.8218846 -1.89763833 -0.20731592 0.51845721 -0.91601148 2.62786497 -3.52666759 1.31043576 -0.84266902 0.92185969] Distance 8.945417847064585 Each least square approximations [ 6.25662722 -0.41923579 -2.20636902 -2.23744558 -1.27727368 2.79388916 -1.70521642 -0.60267382 1.72056694 0.17242509 -0.9874972 -0.46404224 0.33571028 0.44809006 0.27819549 1.25952254 -1.64017388 -0.06646789 1.14615818 -0.37369147] Distance 11.420457464447763 Each least square approximations [ 9.97950187 -1.86985408 4.25996538 -1.49152264 -3.00754694 1.21904565 0.76459318 -3.34949108 1.52407349 3.54913857 0.65805398 0.33996556 -1.23934324 1.87097174 -0.5104843 -0.64828558 -2.01789764 -0.42999055 -1.51224422 -0.14097853] Distance 5.3938487512565 Each least square approximations [-6.12779028 -3.26864163 -1.42117433 -3.59766073 -0.55343634 1.703557 2.24204655 2.63513406 -0.16664993 1.08454248 -0.111189 0.01973549 -3.89782262 -3.46178271 -0.20753284 -2.45376246 -1.36368118 0.33200191 -1.63824785 -1.01547552] Distance 9.171571697744977 Each least square approximations [-7.85011517 0.67816313 0.75391149 -0.65959476 1.20060887 -0.97074725 2.46526325 0.01521095 0.87377265 0.39437054 -0.44570144 1.23341164 -0.92015781 2.96139726 4.00964975 0.53367742 2.19050153 -0.176495 0.37846418 0.25313471] Distance 9.87079440565013 Each least square approximations [-6.65074314 -2.53709033 1.91112539 1.02818238 0.21996519 1.98670578 -1.33987533 -1.10084773 -0.23364803 1.49555823 1.51272178 2.36846893 3.64450661 0.69253313 -0.16107238 0.66096558 2.26742308 -1.62131852 0.64758107 0.85244993] Distance 10.340449128732738 Each least square approximations [ 7.69653941 2.79112836 2.21468007 -1.67874181 1.41109941 -2.65960672 -0.09372101 1.75890888 0.11364016 -0.26235166 -0.0305495 -2.42411497 2.28498389 -0.46447667 2.45162019 -0.94276925 0.16989737 -1.61340718 -1.25823524 -0.86036631] Distance 9.61604684283922 Each least square approximations [ 6.9779129 2.15005571 -1.19291347 -1.25629763 2.24344262 0.02388243 0.06347264 0.1997954 2.92246911 -2.50733172 0.80281249 -1.72704548 0.99870296 1.04813275 -0.1627519 0.41015303 -1.45073579 1.75233581 -0.28157711 -1.47695201] Distance 10.633056330835004 Each least square approximations [ 6.74378535 -0.65827513 -0.05931498 -3.31667055 1.46343808 2.50740124 -0.95362529 -0.55497989 1.54337876 0.77318356 0.74673029 1.96710665 -0.7792776 1.26138824 -2.91692473 0.88626979 0.47483409 1.33859888 -1.45193287 1.88517963] Distance 10.464020419331929 Each least square approximations [-7.04547806 -0.34837558 0.77419511 2.57103711 -2.63347408 -0.58915295 2.50823476 0.84475111 -0.58517635 0.07083886 0.73442544 0.8442461 1.46449937 -1.09733096 -0.95859863 2.00706769 -2.77768443 2.35170913 -1.14851032 -0.32497208] Distance 10.335031237830957 Each least square approximations [-1.25317489e+01 4.36242995e+00 7.95390645e-01 -2.11932702e+00 -1.45901178e+00 -2.49299723e+00 -1.57631857e+00 -1.78706702e+00 1.65855951e+00 -3.93371043e-01 5.90865616e-01 -1.29504423e+00 -2.23450670e-03 2.14206728e-01 3.48619554e-01 -3.13711385e-01 -2.03757775e-01 5.11208710e-02 2.42220010e-01 8.25763262e-01] Distance 3.214828475197207 Each least square approximations [ 4.45941581 0.94181303 0.55579412 -2.13799715 -2.83843146 2.11726132 -2.67993716 -1.22772324 -1.52861924 -1.79697772 -3.70981213 0.14610801 0.87567615 -0.45365807 1.02131898 -0.92699016 0.02796575 0.32197864 1.72607387 -0.63151619] Distance 11.787690990152173 Each least square approximations [ 7.58763413 2.85276313 2.41971768 -3.36491709 3.94676362 -3.34591499 0.02449191 -1.76480693 -0.25757329 4.23880085 2.06612827 -0.30188903 -2.32505158 -0.01351987 1.00249272 1.29499298 2.1554856 1.06919499 1.09963711 -0.83842591] Distance 7.783356802806347 Each least square approximations [-8.08872231 -2.76897078 -0.57034081 -0.27645425 -3.62184991 -0.59806581 2.71093676 2.12770346 -0.75796077 -2.62787519 -3.02317004 1.46609189 0.27942971 -1.29176546 1.08646373 -0.83045009 0.81709707 -0.79689023 -2.0732372 0.91003478] Distance 9.158386467399536 Each least square approximations [-6.90038223 -2.62594174 0.2018591 -2.62195735 0.03077625 -3.58715484 0.75337444 1.7819524 -0.2489705 0.14712619 -1.56283004 -0.30869318 -0.45592366 -0.46164275 0.23788325 1.84593623 0.23588063 1.21512724 -1.0271937 -0.87160737] Distance 11.119717172020286 Each least square approximations [-9.05919709 -0.84420013 -1.25565348 0.03183206 -0.69453099 3.28725872 2.46390379 3.10050169 1.32502751 0.84380209 1.45042238 2.60305788 2.38374102 -1.15424364 0.91010849 -1.72398511 -0.48855827 1.80975033 0.64841745 0.44688453] Distance 8.597165460189268 Each least square approximations [ 9.56583596 4.31112853 1.0804722 2.96180132 2.26249602 -0.45796122 0.99904343 2.34669017 -2.84639137 -1.44718554 1.26125794 1.35898293 1.53362203 1.9327918 -2.30522668 -0.79195963 -1.06189571 0.04827553 0.58447785 -0.52477832] Distance 7.22946251188838 Each least square approximations [ 6.18190462 0.39002191 -2.88388884 -4.20609393 1.76238124 -0.18227599 -4.72654989 -1.13283746 0.43357292 -1.91774317 1.78757025 -1.5386424 2.05491373 -0.37297731 -0.18896573 3.63291466 0.58328761 -1.68401289 -0.06199596 -0.4634473 ] Distance 9.485860852046464 Each least square approximations [ 7.52075636 3.75328375 -1.85256708 -3.92063226 2.9177819 1.19759368 -2.94454863 -2.31862725 1.05925569 -1.46995729 -0.36743161 3.4360386 -0.62595131 -0.60376947 0.51179586 2.20370772 0.85103711 0.48426773 0.04813605 0.50776247] Distance 8.704899262341344 Each least square approximations [-6.69048386 1.68236254 -0.18315274 2.37202782 -2.12383668 -2.5694779 2.33215687 0.58593503 2.86764388 3.39880757 0.38834418 -2.24461872 0.8048821 -1.86542087 -0.76125627 2.12775297 -0.06532346 -0.49168175 2.13596377 1.04860355] Distance 10.064013768250614 Each least square approximations [-10.71753086 8.51396665 0.92203094 2.8306166 -1.36950316 1.03860217 -1.62907922 -1.39842323 0.43559468 0.08557368 1.13787348 -0.77241272 -0.10042009 0.03395306 0.29556513 0.86223875 0.80258479 0.19032605 0.44153729 -0.62705069] Distance 2.888047820231197 Each least square approximations [ 5.60931824 -1.76815032 1.33780874 -1.64951274 -3.57025071 2.53922967 -4.19509118 -1.3008545 0.1537894 -1.45615573 -4.28926443 0.54581544 -0.68013449 0.29927547 0.27481995 -0.31505887 2.25147964 0.0498888 1.77696532 0.86909321] Distance 10.401014149868885 Each least square approximations [ 8.27479852 2.09458165 1.66312692 -2.28154683 3.69472526 -1.64573863 -0.76021528 -2.56684489 -1.06854343 4.63507863 1.93776904 0.74844469 -2.52401375 -2.2477617 0.26814591 -0.2298083 1.15715849 1.43745468 -1.09558516 -0.69786167] Distance 8.26927062909238 Each least square approximations [-8.85697157 -4.10523076 -1.00411935 -1.72886245 -4.95007207 -0.01033958 1.7201235 0.30099819 -1.75287889 -1.54057181 -2.27633135 2.57522086 1.29056168 0.35616017 1.7965603 0.8602477 -0.39208195 -0.39846684 -3.26043899 -0.71803674] Distance 7.415682996169027 Each least square approximations [-7.73751895 -1.53597599 -0.14088796 -5.15565969 -0.15830595 -1.96565558 2.62661848 2.34210922 1.03119771 -1.28763259 0.92929228 1.00276498 -0.94265317 0.75182431 -0.60228193 1.85311331 0.14718204 1.52498915 -0.4494237 -0.81686536] Distance 9.90752313105486 Each least square approximations [-9.65356549 -0.22177835 1.72647633 -0.02400987 -0.09459977 0.21003743 3.63348753 2.36420847 1.09524723 0.0437283 1.42315966 2.70475163 3.59760761 -1.03243493 1.74834098 0.22861551 -0.05442832 0.72678389 -0.90536198 -0.03258982] Distance 8.499438914461344 Each least square approximations [10.86573001 -0.42500894 0.41304262 4.29755902 -0.10097227 -1.41733695 1.12276456 2.06496628 -1.58127755 -0.92275615 2.63129347 -0.04919152 0.43757947 1.49100167 -0.8994662 0.50563642 -1.11323823 -1.06395198 1.03932496 -0.52331275] Distance 7.376208628320657 Each least square approximations [ 6.7232019 0.93378399 -2.51492592 -3.64864859 1.15975799 -0.48180539 -3.60815717 -3.58720174 1.29083889 -1.85950562 2.41008079 -2.60690841 -0.52660824 1.09510681 -0.3878603 2.13341964 0.97596891 -0.95923131 0.17723689 -0.67635318] Distance 9.842551369470629 Each least square approximations [ 9.0717291 2.32603098 -3.59111091 -1.26122307 3.35309189 2.26742516 -4.02503283 -0.47999232 0.35076471 -1.0753027 0.21648056 3.79012408 0.40002165 0.19357136 2.19576839 1.61865606 0.12939891 1.07267213 0.73876034 1.11500176] Distance 7.417781799057526 Each least square approximations [-7.85312582 1.33578212 -1.70679794 3.57287125 -0.50383312 -3.79557812 2.06667761 0.5898636 2.31143746 3.6623518 -0.76990997 0.39226513 0.01408212 -2.08142139 -1.35798265 1.78652204 -1.72679464 -0.43063125 0.74940862 1.8229232 ] Distance 9.054443037277528 Each least square approximations [-6.90182253 8.335236 -1.09088301 7.01376899 -0.28455131 1.4032164 -1.78573017 3.08274481 -3.37003431 1.85503644 -0.151264 -1.05419836 0.57382986 -1.04406146 0.18142724 0.83059987 1.34618545 0.96561625 0.58109539 0.28369863] Distance 3.857523623250094 Each least square approximations [ 8.70322899 -4.88236831 1.77004999 -1.8804709 -1.2973757 1.89337745 -4.05483394 -2.62602871 2.41336522 0.08509271 -2.59060126 0.28806336 -1.16061599 -0.89626133 0.27714245 -1.61024729 2.44296326 -0.724318 0.27808307 0.53162303] Distance 7.693971131297982 Each least square approximations [ 8.98720592 -0.0721742 -2.10332339 -1.54046758 1.09557118 -1.2268061 -1.20470002 -2.20095415 -1.45682511 3.47239451 2.38311546 0.94001705 -1.19935657 -3.20115585 0.25383283 -0.82316761 0.69514867 1.02684106 -1.73214108 0.35595878] Distance 9.162214160520591 Each least square approximations [-9.29083516 -6.21121635 -1.19517799 -1.68247493 -3.12707255 2.26546989 -0.20375539 -1.42329327 -1.47689355 -0.22106815 -0.03551366 1.34272302 1.73083577 0.10411046 0.96867784 3.52151225 -1.35489017 0.59200976 -2.35692546 -1.81384855] Distance 6.387999348001809 Each least square approximations [-8.38024352 1.66023823 1.0878954 -5.13500723 -1.29054574 0.9501417 2.71816799 0.43191231 1.11739044 -0.62918952 2.87936908 3.70963935 -0.55969909 -0.36999599 -1.95705089 0.58256727 0.42952863 2.50820407 0.22216101 -0.88756725] Distance 8.48796076820875 Each least square approximations [-9.52959214 -0.46751467 5.27520853 0.72938866 -0.36575507 -1.49966606 2.09218762 1.48846112 -0.79891901 -2.4839685 -0.46878787 0.85753506 2.74458357 -0.53399076 0.63079129 1.80616765 -0.12120714 -1.24923303 -1.13568657 -0.36552493] Distance 8.2308630405716 Each least square approximations [10.33465869 -5.76532239 0.91766384 0.26372911 -2.50283748 -1.51567363 1.55108394 2.29956193 -0.75509089 0.69956437 0.76358172 0.02351342 1.35323548 -0.69435291 0.598793 0.28999646 -1.95426403 -1.54825584 0.08488817 0.63616898] Distance 7.079261208184629 Each least square approximations [ 6.70790928 2.67249827 -0.11609845 -3.15324148 1.91173089 -0.28903712 -1.78001781 -2.81440265 -0.18082877 -1.15917183 3.80440527 -3.06036798 -2.33969072 2.59529191 -0.31883652 1.33788863 0.45583228 -0.44193931 -1.41047742 -1.65684871] Distance 9.847708677263675 Each least square approximations [10.54258502 -0.93904209 -2.60373739 1.36752483 3.00334809 0.80549363 -3.45649439 1.57276697 0.05387898 -1.4617801 2.40162129 1.84632249 -0.56097632 0.23395694 1.43471159 1.1164978 -2.57489975 2.2644624 -0.16110307 1.36186174] Distance 6.70505149772652 Each least square approximations [-8.25767518 -0.78458228 -0.82773008 2.71541227 0.36945423 -3.21260977 0.25520377 -1.43126875 1.70463497 4.04609957 -1.1334123 0.38898496 0.07580509 -1.73980849 -2.1718918 0.94389404 -2.45069015 0.76628887 -1.34962109 2.08392691] Distance 9.31715117793446 Each least square approximations [-5.97627709 0.30635925 -2.85200997 2.5964236 4.64390228 4.54851722 0.12799136 1.39780853 0.1674484 2.68025038 -0.33772823 -0.99210221 -2.23799561 -1.50793183 1.35683786 2.35873528 -1.84315131 0.33876307 0.68264834 -0.39159131] Distance 8.735213412563416 Each least square approximations [ 5.81257464 -0.6850517 0.78713839 0.31210815 -0.051745 1.3474406 -1.54018754 -0.64167716 -3.52201081 0.93339067 -2.10339579 -1.04195302 -1.06727291 -1.51702236 0.34280204 -1.55746957 0.97698049 -0.93052925 0.12556188 -0.34281734] Distance 11.491090357042209 Each least square approximations [ 5.02344512 0.49347203 -4.25357763 0.41981467 2.67441043 -2.22554932 0.41384369 -0.61520988 0.79252421 2.51411838 1.00013803 2.24409969 -1.17649813 0.30946663 -0.58963037 -2.9931406 1.36080118 -0.06532596 -0.91990698 0.26715405] Distance 10.742182028434412 Each least square approximations [-7.89283112 3.48467703 -2.45702054 3.3137127 -3.88023463 2.64405948 3.38546383 -2.1675712 -1.72741363 2.02426491 1.13504145 -0.51482716 0.83247847 0.52081077 -0.26414594 1.99602048 -0.81090633 -1.11205328 1.18811805 -1.43354797] Distance 7.047289505631657 Each least square approximations [-3.65895578 2.73178114 0.21965235 -4.5532227 -1.63920268 -0.25993027 -2.75548653 0.44798904 1.11662183 -0.99508151 1.19329885 0.16672175 2.46702506 -2.95694461 -0.53818245 1.47411171 -0.06325798 0.62318187 1.05602114 0.33092416] Distance 11.116018875338504 Each least square approximations [-7.94695231 8.79659027 1.16699008 -1.84964126 -1.51677396 -0.70852726 -2.39260204 0.40927873 -1.7077293 -0.7691559 0.91272889 -0.4287154 -0.09594964 0.55063208 2.32522962 0.11945037 0.38632127 -1.2433921 -0.33489124 1.46982471] Distance 5.486800169569498 Each least square approximations [ 5.35720097e+00 -3.56433970e-01 -2.15831371e+00 -3.31748004e+00 -5.23814926e-03 3.58583959e+00 1.16674620e-01 2.09502847e+00 -1.56248253e+00 2.16980896e+00 1.37341986e+00 -4.52074046e-01 -7.88085446e-01 5.56402494e-02 1.06264862e+00 2.80589965e+00 -1.47480736e+00 -2.84988404e-01 -3.01919849e-01 1.95805437e+00] Distance 10.56139624962505 Each least square approximations [ 4.87059848 1.70783333 1.13885795 -1.87952812 -0.35126099 -0.5736142 0.37893258 -1.85970355 -0.37244576 -1.88221389 2.4017366 -0.25194264 0.48376777 -0.67950268 -2.21611511 1.39650549 0.89925949 -0.82234878 -1.57763123 0.9716837 ] Distance 11.867212745700245 Each least square approximations [ 5.18121685 -1.58887433 -3.6802811 -1.9611888 2.47223001 -1.19044772 -1.14189262 0.06142335 1.76384127 1.13319595 0.60206313 -2.63184026 0.76718155 0.59829125 -0.64608161 -0.36000859 -2.73565312 -3.02874827 0.89206665 0.2251682 ] Distance 10.586037819439449 Each least square approximations [-5.00550725 -2.31812729 1.4224264 1.2590477 1.07396242 -2.78835364 -0.75202021 -0.16257322 0.32307929 2.08789653 0.32103564 -0.60115786 -0.45364136 2.36837367 -3.58067091 -1.72516834 3.03118212 -2.42646889 -1.34725444 -0.75348032] Distance 10.525489902687474 Each least square approximations [-5.35931408 1.27576799 -1.67976728 1.83039912 -1.9364086 -2.94766867 -2.21990638 -2.08579582 -1.80538654 4.43613588 -0.58397329 -0.64208796 0.6806864 2.97517008 -0.10505898 1.72707644 -0.79715231 3.13292925 -1.43582682 0.11131794] Distance 10.075513934106656 Each least square approximations [ 5.69819794 -2.05458313 -3.6330644 -0.53176704 -0.22075789 1.57795319 -2.42767616 -0.54360899 -1.11680156 0.98171158 -3.64555861 0.08015386 -0.32452849 -0.44399106 0.32319143 0.93303254 -1.08906437 3.09414254 -1.39146579 1.03102817] Distance 10.901184085471042 Each least square approximations [10.41701491 5.83814793 -0.27522948 4.10093402 -1.26846929 1.16375158 -2.41670554 -1.04874654 0.63370064 -1.70455407 0.27003198 -1.70349054 1.1930621 -1.01114482 -0.9837729 1.12335969 0.23682498 -0.27705929 2.30444512 -0.24087644] Distance 4.7356352150976 Each least square approximations [-6.89128971 -2.09218298 -0.01350942 -1.66339143 -2.47617393 0.68351912 1.01825415 1.48801036 2.79275058 -0.09345312 1.04373362 -1.17566704 -3.60264962 -0.2881131 -0.23942007 2.78612245 -3.16729771 -0.31534406 -2.35819222 3.13862732] Distance 9.332284201821537 Each least square approximations [-6.00861154 3.6047247 -0.66274607 0.16931044 1.11754361 -2.03296507 -0.26567786 -3.10554208 -0.82550575 2.33271835 0.37097911 3.63119871 -1.56206745 0.64717991 -0.66764487 3.10448696 2.15853773 2.56610301 1.5418002 -0.666324 ] Distance 9.857181581595638 Each least square approximations [-6.16524751 -1.79752357 -0.44541818 3.11547 -2.37796176 1.17325497 -4.11579604 1.71223333 -0.93039394 -1.55212147 0.22492584 0.5055217 3.28409343 -0.74477708 -1.11333786 -0.4658132 -0.37986305 -0.11252191 1.42466742 -3.7791117 ] Distance 9.868432048613116 Each least square approximations [ 5.78625494e+00 1.69829033e+00 3.52350292e+00 -1.38322561e+00 -6.84046433e-01 -1.91833700e-01 -2.83207322e+00 1.63231958e-01 -3.59591221e-01 -1.97344746e+00 -3.20175155e+00 -1.26581298e-04 1.06904835e+00 1.43598465e-01 -1.67663501e-01 -9.78864074e-01 1.69266492e+00 -6.76888998e-02 1.88853602e+00 6.87594542e-02] Distance 11.232504605933887 Each least square approximations [ 7.16911703 4.55410666 -2.39812317 1.63752767 1.20421237 -0.83577991 -1.73424524 2.57407604 -1.12831951 -1.6897662 1.07678278 -0.46701671 -0.58925133 0.94490871 1.69906392 -1.20264859 -0.95906512 0.47684596 -0.43311625 0.45052631] Distance 10.164277193499817 Each least square approximations [ 8.34583588 1.0610273 1.21578039 -0.09956319 -1.50784076 2.5111362 -0.22335193 -1.77591003 1.25444066 -2.06954471 0.27773472 -1.45160403 -1.76383499 -2.3582227 -2.02095392 1.41146049 2.01650396 -0.92548269 -0.28835404 1.62195519] Distance 9.685242185914236 Each least square approximations [-7.52438747 -2.3307028 -0.63468861 -2.52612397 -1.71665029 0.38616834 1.24824656 -2.5947146 0.7774638 0.04120771 -1.49015679 0.42840494 2.50370172 0.95451313 0.03599089 2.80615696 0.72938003 0.27492777 -0.41811639 0.32425553] Distance 10.445460769490877 Each least square approximations [-7.90129142 -5.67628633 5.38133745 4.73695216 -1.00255279 -4.40643812 -0.42974042 0.85798308 0.91481604 2.11035798 0.95424324 1.07847276 0.54947808 -0.27342185 -0.3810768 0.14146605 -0.56317934 -0.70431098 1.44358876 -0.8229888 ] Distance 5.377604152739839 Each least square approximations [ 1.32800898 -0.6926128 -0.6940229 -1.31947577 -1.36790269 -0.12043125 -0.72371686 -0.97307835 0.18449896 0.3686799 -1.23083768 -0.37745634 0.17350072 0.04244345 0.71380534 0.51936203 -1.66189297 0.16693093 2.56540448 -1.47829616] Distance 13.629845460828088 Each least square approximations [ 3.85723388 0.36877017 5.42336969 0.80821066 0.53429806 -5.48819293 -2.10585913 -0.36161182 2.88808701 1.3164056 2.48024664 1.96595998 -2.09018559 0.69938407 -1.11158677 1.19105924 1.12468886 0.56450066 2.15866761 1.28927793] Distance 9.603640989870172 Each least square approximations [-1.75673124 -2.29688843 -0.05776775 0.69227048 -5.92802814 -1.8935867 4.21789885 1.18516786 0.89130337 -0.99417102 0.06822837 -1.05456323 -0.97026054 -3.17981225 -2.58326904 0.11243752 -1.49407405 0.4390629 0.11992355 -0.83769689] Distance 10.82792105285718 Each least square approximations [-1.10114582 -0.42713334 1.64649187 1.31998154 -1.15649489 -3.25965346 -2.17994325 -0.36810575 -2.73660371 -3.0643554 -0.33976603 3.27210004 1.9589871 0.14496759 1.2518379 0.7449765 2.47060511 2.54202592 -2.04999314 0.39318528] Distance 11.596823108125784 Each least square approximations [-2.42927848 2.10454122 0.06030575 3.55524597 -3.28444931 3.54308938 -0.22517258 5.95772932 3.79740392 -1.17785325 0.25685426 -1.29406001 2.25453948 -0.51938814 -1.96603057 -0.15289593 2.03636433 0.18871614 0.70309654 1.86313592] Distance 9.538982338130394 Each least square approximations [ 3.16191107 4.59111435 -1.04049223 -3.32827448 -0.74139487 -4.48464657 -0.88853552 1.61455619 -2.19494397 -2.30923986 -0.24202452 1.52969566 -0.31411849 -1.05317552 -1.07885119 -0.12768189 0.86182097 1.1052378 -2.81849937 0.23766702] Distance 10.751475371529784 Each least square approximations [ 1.15543997 0.01820038 -4.69953407 -2.25491657 3.38085359 -0.59049564 -1.95704349 2.02910789 0.43735009 0.13847587 0.83861036 -2.14432217 0.36291797 0.67553214 -1.97485641 1.90490426 2.22010893 1.02624156 -0.53331022 1.82939159] Distance 11.675462356342527 Each least square approximations [ 1.53272694 0.05384372 -0.14887573 0.36604172 1.46465697 1.99442061 -1.92198661 -2.90001772 1.32254248 -0.51886678 2.58045724 0.63397812 -1.94480577 0.97666485 -1.52948212 1.81887257 0.97944342 0.29888075 -2.42945082 -1.9381718 ] Distance 12.5253517441222 Each least square approximations [-1.2178095 -1.03760692 0.66313229 -0.78104837 -0.40787383 -3.81957781 0.77804287 -0.15737773 0.35843311 1.32226821 2.81189895 -2.08963959 2.10661723 -2.41954879 -1.0659942 1.2097566 1.28042572 1.29178077 1.1685923 1.20856769] Distance 12.474705377588066 Each least square approximations [-8.5367728 -7.80059537 4.68217237 4.002223 -0.80626597 -1.18317816 0.91150953 -1.22079397 1.54300213 1.9687835 -0.8113328 0.17692282 0.18407319 0.82038089 -0.1155692 -0.21439603 -0.28937886 0.1866191 1.21234796 -0.57247301] Distance 4.358340750577385 Each least square approximations [ 6.89278102e-02 -2.12040651e-01 -1.35762016e-01 -8.88519038e-01 -9.78649957e-01 -1.57781232e-01 -9.18744815e-01 -1.04357051e+00 -1.35117936e+00 -9.04633871e-01 -2.65407345e+00 -1.67178616e-01 2.52911132e-01 -4.46046177e-01 1.17869519e+00 2.39959214e-03 -7.28095223e-01 1.15702772e+00 2.43316467e+00 -1.62232588e+00] Distance 13.382773510145313 Each least square approximations [ 2.95789742 1.58551323 4.41856692 2.61849137 2.51533623 -5.66406151 -0.60643697 -0.54480091 2.68103133 0.33720456 3.3036387 1.94240773 -2.39730895 1.62404578 -0.61303461 0.29842206 1.47869759 -0.75503041 3.05561562 1.01971559] Distance 9.163721750911616 Each least square approximations [-1.32967981 0.75582906 -0.99320422 -0.37784024 -6.04945294 -0.87347523 4.66660227 0.42893833 1.85967031 -1.23108718 0.98635328 -2.21252459 -0.15948909 -1.31901789 -1.90195315 -0.19743807 -1.09383053 0.87643726 0.44530548 0.270374 ] Distance 11.107345465937238 Each least square approximations [ 0.09486833 -0.96100255 1.48675955 1.03827055 -0.45291135 -3.29763621 -2.71716002 -0.54532242 -2.79382434 -3.27052059 -0.97585286 1.9628615 2.18855554 -0.16077197 1.68631717 1.96172505 2.2888492 2.18327811 -0.88148058 1.07505602] Distance 11.61584130985248 Each least square approximations [-2.09171798 3.44606789 -0.54732436 4.81503976 -1.73205052 3.89753162 -1.31211656 4.82116457 3.25160785 -0.85006645 1.84559151 -0.71167081 1.52095479 -0.42419874 -1.20934445 -1.63944385 1.68680269 1.15954661 0.42664484 2.0103135 ] Distance 9.565852949929171 Each least square approximations [ 2.2315889 5.16724972 -1.73504001 -3.23864783 -1.5171342 -2.65784247 -1.12091341 1.76156288 -1.84329604 -2.56974232 0.3284323 0.92559902 -1.06121814 -0.84045352 -0.88981562 1.19468008 2.00212299 1.73482185 -0.95812934 0.2826254 ] Distance 11.078037479980788 Each least square approximations [ 0.94662979 -0.21316639 -5.2485247 -1.53060816 2.59574305 -0.65324173 -1.72698787 1.72737164 0.22262731 0.75889695 1.04609424 -1.25751937 1.29632101 -1.5406257 -1.09777599 1.60007609 2.20380066 -0.02962849 -0.72313754 2.47293406] Distance 11.750862848931568 Each least square approximations [ 0.9328449 0.94590064 -0.58386661 0.84201982 0.42598298 1.22142948 -1.64141129 -3.90793401 0.54083642 -0.87589535 1.00238376 0.68522916 -0.43252967 -0.04500289 -0.88701071 0.97926768 0.85862913 -1.06445506 -0.78543633 -1.57213076] Distance 13.144557766764569 Each least square approximations [-0.42339337 -0.29429916 0.20720285 -0.69299893 -1.17665556 -2.93840833 1.19472058 -0.76655487 0.01766759 0.6620022 1.35878069 -3.04238749 2.82716488 -1.83288258 -0.83015399 0.62193873 2.74057074 -0.81950955 0.60705189 1.20311296] Distance 12.564676376920769 Each least square approximations [-5.32027412 5.24159799 -2.95577516 5.21867482 0.61667105 0.08387834 1.58631066 2.73214839 -4.34305737 -0.64593856 -0.17253235 -1.53314531 2.79124239 2.53557226 0.05348077 0.06114304 -1.64905958 1.60951858 3.30750768 -0.91915874] Distance 8.780500067790099 Each least square approximations [12.84914159 -5.28425215 1.94724187 0.58256457 -2.61793445 0.0658369 -1.06780504 0.81736449 0.87037314 -1.31373743 -0.87447377 0.27422631 -0.71117424 1.28530659 -0.64028508 -0.47543005 -0.42597083 1.18497817 0.51608589 0.42362726] Distance 4.269372233755022 Each least square approximations [ 9.67134297 -1.91963862 -3.10345424 -0.08807079 1.35324919 -1.49051671 -1.30848444 -0.37060943 1.20868231 2.47785071 2.33216124 0.88217009 3.22243711 -2.21072845 1.30323649 0.11324055 1.46201822 -0.66462204 -0.89263927 -0.22138844] Distance 9.23093527974555 Each least square approximations [-7.69351356 -5.59080278 -2.95111567 -2.05504537 -0.71679948 2.97685549 1.40628508 0.51228117 -1.48262223 0.5380629 1.29278984 2.71040487 -0.69275574 -1.46156251 1.30968973 3.0020189 -3.57099712 2.16241976 1.54335866 -1.17005824] Distance 8.436487114863269 Each least square approximations [-9.16645275 5.85437962 0.88517344 -3.53515188 -3.32785053 -2.73753799 2.79985977 1.39751777 2.68905704 -0.35947827 2.36617048 1.77431883 1.38103608 -0.97279726 -0.65829287 -1.26851731 0.66604258 2.50877325 -0.61933049 0.57912969] Distance 6.618003226163963 Each least square approximations [-9.52023006e+00 -1.92140064e+00 5.81100897e+00 4.18155781e-01 9.80986990e-01 -9.67966454e-02 -7.73843956e-01 1.63442278e+00 -2.84474996e+00 -3.04516197e-01 -5.63394643e-01 5.57120101e-01 2.15908922e+00 5.63048468e-03 1.37076100e+00 3.09707863e+00 1.86889099e+00 6.75641449e-01 -4.46967743e-01 -1.03820751e+00] Distance 8.337474608567161 Each least square approximations [ 1.00217091e+01 -4.19476588e+00 2.15548044e+00 -1.78904599e+00 -1.92828458e+00 -5.98058250e-01 -1.19568414e+00 2.10408716e+00 2.85570727e+00 2.01989944e+00 -3.01129484e+00 7.79735327e-01 6.42601156e-05 -7.78405172e-01 6.36206295e-01 2.40557841e+00 -4.34200143e-01 -3.29966849e+00 2.28133954e+00 -7.07088672e-01] Distance 7.134260001696948 Each least square approximations [ 8.82598375e+00 3.57212607e+00 -3.60697264e-01 -1.63841241e+00 3.36956421e+00 -1.47855007e+00 -1.23706938e+00 -2.57500069e+00 -1.47683767e-01 -4.07011506e+00 1.41754937e+00 -2.13317196e+00 -1.81857527e+00 -7.09699220e-03 -7.42397725e-01 -2.85329991e+00 1.85293147e+00 -7.78440072e-01 -1.07102588e+00 -1.43321140e+00] Distance 8.639202654601709 Each least square approximations [11.41571191 -5.26668715 1.17410005 0.73845701 1.28564683 1.68760345 -3.30821098 -0.49155852 2.63724492 -0.25473868 1.20959888 1.69249827 2.74371694 1.2722663 0.48492461 -1.75263827 -0.96584294 -1.00074922 -0.79906324 1.43533377] Distance 5.30055832806716 Each least square approximations [-10.57119987 -3.55327926 -2.51216218 3.0426792 -2.45203229 -2.80856355 -1.52858453 -0.92242468 -0.51768632 1.80527738 0.31422407 0.47546078 -0.85291673 2.36454628 1.6756057 0.43806583 -1.54131769 -0.15229603 -2.62269693 2.11382832] Distance 6.946133641057007 Each least square approximations [-6.75680129 -2.20513565 -1.77820066 1.37957617 -0.60461944 1.88027817 -1.93655444 -0.15065474 1.21037783 2.64845006 -4.54563098 -0.92546167 -1.93115506 0.60614715 1.37761837 3.40980502 -1.8792273 0.46226227 -0.62141294 -0.29272332] Distance 9.262153553365845 Each least square approximations [ 3.29771305 0.56541469 -1.209856 -0.53975247 -0.22050764 1.03479287 -1.73702802 -1.80639431 -3.24559579 -0.39460888 -3.0266772 -0.63192976 -0.08119498 -0.97639876 0.73237139 -0.28697419 0.18782879 2.16538933 0.25171439 -2.23804563] Distance 12.202719923341595 Each least square approximations [ 5.94750891 5.05980785 -0.18130486 1.59064172 1.72641909 -2.06267617 1.98963836 -0.01722898 3.4022461 -0.11557485 0.33471178 3.23078953 -2.72933964 1.01814639 2.05180593 -1.4783958 -0.77636696 -1.23815794 1.1883286 1.31286619] Distance 9.15736213652605 Each least square approximations [-8.00858675 5.07158975 0.26251436 -1.89020898 -2.20632224 1.99336708 6.03841952 -1.71902812 0.70004603 -1.05494263 0.73429915 -2.99706229 -0.69464346 0.3185001 -3.32163567 0.36239643 0.56228863 0.03476807 -0.64414633 -0.49291942] Distance 5.9391064801555 Each least square approximations [-3.33464008 -0.52102822 -1.86105157 -0.776854 -2.32338241 -0.55526624 -1.47222197 -0.31796604 -0.4623318 -0.01718363 1.01047505 -0.34233383 0.83883633 -0.60919065 -0.04139203 2.10083449 1.44037171 0.93931881 0.0254465 0.23277233] Distance 12.94578008232689 Each least square approximations [-5.83788346 5.20948306 -1.12511665 2.57293024 -1.95857423 1.69597975 -2.88714021 0.54104498 -0.96653214 0.30490109 -0.71297038 1.71481764 3.11471395 0.61887226 1.02198571 -4.4484281 -0.05287246 0.81132409 -0.74417031 -0.32887108] Distance 8.928493503767076 Each least square approximations [ 3.47849054 2.42182396 1.12144821 -2.47331753 0.39649835 0.39555208 0.11119662 1.76965609 -2.05501996 2.68049861 1.45410227 -0.66077865 -1.23394878 0.6414328 -0.17309184 1.24272992 -0.17029593 -0.73190438 -0.8674405 0.39161773] Distance 12.375163629870412 Each least square approximations [ 6.13868212 -1.16639156 -2.10073554 1.66566671 0.99982005 -0.82487829 -0.04341894 -0.2617598 0.87449098 -0.21082672 3.26144167 -0.56737526 -0.06354003 -2.01196775 -0.15410325 2.30089768 0.51019944 -1.58849032 -0.84834555 0.84976491] Distance 11.293151975263203 Each least square approximations [ 4.86884124 2.03086206 -1.60395977 -1.89429836 -0.4422695 1.41240848 0.02226381 -2.04915699 2.10063207 -0.20050642 -0.0973516 -1.78962067 0.58076712 -1.62513336 -0.83129632 0.18820514 -0.89245278 -1.11206148 -0.48709433 -1.6596413 ] Distance 12.00436433807439 Each least square approximations [-4.70682394 0.910279 0.62872908 -1.53468709 -1.65776286 -1.14219339 0.45977626 -0.08261286 0.57552425 1.94567389 -1.0271667 -0.73221454 1.8858845 -1.22934298 -0.60677361 -2.04369259 3.36558134 -2.192795 -1.84579071 -0.58742739] Distance 11.647658327213517 Each least square approximations [-8.11475835 0.45837441 -1.18265863 2.36926221 1.2069524 -4.54613832 2.02391663 1.02100923 0.85446539 0.6666814 -2.10930341 -0.27569976 -1.24878614 1.3202349 -0.14985256 3.02673155 -0.92045947 -1.49866529 1.67976272 2.12709767] Distance 8.443601320179475 Each least square approximations [ 6.58455645 1.84308556 0.44168452 -1.49656004 -1.10661122 2.17227898 -2.66046937 -2.23201171 0.79284491 -0.54694612 -1.05675741 0.21888135 0.46874893 0.29750847 0.6330247 0.48676885 -1.60424229 1.89237568 1.47565104 -0.79247945] Distance 11.002902198670785 Each least square approximations [ 9.15534993 -1.60103464 2.95525893 -0.91629572 2.42482909 -1.94182099 2.56980912 -0.81854742 0.60263082 -1.22988847 2.29088276 4.09826026 -1.88732372 1.89286218 2.37042885 -0.40644244 1.44192244 0.53017489 2.21620449 -0.9964306 ] Distance 6.500708253503656 Each least square approximations [-5.83089146 -2.10771211 -3.68867258 -0.41833663 -2.4695877 0.48638002 4.7116594 0.35509465 1.0684139 -2.84458012 1.33123716 -1.55692928 -2.57990279 -2.38853399 -1.04048707 -2.02322932 -1.00444247 0.87095331 0.00659809 -1.57564695] Distance 9.173493125982155 Each least square approximations [-7.0041979 -0.58015771 3.60388893 -2.71078844 0.11473352 -1.79333646 -2.19452272 -1.63064504 -0.63681105 -1.08716902 -1.03155955 -0.68321675 0.71105987 0.48586603 2.66927281 0.23080136 1.1209741 1.4165702 -0.49588901 0.9995614 ] Distance 10.211335279764626 Each least square approximations [-6.05406337 1.08613294 3.76268962 1.11678892 -2.2414173 3.12333027 -1.69265033 0.15355321 2.22116823 0.97822742 2.216495 1.10646344 2.66995618 0.95382803 0.26970161 -0.56094849 0.70838841 3.66854073 0.24519831 1.8685421 ] Distance 9.55953034471074 Each least square approximations [ 8.06645648 2.00634464 2.11002194 -3.59469803 1.08915727 -1.71799014 -2.04699682 2.26348742 -0.39418354 -0.25924532 -0.19185585 0.10863399 0.39212644 -1.76617469 -0.46686617 0.55411921 1.55380902 0.98158085 -1.37257117 0.66378329] Distance 9.516493433148923 Each least square approximations [ 6.28126582 1.60477464 0.5842567 -2.83304488 3.37583921 0.2593996 0.81505117 -1.05804412 2.07204431 -0.89444046 2.54794106 -0.94342019 -0.05343823 -1.59811582 -0.02286568 0.89682367 -0.61006747 -0.25876336 -0.80027812 -0.04762894] Distance 10.940315636857015 Each least square approximations [ 5.82654369 -2.65356478 0.2626175 -3.59426614 0.42679748 1.09747924 -2.16601202 -0.60974334 -0.70981738 0.71403149 -0.08965571 1.3215705 0.11530013 -0.09005896 -0.6336587 0.61555119 0.87533002 0.54480897 -1.5643642 0.00858689] Distance 11.521532601688614 Each least square approximations [-5.46995434 -1.2277956 3.4285732 3.51204273 -1.61128826 -0.56118976 0.79811153 2.25434218 1.10185255 0.91670308 -0.76410701 -1.43242669 2.10350198 -0.1940185 -0.34237376 1.77463919 -0.36784608 -0.73397219 -0.86221323 1.40795398] Distance 10.967560965327221 Each least square approximations [-10.63202139 8.34093659 0.24934754 3.39180309 0.574634 1.90568921 -0.80844736 0.26606857 1.26523801 0.08602119 1.25687633 0.0320971 0.51246681 -0.49526859 0.10780799 -0.07223185 0.75741401 0.30824056 -0.52487643 0.34108648] Distance 3.218851898997457 Each least square approximations [ 6.1285292 -1.0558807 2.07818124 -1.74449293 -2.70829891 2.0440054 -4.57762427 -1.60750361 -0.35827715 0.38359412 -3.64185578 0.72506419 -1.21946813 0.17921073 0.67313492 -0.48908199 3.06979217 -0.38285031 2.19760308 0.0747603 ] Distance 10.110915036498321 Each least square approximations [ 8.1386583 0.58445925 0.11455895 -1.80979034 3.6107703 -1.90159081 -0.72008181 -2.15116927 -1.33779715 4.3856831 1.65441876 1.05026134 -3.06428254 -1.93256646 0.89770742 -0.585259 2.12126702 1.00669533 -1.10630954 -0.23012749] Distance 8.740957726855454 Each least square approximations [-8.93977633 -3.35299071 -1.93705226 -0.58998104 -5.11797087 -0.04642538 0.91238411 0.81314438 -1.72913363 -2.63328523 -2.93793958 1.21928225 2.77656327 0.22357686 2.0245508 0.67189308 -1.06288601 0.25810905 -3.32088919 -1.63235333] Distance 6.618632374111316 Each least square approximations [-7.56819543 -1.06096775 1.47158272 -5.49427326 -0.23912151 -1.23585517 1.25287362 2.43281928 1.7304675 -1.19657838 0.70425151 0.59892541 -1.44216541 -0.16706083 -0.93893157 1.99702089 0.04888625 1.80940313 0.46943386 -1.22746089] Distance 9.84422055172716 Each least square approximations [-9.81857426 1.29359149 2.50023732 -0.40595773 0.5477604 0.7070822 4.08456034 1.06550664 2.3989556 -1.05931166 0.39721629 2.82722437 2.66433562 -0.75566798 1.07336836 0.54880271 -0.86481379 1.32641111 -1.39418854 -0.15263761] Distance 7.890560662856366 Each least square approximations [11.28102322 -1.08929407 -0.29038368 4.23972539 -0.60337081 0.3287597 1.51076433 1.44620631 -1.68624477 -0.18858405 2.67837728 0.54267646 -0.59661212 -0.18629533 -0.63322236 0.61013226 -0.80709519 -0.13350473 -0.05217937 0.74171341] Distance 7.064860807909818 Each least square approximations [ 5.74550038 2.02686654 -1.49830824 -3.83189276 2.55852429 0.61705027 -2.45878583 -3.85349931 0.3873863 -1.51964977 2.71290621 -2.04570183 -0.70763089 0.91039172 -0.9166111 2.54125099 1.31748343 -1.23209363 0.26883897 -0.03155862] Distance 10.303931778730291 Each least square approximations [ 8.57642434 2.09013502 -3.83575987 -2.07854091 3.32984598 1.44414831 -5.06036911 -0.61508012 -0.76945385 -0.32003973 1.54330338 3.1297343 -0.23548045 0.175705 2.52097004 1.55357221 -1.41460772 -0.02207935 0.4948718 0.66431521] Distance 7.3122085850338 Each least square approximations [-6.88024043 0.06227778 -0.70034707 4.27000962 -0.74766371 -3.13946586 1.33336207 0.26508308 2.33513288 4.36309974 -1.81346311 -0.34549579 -0.72303281 -1.76995975 -2.61045218 2.09064785 -0.96973551 -1.61481378 0.39886143 1.85430526] Distance 9.262118595632964 Each least square approximations [-3.74450183 1.83401672 -3.64951867 2.7565038 -0.25624696 -3.06700163 2.40043042 2.02870744 -3.31869868 2.74699036 0.44903736 1.34345681 0.7955846 0.26805183 -0.92002566 0.56474683 -2.33239413 2.26536701 -2.05100792 1.47519848] Distance 10.730336285855984 Each least square approximations [ 8.21308519 -0.83116397 -0.06203575 -1.75582625 2.39240825 1.58532385 -1.77491521 -0.73154842 1.11882673 0.19213452 0.55075037 0.37945939 -0.66297538 1.53288656 -0.34476851 0.44326724 -1.49405098 -1.15760326 -0.21144559 -0.89313865] Distance 10.944104310128097 Each least square approximations [ 7.33212148 -2.77427331 -3.01378979 -1.66477608 -0.46618359 2.0571296 -2.62050858 -0.19062232 2.81034502 0.11559668 1.0675252 -1.44192593 0.66125958 -1.13753603 0.70921593 3.37197736 -1.61640142 -0.0487044 1.82284779 -0.07484414] Distance 9.840821709831463 Each least square approximations [-6.78172488 -4.08237896 -1.80925752 -0.83200401 2.13967487 1.56972552 0.29757325 1.85736224 -1.68133996 0.73193001 2.4098645 0.08294895 0.52816889 -0.72727252 1.77687503 -0.50767873 -2.70783757 1.30290044 -0.22957577 0.04165946] Distance 10.606382108678686 Each least square approximations [-9.49499455 4.35154756 2.74777138 4.11794485 0.39635466 0.59193279 -2.06115459 1.95806201 -0.02768674 1.79924063 -1.36743779 2.84009719 -0.45347415 -0.13117361 -4.57455797 -1.02424301 0.204727 0.73782187 0.06278621 1.07361099] Distance 5.734066993311683 Each least square approximations [-7.55859688 -2.53504655 1.97510618 2.03348736 -2.42046357 3.61792835 -0.06761861 -2.2025914 -0.99560087 -1.12870797 0.18235676 -1.80759055 -1.78253024 1.07079063 -1.07710529 2.06078439 -2.53864189 -0.62417997 -0.46555955 -0.69922389] Distance 9.692658677609582 Each least square approximations [ 5.95225651 -1.06859398 4.92108779 -2.27243041 -0.11960881 2.37202439 -3.23535645 0.18997875 0.02883569 1.43696361 0.15426741 -0.29908296 0.09157093 -2.04003661 1.76867537 -1.98094527 -1.48311271 -2.19010064 -0.67871515 -0.18973042] Distance 10.449518968947203 Each least square approximations [ 6.77211721 3.10900239 0.46757314 -0.88019009 4.95013835 0.82410448 -1.44957335 2.77793622 -1.46307248 -2.57248995 2.30901648 0.8252781 -0.35546858 1.47926201 -0.31431182 -1.77752446 -1.43959743 1.46447124 0.99577292 0.4007598 ] Distance 9.744137328406554 Each least square approximations [ 8.39713668 -2.08797584 1.55635526 -2.25963502 -2.22204208 -1.59176616 -0.7398405 -3.36334957 -0.46013316 -0.6340175 4.54329736 0.05361736 -1.06212759 -0.43242913 -2.6508425 -0.80028497 1.49549116 0.13335968 -1.45838615 0.07764522] Distance 8.707763984085199 Each least square approximations [-8.16160228 -1.38173717 0.98022095 -0.87388054 -4.13529555 0.47942407 -1.71091542 -0.44532686 1.20068472 1.63047597 -1.02464889 -1.47568148 2.42322695 2.70004939 -0.76112958 -0.27261663 -0.70183238 -0.22096844 -0.54419597 0.8074644 ] Distance 9.942273168787239 Each least square approximations [-8.45511709 7.22345943 -1.45168041 3.29000845 -1.01699651 1.76378909 1.22119163 1.7290154 -0.93394088 -3.03674873 0.95545135 -2.03552849 1.4336998 -0.49276769 -0.23384796 1.28648848 -0.6025107 -0.40544982 0.33989913 0.76077716] Distance 7.2571877239922 Each least square approximations [ 8.00216161 -1.55513043 2.48729907 -1.65185508 -4.01692577 0.98395775 -3.00427708 -1.61549676 1.01823365 1.15155003 -1.84045101 -0.18048084 -0.58395211 1.47039501 -0.34012987 -1.09144442 1.96987848 1.63601703 0.02890098 -1.11820408] Distance 9.83683237459843 Each least square approximations [ 8.70723281 -1.54658523 -0.74239754 -1.94724014 1.85570499 -0.3924055 -0.45695611 0.04435084 0.61162841 3.81452223 2.78815201 0.53276679 0.03802131 -2.93169886 3.01698635 -0.54188745 1.67340774 -0.96058063 -0.83107849 -1.27014327] Distance 9.21473255305177 Each least square approximations [-7.56419751 -4.41552202 -2.84931699 -4.74457907 -1.79663765 0.15138975 -0.51533758 0.39676482 -1.81386053 -1.50169307 -0.78536801 0.2447189 2.72147645 -2.20900894 2.21735907 0.81398947 -3.82065848 -0.36736529 -2.26009352 -1.32091887] Distance 7.84741663079988 Each least square approximations [-8.46227725 0.03018578 3.11776827 -4.56131779 -0.71945711 -0.87018703 3.56848788 2.17124393 3.22798604 0.31501039 0.17755978 0.55114032 -1.64901527 0.30900134 -0.55582545 -0.48828326 1.07336306 1.63054021 0.08623195 -0.11586744] Distance 8.90860867487525 Each least square approximations [-10.45906671 -2.33390985 3.47156227 0.53154412 3.22571178 -1.34345525 2.70742495 0.081033 1.58342198 -0.76131114 2.65769697 1.81088956 3.568656 0.20311346 -0.48194301 2.09155144 -1.36359668 1.12542361 -1.97255449 -0.12040144] Distance 5.805789071225515 Each least square approximations [ 1.25400952e+01 -1.94764034e+00 5.83968316e-01 4.08367104e+00 -2.81048043e+00 2.73380921e-01 3.28361536e-01 1.98338551e+00 6.20126075e-01 -1.31391674e-02 2.19648325e+00 3.70365121e-01 8.31800470e-01 -6.42202651e-01 7.05104671e-01 -6.18565070e-01 1.22125600e+00 -1.05926240e+00 2.07614058e-01 1.20379414e-02] Distance 4.266694668763504 Each least square approximations [ 6.07492848 2.28192258 0.26000844 -3.65112846 2.07865334 0.48104837 -2.10339769 -3.43791883 1.19571419 -2.80723918 2.29804377 -0.62030279 -1.43400535 0.7053333 0.03039474 0.02310624 1.83632644 -0.69124729 0.91223389 -0.84770052] Distance 10.910255792121312 Each least square approximations [ 9.58931895 1.26193235 -3.24836956 -1.87049409 0.79727923 1.624868 -3.96819625 2.12041914 0.20132815 -0.6100918 2.30942302 3.59585695 1.50984475 1.04467708 2.45419572 0.45755448 -0.50235361 0.47645212 -0.81660004 2.13529299] Distance 7.2917493262891435 Each least square approximations [-7.20060987 0.28289544 -0.2819694 5.17660905 -2.91322381 -1.17433285 1.00106569 0.43690043 -0.22185077 2.29134912 -2.45021532 0.22077269 -3.19960802 0.247611 -0.15360911 1.54997039 -1.96503662 -0.81590476 -0.92417857 2.27617068] Distance 9.683417018295485 Each least square approximations [-8.78734975 -3.94287645 -4.72095364 -0.39837123 5.6032597 -1.38514972 -1.39772732 -1.46593659 -2.46569653 -1.86938554 -2.57970039 0.70569892 -1.74470764 -0.69206847 1.37128671 0.45673936 1.77373427 0.94342431 -0.293707 0.34317464] Distance 4.407888758906746 Each least square approximations [ 4.45085251 3.59455581 0.98449813 -1.25760475 -0.23055458 2.31769109 -2.52605697 -2.58180429 -4.84729964 0.80672482 -1.90340985 -0.32195137 1.19095528 -2.13044657 -0.22233742 -1.56056963 1.1170938 -0.04417631 0.60254962 1.0029321 ] Distance 10.293139588476324 Each least square approximations [ 5.34303956 0.33037023 -3.17436908 -2.34785242 4.18323609 -1.75103423 1.54950001 -2.02297361 0.10633414 2.04030076 -0.94266563 -0.15650385 -2.0189629 4.12544011 0.86343683 0.458932 3.9700789 -2.42082086 3.1997699 -0.70417431] Distance 8.2362699774859 Each least square approximations [-6.06409705 3.00985776 -4.13489164 2.82470083 0.71684566 4.47547324 0.13573585 1.24602521 2.84243427 -1.40719656 0.74986102 -0.05737416 1.07800295 -2.18990948 -1.14200292 -0.21577963 -0.23975829 -0.5648505 -0.0654444 0.12872477] Distance 9.342475178469076 Each least square approximations [-4.94919406 -0.04717377 1.06519418 -1.67334671 -1.29947117 -0.59414757 -2.88241608 0.0636507 -0.72308541 0.11702454 -3.4778421 -2.38364676 3.05816469 -0.21926126 1.18582839 0.82232071 -1.17718837 0.08768283 0.89584491 1.69744611] Distance 11.17931712261406 Each least square approximations [-6.59643473 2.45523134 0.70623643 -2.41866517 0.94592117 4.22350115 -3.53865158 -0.21937299 0.9090008 1.29306641 0.17383045 -1.96704914 -1.08415349 0.70279484 -0.48445042 -3.65252679 0.20356957 -0.55319254 0.57073218 0.64777945] Distance 9.418502401443016 Each least square approximations [ 6.02332075 4.62259493 -0.17427112 -6.67931401 1.23200174 3.2755689 2.6758985 -0.32947582 -1.1266878 0.68405055 1.75284546 -1.96427029 0.65545363 0.72459227 -1.24412083 0.88115788 -0.5137595 1.49541259 0.39312289 0.4766798 ] Distance 7.873935452501515 Each least square approximations [ 4.42036406 2.34459929 1.79430861 -4.19131373 1.30216529 2.49617556 -2.51359817 -0.8393742 -0.3448274 -0.46500865 1.20014675 -0.58434134 2.18112627 -2.33151523 -0.01969684 2.40210114 0.09583577 -1.46365966 -0.26316031 1.04902171] Distance 10.791753243275892 Each least square approximations [ 4.54509452 -0.6130809 -0.52000877 -5.7870018 0.82798137 -2.42845984 0.21541915 -1.42709713 -0.71376905 -1.38789949 -1.67205101 -0.57507543 -1.54788017 -0.35717592 0.28530485 0.26310159 -1.69302152 -1.67412347 -0.134496 0.53821472] Distance 10.998356952447075 Each least square approximations [-4.46566082 -1.14946038 3.11203468 2.39963236 -0.34922618 1.22928074 0.68569822 0.25067846 2.05985502 2.94444797 0.01351273 -1.2555697 0.73787406 -0.70147784 -1.27674456 1.10778994 1.38136405 -2.72703029 0.65421136 0.97955707] Distance 11.430152836515687 Each least square approximations [-8.26457397 -3.2616492 -1.88203362 0.74830971 -2.34870757 0.03523232 0.10487916 3.07799861 0.45815233 0.05820839 -3.93165374 -0.09030027 -2.7581713 0.81218722 0.64806085 1.47604512 1.04793829 0.38151144 -0.09241513 1.24860235] Distance 9.06037519942203 Each least square approximations [ 3.89130245 1.83195496 1.07700303 -2.01086322 -0.31461984 0.44231603 -2.64849577 -2.6472479 -2.20465195 -2.10929055 -2.83150249 -0.97274095 0.75642307 -1.15689302 0.97262164 -0.61870562 0.91658343 3.44014506 -1.00880067 0.14336319] Distance 11.672563492232973 Each least square approximations [ 6.94110571 3.83033609 -1.46986406 -1.62565309 2.34405839 -3.83481745 2.9812271 2.35287888 2.6045944 -1.24502888 0.88759458 3.2200189 -0.5704558 0.36424985 -2.41465411 -1.57474066 2.00011934 0.72298045 2.97867629 0.29967729] Distance 8.091415002966336 Each least square approximations [-7.07804667e+00 1.91098550e+00 -1.49754945e+00 4.73211743e-01 -2.38230185e+00 2.71391328e-02 2.25934658e+00 -3.92607059e+00 1.12232558e+00 -2.65763793e+00 1.02953589e+00 -4.13618446e+00 -2.21172289e+00 -2.14805928e+00 -5.55260169e-01 7.04560752e-03 -1.07817497e+00 -1.19445275e-01 -9.22721468e-01 1.41230988e+00] Distance 9.314159985917371 Each least square approximations [-2.5899343 -0.07193912 2.17853961 -3.28080991 -1.8544227 -1.30543823 -3.2365661 -2.26975476 -0.43907601 0.02729795 -0.99636294 -0.26023865 -1.40278661 -0.15005726 0.57469929 2.13297442 3.56401321 1.33482609 -1.80808842 0.61791629] Distance 11.842345558935243 Each least square approximations [-5.53139609 2.80932075 0.52877833 0.67091945 -1.99649143 0.16582777 -3.82941969 0.85561889 1.77401042 -1.96323039 1.18668644 0.20647526 4.14660857 -1.25045847 0.44207756 -1.56697497 0.74855915 3.33855107 0.90776595 0.32497868] Distance 10.409984552856745 Each least square approximations [ 6.32492449 2.45703978 -0.01590869 -3.1913268 0.36721511 -0.25420704 -0.62106325 0.68717026 -1.54546913 -0.40613173 -0.3089666 0.85519971 -0.5943904 -1.99604848 -0.71366574 0.04716168 0.63383247 1.48483656 -0.95079181 1.54381264] Distance 11.751004264133188 Each least square approximations [ 4.81439087 0.64933016 2.453147 0.34572211 1.07191522 -0.5391865 -1.88066042 0.43548008 1.31259507 1.24712356 3.74907909 0.09059944 0.8723305 -2.1757672 0.13660468 1.4839375 0.79899529 -2.2286425 -1.69114384 0.93383235] Distance 11.84037769244421 Each least square approximations [ 5.03424144 1.00595282 -0.22375655 -2.83838435 0.90319416 -1.35337386 0.93653681 -0.64973146 1.03564374 -1.12389921 -0.16068491 -0.96040305 1.51351031 -1.41581408 1.4892183 1.00507302 -0.07228343 -1.63971747 -0.3084118 0.7048795 ] Distance 12.529627189857669 Each least square approximations [-3.09471022 -1.96492444 3.53943508 -0.55487489 -1.12429044 1.17501875 0.74804047 -0.03708812 1.25767397 2.82858099 -1.15022739 -0.87559693 1.09837568 -1.12659106 0.82356352 -1.43257973 2.3362769 -2.0061362 -1.0995634 0.52708313] Distance 12.335549064634948 Each least square approximations [-12.52922337 2.47902063 -1.39057488 -3.28016106 -2.39603555 -1.38464253 2.22073056 -1.05555347 0.27221021 1.04399839 -1.37822833 -0.14167745 0.93662204 -1.22174124 -0.04556192 0.62465467 0.36103387 0.03107394 0.18452417 0.71280879] Distance 2.875411520069389 Each least square approximations [ 4.97014916 2.66031981 1.06925987 -1.64805164 -1.87419562 2.35115545 -2.34120828 -2.41035424 -2.69208565 -3.22797342 -2.63285102 -0.42966272 0.47488591 -0.06323132 0.74436515 -0.221892 1.32344225 0.93623981 0.4302102 -0.33640485] Distance 10.945226639110581 Each least square approximations [ 7.27392062 2.14169381 0.5892868 -3.75434622 5.8156888 -2.83529844 0.29319809 -0.39327029 2.18119048 1.82789255 2.45780401 -0.54726301 -1.59597873 0.78274808 1.21188552 0.54152213 1.18254015 0.13960354 1.19880293 -1.00927744] Distance 8.187552643805091 Each least square approximations [-8.56774841 -1.33304769 -2.69577814 -0.43426006 -2.73607901 -2.28548253 2.26897028 1.13981254 -0.99990818 -2.89994967 -1.31423704 0.66376544 1.27306815 -0.53032114 1.28858469 -1.64737099 -0.1002769 -1.80713782 -2.15046026 1.36058835] Distance 8.655074733932873 Each least square approximations [-7.53549651 -2.95025141 1.67515965 -1.16138946 -0.15462695 -2.78859233 -1.03912428 0.2282162 -1.04990425 1.32924011 -2.2238718 -1.09117612 0.16522224 -1.47805725 -0.56753346 1.98750578 -0.19860768 0.80228936 -1.06187383 -0.54201003] Distance 10.39916383662255 Each least square approximations [-9.14463149e+00 -7.24474477e-01 -8.40070786e-01 3.75254356e-01 -2.39039765e+00 2.89832081e+00 9.05774938e-01 1.43349276e+00 2.44884403e+00 -7.17211011e-01 3.09384559e+00 1.79035760e+00 1.39429150e+00 -3.50289972e-01 3.67959843e-01 -3.02077849e+00 -1.51129521e+00 2.10481656e+00 1.10956020e-01 7.72555124e-03] Distance 8.061252341899152 Each least square approximations [ 9.27156191 3.45957181 2.0982744 0.85914307 1.93289638 1.23873137 -0.46131066 1.50204697 -3.46301528 -1.83809909 2.52478432 2.90104765 1.16066536 1.44195172 -1.62581766 -0.21793817 -0.49662907 -0.20445771 0.74458183 0.36768743] Distance 7.499578723812359 Each least square approximations [ 6.85787770e+00 -3.96689297e-02 -1.30328042e+00 -4.52184417e+00 1.67709431e+00 4.40376691e-01 -4.53247104e+00 6.13665516e-01 1.02842719e+00 -8.93606664e-01 1.60339442e+00 8.84773003e-02 6.41777201e-01 -2.82062065e+00 7.06487979e-01 3.05108636e+00 -6.35546748e-03 -2.26878864e+00 8.79605101e-01 8.19766787e-02] Distance 9.092222736940247 Each least square approximations [ 8.06052338 3.46898358 -2.4996172 -4.17974206 0.81105564 -1.02265288 -2.27921233 -2.51376465 -0.54782139 -1.39276311 -0.34863103 2.32633786 1.30442994 0.30080484 1.41656352 2.28331827 2.12149947 0.6872483 -0.35928471 -0.95895817] Distance 8.219642044143148 Each least square approximations [-7.17982561 2.04221421 2.56871305 1.49039 -2.64381248 -0.80752113 2.11064899 0.9718817 3.51773969 2.55894472 0.27526712 -2.58624334 1.04442494 -2.04507408 0.46400706 1.16875806 2.23704395 -2.422363 1.75451832 1.04136347] Distance 8.89682994268216 Each least square approximations [-12.99067082 0.04265376 -0.21651855 -4.17301758 -2.02748824 0.67617324 1.44259928 -0.14602637 -0.42118667 1.42324075 -0.16618228 -0.35026861 0.97479398 -0.78427104 0.86277756 -0.11496772 -0.41290115 -0.26866663 -0.60377391 0.58339103] Distance 2.922169184005765 Each least square approximations [ 3.63911069 2.0436788 0.99595204 -0.88785619 -1.56419776 1.81305436 -1.80058033 -1.71461374 -3.39820724 -3.10401759 -3.41479919 -0.8450555 0.18388241 -0.30284699 0.68596208 -0.40905454 1.34064555 0.08708254 0.58422196 -0.73340439] Distance 11.786960758106645 Each least square approximations [ 5.85541108 3.00161464 0.75794788 -2.68437551 5.51763915 -3.41694259 0.62757315 0.20508034 2.95528733 2.49114553 3.07767579 -0.70600047 -1.17088848 1.85676787 1.8440489 -0.36068113 2.05096927 0.78506103 1.66870194 -0.10325849] Distance 8.517312369905612 Each least square approximations [-7.92527559 0.8456029 -1.87548344 -0.65627936 -3.70567708 -2.83743581 2.54515358 1.30266228 -1.36587386 -2.2332302 -1.64796499 0.46358703 2.22460038 -1.12645256 1.12188459 -0.83080521 0.0612287 -1.6807669 -0.8347407 1.46750987] Distance 9.273249501946415 Each least square approximations [-5.67943779 -3.32704739 2.03326016 -0.86667822 -0.42199289 -3.79376665 -0.94457404 0.83756569 -1.08032899 1.01424067 -1.9775992 -0.84057111 0.93824932 -2.1968992 -0.37724239 1.57454696 0.06975289 0.3698749 -0.43807286 -0.50101104] Distance 11.267317484203586 Each least square approximations [-8.740605 0.77784439 -2.65961507 0.43693541 -1.2373618 2.90144958 0.60429453 2.11426517 2.54111441 -1.53972049 3.33973797 2.12186691 0.89489533 -0.83671998 0.87781168 -3.3029201 -1.61793132 2.11926062 -0.45460165 0.5899171 ] Distance 7.916594742680777 Each least square approximations [ 8.06216962 4.61484959 0.11074788 0.71089787 0.76151061 2.3174192 -0.57010764 1.55001034 -3.66932807 -1.72311725 2.38191383 3.53123502 0.68691996 1.7360224 -1.75316351 -0.33798476 -0.16915992 0.16458249 0.98103626 0.4613622 ] Distance 8.311550826148276 Each least square approximations [ 5.86625083 -0.87944897 -2.68213216 -3.73687022 1.19503214 0.33940334 -4.63964412 0.74136293 0.76435589 -1.35330202 2.05677104 0.42497279 1.15806219 -3.23544839 0.20283552 3.03368595 1.21749481 -2.78392678 0.15965948 0.73737515] Distance 9.455578316340592 Each least square approximations [ 6.80537988e+00 4.80002159e+00 -3.28103560e+00 -3.45771506e+00 4.77415348e-01 -1.23694688e+00 -2.37308667e+00 -3.29460166e+00 6.68388454e-01 -1.53220263e+00 9.13845495e-05 1.91907711e+00 1.79237005e+00 1.53668908e-01 4.67509461e-01 1.33157212e+00 1.79298404e+00 -1.64949731e+00 1.85405057e-01 -1.44143607e+00] Distance 8.773958852892456 Each least square approximations [-5.93026546 2.57777146 1.87619222 0.46861722 -2.9570001 -1.64999917 2.23427425 0.26978368 2.69814296 1.9503117 0.3915551 -3.25935355 0.4443909 -1.33788952 0.33023904 0.54709999 3.09280439 -2.87412712 0.74834608 0.8386459 ] Distance 10.08087959754629 Each least square approximations [-5.02899107 4.32470985 -5.56425666 4.71636039 1.77933355 -1.30058009 2.0923833 3.5177758 -3.11605993 0.84298459 0.41919408 -0.66247758 2.19276387 0.41012257 0.38179297 0.32658292 -1.46818278 1.73187676 2.75011662 -0.12055292] Distance 9.111888829175593 Each least square approximations [14.67672465 -2.68088865 1.60606789 1.08496774 -0.02967678 0.18695648 0.09525356 1.06837027 -0.89735919 -0.06523448 0.71358455 -0.72725438 -0.51959791 0.27013324 -0.24883645 -0.05158295 0.02356887 0.50879049 -0.16238913 -0.15693394] Distance 0.8546085113723835 Each least square approximations [10.42741346 -3.08247366 -4.54931594 -1.18344712 0.5835151 -0.53508994 -1.83388121 0.11786927 0.93265747 1.44531388 1.27795661 1.62501409 2.45173116 -0.67297723 1.62959375 -0.3870976 0.6974119 -0.14768457 -0.78205813 0.20269942] Distance 8.29675809539141 Each least square approximations [-8.71800891 -4.56012882 -4.83300539 -0.94182239 0.69898545 2.56364435 0.97294897 0.19091595 -0.58976424 0.30794189 0.92063067 1.54236604 -0.63844501 -1.58692989 0.13009 1.96318234 -3.1660581 1.27157261 1.46232825 -1.89979156] Distance 8.595952776120834 Each least square approximations [-10.06598036 6.18419464 2.61907954 -2.40562376 -4.63701919 -2.22902214 1.25660944 -0.54617777 3.25190475 0.16275925 1.49504023 0.93649974 1.55578531 -1.87516523 -0.1841175 -0.09844889 -0.74208897 1.92885231 -0.73095978 0.78648228] Distance 5.015146317388622 Each least square approximations [-9.61118162 -1.34702609 6.53199265 -0.55169768 -0.92338645 -0.01797367 -1.74562044 -0.12245858 -1.41422318 -1.2888225 -1.18181035 -0.55058077 1.54348061 0.97501134 0.73711137 1.37349424 0.39949914 0.26586208 -0.4210036 -0.42401111] Distance 8.834336731916707 Each least square approximations [10.28194371 -3.76799408 3.17614664 -3.13639326 -0.24337852 0.8033805 -1.77396481 1.12478957 2.2677161 3.50261232 -3.10813073 1.2842447 -0.55937494 -0.70152665 1.73371034 2.36222058 -0.31533431 -2.50350917 0.40198823 0.55027991] Distance 6.397783015390112 Each least square approximations [ 9.71798373 4.00502771 1.96134839 -1.48776093 4.00866513 -0.20978626 0.06037607 -1.32564958 -0.94884282 -3.69835517 1.69336043 -1.27754671 -2.02082452 -0.38727989 -1.16705931 -2.72878658 1.17150265 -0.88866729 -0.84388989 -0.73577986] Distance 7.802734817512935 Each least square approximations [10.94989376 -5.68728296 1.36989524 -2.32648971 0.34179313 1.22502973 -3.19050081 0.12658036 2.3865174 0.80404469 2.78755065 -0.53669388 1.05102733 0.96762742 0.39725895 -0.99547972 -1.24732249 -0.43120917 -1.17988935 1.70258154] Distance 5.988491623404083 Each least square approximations [-10.76674833 -4.32165025 0.46473849 2.282024 -2.96047253 -1.10402905 -2.38357147 -0.40695314 -0.12556017 1.8353953 0.12372245 -0.02763883 -1.54426597 2.6510421 0.21929376 0.53582307 -1.33215035 0.11140766 -3.41390439 1.64886018] Distance 6.757943996997837 Each least square approximations [-8.26187056 7.04150416 -0.47891619 1.97071123 -2.36672745 -1.67557496 2.41460645 -1.95268596 -1.058646 -3.27594275 2.28811665 -0.82086676 -0.79095922 0.05942646 0.24381943 2.22122138 -1.08886672 0.90243991 0.7597622 -0.02703056] Distance 7.266879393817096 Each least square approximations [ 8.14394593 -0.56708168 -0.74214842 -2.68452881 -4.84732516 2.06420454 -1.49128913 -0.55327814 0.6688726 -0.88520846 -0.82065679 -0.72575698 -0.87864478 1.63874532 -0.2472512 0.92532515 0.22602689 2.85943375 0.08081015 1.22950524] Distance 9.875940677179113 Each least square approximations [ 9.39797567 -0.35999438 2.61443476 -2.70116564 2.7127005 0.44663123 -2.79693353 -1.52736752 1.0527806 1.82457527 0.07375188 1.94496803 2.19961335 -2.0698301 0.24762002 -0.35039904 1.40522253 0.23486577 0.71759686 -0.75112872] Distance 8.822588552871022 Each least square approximations [-6.79828699 -5.17268463 -3.46714166 -2.72308286 -1.53389371 -0.0124296 1.64255336 -1.11124318 -1.4974842 -0.57148148 -1.7173825 2.65582816 -0.63672336 -0.8364228 1.85680031 -0.84012895 -3.77016974 -0.37597588 -2.61099587 -0.20278309] Distance 9.002031105521649 Each least square approximations [-9.21315357 -0.03438674 2.18169769 -3.24318583 -1.61807366 -4.15619426 2.62379166 1.07360081 1.78411791 -1.48663342 -1.42263819 -0.06578087 -1.85670902 2.44466238 -0.59423122 2.55041931 1.1524471 1.53772688 -0.41399555 -0.12693031] Distance 7.943728480310417 Each least square approximations [-9.15880028 -3.12471639 3.23532564 0.81679782 -0.69648184 -0.20823537 2.3506185 0.55866009 0.86286133 1.22217277 2.82597283 1.13841801 4.59327409 0.85961429 1.5367276 1.72830479 0.15868732 0.79978232 -0.73880097 -2.04862696] Distance 7.9696242349946615 Each least square approximations [ 1.22335657e+01 1.45495678e+00 2.12738934e+00 3.98844931e+00 3.21138820e-02 -2.61313759e+00 -3.22039295e+00 2.15243605e-01 1.60266967e+00 -1.16233264e+00 5.56651861e-01 -1.51470035e+00 -4.62835142e-01 1.89460690e+00 -3.05315420e-03 7.68701426e-01 -9.59384301e-01 -7.04666517e-01 1.69700138e+00 -5.14596818e-01] Distance 3.720089596887285 Each least square approximations [ 8.37351573 0.91687848 -0.20112362 -1.83064535 2.54487928 -0.36467774 -3.87810724 -3.45446216 2.04709959 -1.6942641 0.40942726 0.05539292 -0.69214133 0.30906534 0.36905164 -0.74596995 1.33698997 0.34056828 1.24787632 0.33258496] Distance 9.938580793733736 Each least square approximations [ 8.53857881 -0.83992766 -1.02443227 -3.29931647 -0.35844552 2.78125384 -3.25880729 -0.14170318 2.60733143 0.12353405 0.56535443 4.43379606 1.58973819 2.47627234 2.54876542 1.78876932 1.98358299 0.63412863 -0.67650504 2.99439608] Distance 7.471103217970737 Each least square approximations [-8.82377966 -0.39054949 -0.73126249 2.87979705 -2.84828613 -1.54088286 1.39067383 3.24947912 -0.30209878 2.26198398 -1.3869124 1.17420527 -2.33574178 0.10501179 1.14414076 2.85412816 -0.88315729 1.23997652 -0.01203817 1.27512608] Distance 9.032226559826752 Each least square approximations [-7.28369802 3.30904985 -6.83407971 2.94021654 -0.6654122 -1.95430086 2.95954256 -2.01849922 -2.70697374 1.17211452 0.53847546 0.39102516 0.7021493 2.07607392 1.54869124 2.41306471 -1.92473625 0.47491793 -0.85543147 -0.8005982 ] Distance 7.52104298606957 Each least square approximations [ 9.49843495 2.00061554 -1.02855281 0.16790281 -0.91913961 6.45560824 -1.39912111 -1.49412657 0.12639874 -1.82650144 0.22740288 -1.57627793 0.37297642 -0.04527482 -0.03350659 -0.67000113 0.16998781 1.60489049 0.99676151 -0.64301314] Distance 8.244694822899461 Each least square approximations [ 9.82625306 -0.3085817 -1.19312239 -2.0412584 5.45715069 1.97361183 -2.80502558 -2.27765566 0.18191903 0.24995513 -0.13863377 0.70468485 -0.9335151 -0.52670875 0.83250407 -1.42101743 -1.533877 -2.0828025 -0.29481706 0.61801347] Distance 7.738224290967803 Each least square approximations [-9.58560955 -2.11491075 -5.80173733 -1.83813254 1.09956542 -0.90281149 2.65062982 0.84642506 2.32381135 1.3597723 1.29627866 3.42887835 -0.02348226 -0.22191777 -0.39404789 -1.3131404 -0.34707202 0.61966648 0.25977845 -0.51069218] Distance 7.33988297967845 Each least square approximations [-12.01045818 1.2067551 -3.8654765 -2.81887102 -0.12539536 -0.80182136 -0.99128174 -2.89179203 0.885208 -0.40006236 -1.68763103 -0.47340761 2.33173381 -0.14139463 0.41724419 0.59397021 -1.1296688 0.30702966 0.05798819 0.29222953] Distance 5.516043305110334 Each least square approximations [-10.57599146 -2.56159128 3.84143399 -0.92365279 -2.59713074 1.1095283 -2.12401026 0.25214439 0.37274561 2.53626789 0.82416865 0.67953644 -0.3756357 2.03145708 0.99887565 -0.85661833 0.15918366 -0.72377509 1.09695056 -0.21719942] Distance 7.641904366103399 Each least square approximations [ 8.87865511 -1.01279338 3.93279417 -3.3558085 4.00062682 1.50624526 -3.1890158 0.83804486 1.19514417 1.04842261 2.52444593 -0.15778253 0.77305237 2.31881167 0.41970858 0.74535922 2.12924796 -0.99974998 2.54504609 -0.19929786] Distance 7.554634085715298 Each least square approximations [13.05887463 2.30363681 -1.86233175 -4.7286997 -0.66996681 0.56986025 1.03238673 -1.88404276 0.92090133 0.17340372 -0.44975078 1.63007244 0.49524356 0.58762023 1.58306707 -0.34741065 -0.31769152 0.3014769 0.32361474 0.40618431] Distance 2.451406376999322 Each least square approximations [10.46538903 -2.74655362 -1.36437074 -3.18943558 -2.87219752 -0.03466052 0.37216781 -0.98005988 0.63150201 2.24133411 -0.81966135 1.19133305 0.81766027 -0.2903592 1.10512547 2.70856849 -0.54657545 0.46592543 -1.29354551 0.73240678] Distance 7.904649444110696 Each least square approximations [-12.8838283 1.59662042 1.78488045 2.97255719 2.3057006 -0.40927249 1.36033751 0.93506154 -1.78169716 -0.03567274 -1.46787145 -1.16003321 0.65564312 1.16372415 -0.56458863 0.25795596 0.96969714 0.68871447 -0.46531291 -0.28123792] Distance 4.599590235281371 Each least square approximations [-6.00425027 5.3335996 -6.1741424 3.98891361 1.19827156 -1.34419126 2.31361178 0.23174089 -2.47734825 -0.08052627 0.63464031 0.33663401 0.78169979 1.86468399 0.87156324 2.30573255 -0.10385631 1.34286793 -0.07799937 -1.90674448] Distance 8.478496574437896 Each least square approximations [10.55236857 -0.32359567 -1.11183907 0.84233248 -1.02729316 6.00400443 -2.02675098 -0.10196932 0.96573358 0.38724382 0.2681123 -0.51723324 -0.22489826 1.27962149 0.18718729 1.03586943 0.64800232 1.25594899 0.76532073 1.26490698] Distance 7.636631829209761 Each least square approximations [ 9.74450078e+00 -2.07296995e+00 -3.33571299e+00 -1.24915449e+00 3.40728029e+00 2.65312210e+00 -1.78857603e+00 -3.17313288e+00 -6.65536806e-01 1.06454534e+00 1.01800928e+00 7.67247582e-01 -3.48452960e-01 -1.90315410e+00 -2.21398873e-01 -1.23457163e-01 -5.55187734e-01 -1.75347850e+00 -3.28218583e-03 9.13521319e-01] Distance 8.140091186428673 Each least square approximations [-9.97738614 -3.28607393 -4.42961734 -1.67581781 1.39109719 1.56326782 0.33886507 1.1678933 0.1512736 -0.52884077 2.31652474 3.2647038 -0.90657513 1.11874431 1.19831871 -0.01472107 -1.19336797 1.72160567 1.53430451 -1.48552637] Distance 7.3432831900423965 Each least square approximations [-12.18551588 3.96212373 -3.19012973 -3.14861172 -1.39476101 0.36221128 0.32882502 0.1530519 0.1316004 -2.43229387 -0.17630958 -0.20651806 0.72226122 0.52952116 -0.30549647 -0.392401 0.07512145 0.44128718 1.71917979 -0.19217111] Distance 4.960878321472435 Each least square approximations [-10.27939073 -2.34296353 5.14695314 -1.23751894 -1.13239569 1.13066492 -0.33267121 -0.70747707 -0.94279431 1.67545932 -0.81966814 -1.00107755 1.10247487 0.15800313 2.40906126 0.42563485 0.51172915 -0.83658829 -0.41120413 0.14560958] Distance 8.0775366522747 Each least square approximations [ 9.33133592 -2.27151217 3.80048716 -1.3566137 3.37307949 1.22060034 -1.75370867 1.37452929 1.79255653 2.36783065 1.83279253 -0.4790206 -0.59487781 1.78827979 0.54181189 1.54206129 2.01866533 -1.81752134 1.36899682 0.38402359] Distance 8.1830187137334 Each least square approximations [11.25057518 4.91278281 0.45536432 -3.99222976 0.70710429 -1.04701889 0.44939479 -2.85268082 -0.38505215 -0.91304411 -0.13906871 -0.84836826 -1.63965022 0.79313391 0.98094381 -0.29236359 1.80520526 1.25481423 0.81577815 0.48558667] Distance 5.721076850039324 Each least square approximations [11.33272637 -3.23944501 -0.73110671 -3.12442613 -0.15117104 0.58198425 -0.76017507 -0.96194472 -0.15899544 2.57111052 -1.76699142 0.8010085 -0.1969992 -0.23145776 1.88087303 0.06303518 -0.22029394 0.69166104 -1.21769601 1.35888788] Distance 7.236545147443216 Each least square approximations [-12.99251096 -0.82938277 -0.9010292 4.44797402 0.92390391 0.62889035 -2.5030598 -0.71128991 -1.92944594 0.86462591 -1.90238469 0.69635723 0.07671866 -0.92020211 -1.42857715 0.08079529 0.61571212 -0.20783258 -0.78813632 1.18033392] Distance 3.0533278617289863 Each least square approximations [-6.47711611 4.85526165 -5.75027771 2.67744548 0.30217467 -2.2492878 2.07586187 -0.87832231 -2.74437623 2.31797762 -0.5946026 0.46957174 0.17232231 1.62433255 -0.3213493 1.82588627 -0.18616834 2.02965573 -0.51392638 -2.79138168] Distance 8.303193437396049 Each least square approximations [ 9.78678322 0.60988269 -2.39288315 0.07305943 -0.60699463 5.5127231 -1.47426485 0.22580715 0.83788133 -1.18319515 -0.16722967 -0.11117871 1.20448962 0.58652181 0.07612206 1.68758819 1.11968627 0.54917352 0.1535066 1.14988695] Distance 8.495295492750811 Each least square approximations [ 9.45951736 -0.25195705 -2.35056963 -1.96942708 4.12378448 2.43605012 -2.36509123 -3.01013299 -0.23991206 0.7307669 0.68771731 -0.16681622 0.02288674 -1.23462816 -0.71195059 -0.76697518 -1.07777365 -1.27804566 -0.42340385 0.29612342] Distance 8.568009515409361 Each least square approximations [-10.37614542 -3.14945193 -3.42904203 0.33341289 0.53084214 0.31863909 1.01632084 0.33463796 0.71001474 0.49956915 2.42717976 4.36321014 -0.71650254 0.48763168 0.4692375 -0.73939783 -0.32642113 0.63522699 1.50843265 0.77350629] Distance 7.4272393293329655 Each least square approximations [-1.17627527e+01 3.39526103e+00 -4.31635798e+00 -2.13318047e+00 -6.05256975e-01 -1.58215390e+00 -1.51609399e+00 -3.38861474e-01 9.23495626e-02 -4.87266714e-01 7.34438028e-02 -1.63953794e-03 9.55405375e-01 2.86454303e-01 -6.46246637e-02 1.57516290e-01 -1.42516202e+00 4.99684078e-01 8.04836248e-01 -9.58585199e-01] Distance 5.766475721838385 Each least square approximations [-9.51552046 -1.93352825 3.98113984 -1.3065498 -3.8198713 1.74025936 -1.18275762 0.05433232 -1.22136188 1.93615446 -0.16497481 -0.42962611 0.56006753 -1.34939202 1.92317115 -0.25872646 -0.19199859 -1.41994562 1.14585287 -0.90095322] Distance 8.38673072389007 Each least square approximations [ 7.93957245 -1.45831031 4.75578063 -2.31942057 4.18830362 0.97095133 -2.02647796 0.51832029 0.1911867 1.63422576 1.02137922 0.00844391 1.00502075 1.78081253 0.17526744 1.07173484 1.09260908 -1.98571068 2.47298588 -0.2155957 ] Distance 8.960947176368686 Each least square approximations [11.978462 4.58907192 -0.3571537 -2.91156587 -0.31149453 -0.36500532 -0.81114996 -1.58548601 0.75180485 -0.05347553 -1.65532238 -1.15031958 -1.17571892 0.12221834 0.58447201 -0.42779467 0.84694185 -0.01801214 0.8177947 -0.68384479] Distance 5.63667447896934 Each least square approximations [11.23489185 -2.06891884 -0.41407453 -2.58011758 0.04578118 -0.03710857 1.17586212 -2.53482803 0.26314143 2.21755777 -1.25120838 0.48856021 0.53505157 0.38327292 0.87710548 1.09019437 0.96808185 0.78537899 -0.97557039 0.93069909] Distance 7.683240731613973 Each least square approximations [-13.72391474 -1.31585245 -0.41303669 1.18544389 2.98606402 0.57132328 -0.19896928 1.60403213 0.21877173 -0.2396049 -0.31465097 -0.4379205 1.56213294 -1.13087653 0.43285617 0.04163971 0.01891197 -1.42581839 0.32266617 0.10344974] Distance 2.6015820204315063 Each least square approximations [-9.89826969 5.59431992 -2.26288626 0.89406433 -0.46792879 -1.55444507 -0.44984162 1.49664068 1.11675632 -3.48947097 2.65112011 -0.61558445 -0.98949894 -0.77919012 -0.52716294 1.53764045 -0.62541546 0.34827012 2.10279887 1.19741011] Distance 6.243564565864461 Each least square approximations [ 7.74198378 1.24626501 0.45474642 -1.69069569 -4.43916818 2.58158579 -1.82371101 -2.46052643 -1.03671856 0.62212928 -0.8310379 -0.36480061 -0.12454172 -0.31239038 -0.54457603 0.45119694 1.44486059 0.9875484 1.37409328 0.6598167 ] Distance 10.103783138885598 Each least square approximations [ 8.85972658e+00 -4.07807236e-02 1.08303310e+00 -5.22784564e+00 2.26623744e+00 -2.31578544e+00 -1.33161652e+00 -1.74070792e+00 -3.49227768e-01 3.45298760e+00 7.49472824e-02 1.34290535e+00 -3.84641585e-01 -1.20966788e+00 1.38817768e+00 -8.52633006e-01 1.60535416e+00 -4.36366845e-03 1.31288889e+00 3.20600281e-01] Distance 8.115078885374126 Each least square approximations [-8.58755871 -3.31589866 -2.49161432 0.10707608 -1.05293628 0.0244935 0.61857485 0.94255324 -1.49281851 -2.28679873 -2.69268211 0.36993787 0.37759245 -2.13381978 0.66332563 -0.55329655 -2.65583509 0.34023097 -2.04364655 -0.72040092] Distance 9.229626956871558 Each least square approximations [-8.58874645 -0.85541545 1.49165783 -4.60045295 -2.24833469 -2.25982947 1.80753811 -0.1299172 1.71269376 -2.08760897 -1.31944987 -1.68389971 -1.47450184 0.96486264 -0.11420875 1.26935813 1.48192997 1.43004475 -1.30062434 -0.6547795 ] Distance 8.739963723106511 Each least square approximations [-10.26344972 -1.3905101 1.92340395 -1.41735055 0.23144624 1.13793048 2.19260346 0.3486611 1.13404656 -0.08166033 -0.54153263 1.3248971 3.74780277 -0.49739003 0.65100967 -0.13795488 0.0210788 1.95036768 -0.64483348 -0.53764254] Distance 8.296659074423127 Each least square approximations [12.86830083 2.18909166 -0.02541697 3.11957147 2.76905013 -1.97245448 0.98353555 -0.71670946 -0.78612109 1.40873202 0.87240282 0.82266186 0.32571052 0.33651099 0.42235881 1.27517452 -0.07546251 0.86962832 0.47268016 -0.53920368] Distance 3.190933678342383 Each least square approximations [ 7.32535216e+00 4.65317564e-01 1.26904846e+00 -4.24463994e+00 1.95005606e+00 6.02115972e-01 -1.83007085e+00 -3.53409422e+00 1.92230502e+00 -2.73350437e-01 1.16558576e+00 -1.65475973e+00 4.29347700e-01 2.44154594e-01 -7.66764633e-01 8.35268662e-01 1.36963059e+00 2.36841439e-01 3.41836876e-01 -6.03830451e-03] Distance 10.282266198379133 Each least square approximations [ 7.81427881 0.84973549 -1.72578104 -5.98086918 2.20424056 0.1657538 -3.3808547 0.36916299 2.53727221 0.0825038 0.45725848 3.96271037 -0.71889962 1.73524226 2.32591164 1.81686741 -0.57349096 0.72660756 -1.4549781 1.35670716] Distance 7.367669363110882 Each least square approximations [-7.50773919 -0.09985235 1.0666734 4.00828085 -0.52010275 -1.25234782 0.03636218 2.56449009 -0.61520874 3.69855849 -0.76275264 -0.02216507 -2.08652183 -1.212464 -0.2686954 2.35437107 -1.07920007 0.25969136 -0.75027739 2.19698117] Distance 9.79701090322965 Each least square approximations [-9.81784385 5.1846075 -2.66307683 0.30846411 -1.1581286 -2.90840045 0.79404884 -0.33625706 0.97493504 -3.15754616 2.58181369 -1.44886161 -1.13203187 -0.68037846 -0.41107644 1.75049924 -0.5520886 0.92264005 1.14216064 0.26261544] Distance 6.57315980619602 Each least square approximations [ 8.05704027 1.64328655 -0.24003471 -3.05206909 -3.90772544 2.55619546 -1.62413399 -1.82628242 -1.62256964 -0.39949795 -1.01049378 -0.5191406 -0.18544654 0.17235837 -0.20839087 1.76012972 0.57781897 1.52526442 0.94801163 0.52299199] Distance 9.773049690200281 Each least square approximations [ 9.45638655 -0.2172536 1.31007395 -4.96279515 2.300371 -1.36020921 -1.91576401 -1.85038833 0.72678595 2.89622737 -0.34293233 1.4015781 0.48597361 -0.80333789 0.75941834 -0.51266828 1.2523013 0.12225981 1.47089914 -0.91005241] Distance 8.003358417529611 Each least square approximations [-8.23858771 -3.85996342 -3.23780222 -0.28078063 -0.61311083 -0.08242018 0.98766282 0.43264728 -1.35240457 -1.52614629 -2.15462497 0.8777716 -0.93511793 -1.91713188 0.4916939 -1.59860692 -2.83995614 -0.27122555 -2.31625159 -0.17006937] Distance 9.277281321388225 Each least square approximations [-9.06184993 -0.22557694 1.86614892 -3.31496309 -1.95359845 -3.27081485 1.09222447 0.61930714 1.5661072 -1.03301803 -2.75763353 -1.49192932 -1.35364908 2.09767545 0.09363276 2.23004906 0.74143099 0.53426662 -1.36868612 -0.54734843] Distance 8.431882290864348 Each least square approximations [-9.93264625 -2.31569305 1.93719498 -0.79119154 -0.7319277 1.41714556 1.60606928 0.09179269 1.52928834 1.43010774 0.90486132 1.34477661 3.86207757 -0.25089032 0.68185423 -0.42359703 0.37286543 1.65211601 0.18966821 -0.7345583 ] Distance 8.472987721123808 Each least square approximations [12.45475703 3.58926475 2.07122902 2.9856668 3.26198602 -1.84022092 -0.69805639 -1.06457334 0.07537156 0.11841543 0.46508051 0.60352078 0.67501077 0.29417942 -0.17177913 1.55451567 -1.63472028 -0.20283368 0.75501291 0.19558875] Distance 2.7630451421284943 Each least square approximations [ 8.06704968 0.89841572 1.39831839 -3.19805623 2.90007118 0.47742322 -3.02716569 -2.70488357 2.05410453 -0.8360115 0.15886717 -0.40248141 0.49090588 -0.62161005 -0.38222099 0.67366848 0.63963894 0.02393025 1.09040142 0.06141696] Distance 10.013947390851495 Each least square approximations [ 8.1097296 0.0298134 -1.07552316 -6.19621544 1.53075875 0.71640703 -2.58028874 -0.44606939 2.26238903 0.28045036 0.98964031 4.00470949 -0.17669019 1.86437126 2.19754622 1.26753348 1.1129556 0.88863949 -1.32938041 2.00712094] Distance 7.509139442639123 Each least square approximations [-8.31324975 -1.00258865 1.20260668 3.3616952 -1.84056703 -0.43393159 0.63170864 3.36917913 0.43200537 3.03125046 -0.72341989 0.47367504 -1.62925935 -0.66427211 0.58855567 2.61104772 -0.726405 0.67249609 0.36601375 1.14099303] Distance 9.508571529559353 Each least square approximations [-5.42544794 3.32609612 -2.39306897 4.79542603 2.94711416 -4.60918235 2.85869086 -1.92065057 -1.01948726 1.3324087 -0.377341 -0.04627733 0.30455829 1.66633279 -0.05771791 0.6781579 -1.14066156 -0.06633864 -0.61261673 0.56980937] Distance 9.396818437824617 Each least square approximations [ 7.95447605 0.64002345 0.08497722 -1.71154357 -0.29318617 2.63076943 -2.53824227 -1.33661264 1.27647248 2.45042313 -0.19626592 0.40714127 0.00998524 1.00492302 0.03431891 0.74316152 -1.45416172 1.89772178 1.19813406 -1.04633503] Distance 10.39739832788707 Each least square approximations [10.55540348 -2.0025709 0.81236545 3.65724713 2.71494749 -0.23123878 -2.54540663 -0.83928388 -2.07719156 -1.82158371 -1.57598864 1.05130759 -1.29846564 -1.25702292 2.50208907 0.78641955 0.4553391 -1.96951687 0.56288092 -0.2018172 ] Distance 6.142389521666989 Each least square approximations [-5.46880454 -2.57077962 -6.57467243 -1.42351213 -1.57209447 0.91592579 2.4310365 0.5480698 2.69476112 -2.437301 0.47429102 -0.00756564 -2.05498355 -1.82973371 -0.58825918 0.9684653 -3.1350255 0.736162 -0.66374755 -0.74971708] Distance 9.092014580003555 Each least square approximations [-8.46227217e+00 1.15876274e+00 4.23278964e-01 -3.05301631e+00 -7.84566170e-02 -8.02508255e-01 -1.81293501e+00 -1.77717858e+00 1.07903423e+00 1.03347699e+00 -3.56121651e-01 9.58699347e-01 2.62091352e-01 1.97314146e-03 1.06357491e+00 2.11368222e+00 7.79457875e-01 3.21295090e+00 1.08866082e+00 8.78753202e-01] Distance 9.809581993547862 Each least square approximations [-6.56623249 0.01776087 6.11764198 2.00095355 -1.10513763 3.04815058 -1.68054446 0.03487946 2.60137622 2.07054538 0.63230481 0.17021789 1.73201082 0.38360481 -1.48916982 0.01613578 -1.12335941 0.63624171 0.14041493 -2.88133666] Distance 9.10440779336725 Each least square approximations [ 7.83459869e+00 2.56172020e-03 4.66178285e+00 -1.93796542e+00 -3.14365499e-01 1.07771300e+00 -2.32329388e+00 2.28528271e+00 1.03679126e+00 4.60587064e-02 -1.23173897e+00 -1.87276585e+00 1.67753893e-01 -1.39104165e+00 4.73178920e-01 -8.25544586e-02 2.18995946e+00 1.51341757e+00 1.95211418e-02 -2.02167908e-01] Distance 9.666310294155892 Each least square approximations [ 7.15731009 4.62493422 -1.030594 -2.78315912 3.72401886 3.30236022 -0.17922553 -1.34749809 -0.49265793 -0.65164578 -0.64677088 0.03069866 -2.16146317 1.02642974 -0.32603708 -0.66453153 -0.42863813 0.07720841 0.81645027 -0.66873021] Distance 9.534119220127353 Each least square approximations [ 7.56801861 -3.08324884 0.02659367 -3.18894202 -2.46056519 2.96447493 -1.57542601 0.60152927 -1.16697301 0.80870083 1.3658195 0.78208224 -0.16992378 -0.78086107 -0.89047408 1.56203032 -1.94942553 -0.13775093 -0.93866029 0.78250801] Distance 9.964693607533404 Each least square approximations [-7.49617918e+00 -2.32574458e+00 1.90374492e+00 3.35821176e+00 -6.19027462e-01 6.13621301e-01 2.37043348e+00 6.62297625e-01 1.74625898e-01 1.99928323e+00 -1.66171987e+00 -6.62492695e-01 -6.58907138e-03 1.57662385e+00 -1.37989727e+00 2.95361688e+00 -1.17859623e+00 5.83659435e-01 2.46759276e-01 1.67337487e+00] Distance 9.967774387200043 Each least square approximations [-6.72322106 -2.93254258 -2.12880011 7.04282964 -0.12185102 -4.82970635 4.68712135 -1.33135803 1.07461064 -0.05344857 0.31450751 0.59346474 1.37911837 0.33415797 0.48982218 -1.51457637 -1.10876439 0.7634267 0.78660879 1.10000039] Distance 6.402457890690931 Each least square approximations [ 5.97167123 3.13626946 0.77101742 -1.58002471 -0.55386744 3.53343465 -2.32820404 -0.99739749 1.16727513 -0.69593844 0.41697409 -0.41219092 0.16624163 0.20571156 0.69960121 -0.1301381 -1.4690188 0.78806375 2.69237926 -0.96931688] Distance 11.14792252836594 Each least square approximations [ 7.07223967 -4.33097381 1.0559925 0.30842088 3.39432908 -3.70145045 -3.1620441 -2.58968537 0.6649001 -2.45850253 1.39589557 1.18978993 -1.61351815 -0.22630126 -0.34805074 -0.08658517 -0.31464167 -0.82987397 1.24701824 -0.35561676] Distance 8.876465299964789 Each least square approximations [-3.53169964 -3.67554239 -6.89760567 0.56503251 -1.47475348 -0.43962522 2.41401131 0.81673012 1.37767821 -2.4345276 1.03867985 -0.85837379 -1.11095665 -2.13494632 -2.02103564 -1.61333264 -2.34597786 0.25686586 1.08001694 -1.26300526] Distance 9.62356930611031 Each least square approximations [-6.16003339 1.23499408 1.26970533 -1.39966666 -2.05595862 0.30288415 -3.50061784 -1.57118108 -1.07012243 -0.35076252 -2.43508616 0.8069118 1.29213302 0.53672099 2.62777396 1.89826851 1.4190934 1.93288302 0.05189707 1.17711719] Distance 10.782784884979717 Each least square approximations [-5.45136235 -0.85438005 4.88949791 3.53439549 -3.19810752 3.84353539 -1.27208879 1.14897061 5.0903026 1.66541424 0.17239744 -1.21712003 -0.25322728 0.23842117 -0.0370156 -0.42865194 0.82725399 0.54316373 -0.31891183 -0.28128951] Distance 8.908327811498722 Each least square approximations [ 6.08765311 0.56639661 2.27416022 -4.2833704 2.50376848 -1.64081221 -2.04668887 1.8989523 0.51590869 -1.65732263 1.26438365 0.20811302 -1.55371232 -2.49522304 0.35798858 0.65324916 1.99975689 3.16349168 -0.5148432 0.18484722] Distance 9.999730980044902 Each least square approximations [ 5.43889138 1.91965084 -0.59841427 -5.11586711 5.15353665 2.47689243 -0.25919931 1.08806436 0.01093897 1.16182227 -1.10737647 -0.83746567 0.64137444 -0.60041016 -1.49711505 -0.02791311 -0.21293441 1.42697374 -0.29032954 1.18210828] Distance 10.10986158362769 Each least square approximations [ 4.63102093 -3.64622121 0.5669518 -3.40513662 -0.60134331 -0.75173301 -1.59805778 -1.0674538 -1.6363988 0.58914864 2.47915263 2.22781035 -0.2570982 0.47708848 0.13479599 2.2252988 -0.14641112 0.78759098 -0.67379136 -0.62055559] Distance 11.560683691785057 Each least square approximations [-5.33512433 -1.65206233 4.08074439 2.81554625 -0.33148607 -0.09025578 0.26423986 0.81982973 0.15857108 2.71655674 0.7104123 -2.99959209 1.75428532 0.95143429 -0.89609288 1.3003249 0.20208512 0.76299336 0.45943644 0.72078831] Distance 11.155091899924981 Each least square approximations [-7.23061654 -4.23281269 -1.79606705 6.99507859 -1.97563915 -3.41609508 3.11448152 0.48518826 2.92345911 0.61881194 -0.77592663 0.04433237 1.27188657 2.02346139 1.67134574 -0.62204485 -1.08918116 -0.4907702 0.88195326 1.14136871] Distance 5.752789113598025 Each least square approximations [ 5.42719196e+00 2.73514340e+00 6.47581486e-01 -1.57764432e+00 -8.15665245e-01 3.10393574e+00 -1.88280729e+00 -1.08982548e+00 4.07537845e-01 -1.43035386e+00 -5.55891494e-01 -4.46506936e-01 -4.28432715e-03 -2.05964522e-02 1.50239201e+00 -3.78324392e-01 -1.54044999e+00 1.27042427e+00 2.56237878e+00 -2.23859558e+00] Distance 11.284091543683473 Each least square approximations [ 6.7902742 -2.19047572 1.5501015 0.37124469 2.66845633 -3.69172571 -1.3193215 -1.52417395 3.12090612 -1.94728592 1.8805909 2.03676526 -2.98995286 -0.57499936 0.62572923 -1.56677019 -1.25522601 -0.08731643 2.58354782 0.51658768] Distance 9.09800283108709 Each least square approximations [-4.00020703 -2.6711886 -5.12347866 -0.88851497 -2.92207303 -0.56082743 4.02153991 1.15474952 1.14176312 -2.35689399 1.40232552 -2.08436453 -1.13616917 -2.14798504 -2.92005551 -2.07199403 -1.60040789 -0.40277059 1.24780683 -0.7963326 ] Distance 9.4629510525577 Each least square approximations [-4.9254722 1.41666584 1.17270747 -1.15922771 -2.65350599 0.92480315 -3.11974378 -1.96518634 -0.42700339 -1.3746316 -1.71278237 0.82376781 0.70375366 0.73763967 2.43252093 1.19770098 1.70973141 1.226448 -0.95509591 1.38094483] Distance 11.449582016547355 Each least square approximations [-5.19356455 -0.27183028 3.53165012 4.17630306 -3.12069275 2.29746239 -2.13755745 1.50043808 4.8582814 0.88084658 -0.55806195 -0.23104411 0.61864016 0.87804268 0.95233984 -1.19980093 0.83803644 1.82505373 -0.94920105 1.20919309] Distance 9.457984855593148 Each least square approximations [ 5.55200145 0.62887263 1.74781268 -3.82992534 2.12899265 -2.17123884 -1.67643385 1.81107726 0.45464044 -0.46827768 1.43023077 0.94025413 -1.14508976 -2.94689943 -0.32132243 0.98045552 2.34421122 2.98134554 -1.10151238 0.88804135] Distance 10.383162981981352 Each least square approximations [ 5.4742892 0.90321201 -1.64497288 -3.39515723 5.30329259 0.9803757 1.82077397 1.75759458 1.6433914 1.11701925 0.61456888 -1.51371416 0.83330746 -1.08373919 -0.78737773 0.3103933 -0.08284621 1.27124671 -0.79263775 1.69325284] Distance 10.395383643520343 Each least square approximations [ 4.27591009 -2.60969639 0.44554844 -2.72214531 -0.37737898 0.03164462 -2.18137746 -1.35379325 -0.54369332 0.66251119 2.7552466 1.69710994 -0.26268695 -0.33049791 -0.12234385 1.76509856 1.43763284 0.71325607 -0.53451726 -1.7389219 ] Distance 11.960561768842686 Each least square approximations [-4.58362245 -1.31353967 3.68862357 1.91478192 -0.72458888 -0.85191708 -0.33101428 1.03112502 -0.21051789 2.2902257 -0.09987243 -2.76056103 2.99941434 0.61061156 -0.34557004 0.53406327 0.68724347 0.03392793 -0.78187157 0.82886218] Distance 11.661701782847995 Each least square approximations [-7.80884929 -5.32446566 -2.02161865 7.50583134 -0.17963171 -2.12260035 2.76064624 -0.83087968 1.73908714 0.55865155 -0.99267285 -1.21215797 1.38608859 0.04864485 1.29969007 -0.99032612 -1.62221472 0.17279525 0.90848904 1.96220185] Distance 5.0404391031743945 Each least square approximations [ 5.38330085 2.55742788 1.02890315 -1.36638526 -1.16011335 2.74346873 -1.80839873 -1.46938355 -0.70462166 -0.3449139 -0.8942565 -0.48196603 -0.2030127 -0.5529528 1.503824 -0.69135509 -1.2770446 1.41015146 2.48960901 -2.63579071] Distance 11.466599240909346 Each least square approximations [ 6.40623664 -2.29349939 0.57942609 1.19640476 3.21721314 -4.14954135 -1.62332574 -2.14508188 2.9296572 -0.81299644 1.41442481 1.96738933 -2.32179461 -0.35977018 1.7908803 -1.73004467 -0.76273735 -1.33317556 2.39090896 -0.62928927] Distance 9.356795219618817 Each least square approximations [-3.9318892 -1.70811198 -5.4786041 -0.55112709 -3.50608871 0.60798073 3.57086545 1.23500731 1.50238095 -2.10507429 1.42108971 -2.91239224 0.16228725 -2.00639386 -3.2190808 -1.87383964 -2.03151598 -0.18895302 1.19830345 -0.88174234] Distance 9.412907810984748 Each least square approximations [-4.66206004 1.42875912 1.51341461 -0.88511996 -2.59929741 0.87616616 -3.10333206 -1.53520845 -0.78014405 -1.19575334 -2.19739295 1.14258981 2.27553157 0.06055188 2.94590011 1.29126432 1.60930286 2.33657334 0.08401215 0.98939072] Distance 11.253120950760414 Each least square approximations [-5.84969758 1.14623305 3.07159242 4.44752047 -2.10075696 2.94534758 -2.35586673 1.65791812 4.6292332 0.982402 0.20124863 -0.70782778 0.45092713 1.78615438 -0.05807627 -2.16149667 0.92667746 1.20001763 -0.72684228 0.46668892] Distance 9.249008973862637 Each least square approximations [ 5.7548811 1.25221769 0.92071577 -4.86932982 0.88859622 -1.57500409 -0.9073211 1.22866504 -0.27021649 -0.44325851 2.0067273 0.6368818 -1.00716649 -3.014101 0.1277919 1.93215377 2.81069314 2.57043604 -1.29134059 0.18521022] Distance 10.3015477789679 Each least square approximations [ 4.8462881 1.26711705 -1.73417051 -4.2158135 5.00662561 1.72261389 0.97573776 1.08352083 0.42921296 0.39224741 0.19336232 -1.47625356 1.44563837 -1.83753932 -0.68010356 0.96594511 0.05024689 1.06313076 -1.15535878 1.84361383] Distance 10.696444747322072 Each least square approximations [ 4.0138309 -2.62564704 -0.39975382 -2.88145717 -0.19390043 0.08051947 -2.71593314 -1.6957504 -0.71759961 0.15060105 2.62042581 1.65745347 -0.1564191 0.21704965 -0.19891521 1.88730071 0.35207854 -0.20857507 -0.6566863 -1.32836214] Distance 12.156416817109108 Each least square approximations [-4.23792843 -1.22272082 3.72801901 2.449676 -1.22948455 -1.15671762 -0.18292455 0.78354689 -0.21586805 2.3742836 0.79137652 -2.94750626 2.68770609 0.67825117 -0.99572173 1.24889426 1.77258922 -0.39456688 -0.88842798 1.07613323] Distance 11.506538215339758 Each least square approximations [-5.15007411 4.10458617 -6.03584134 4.58946943 1.56469169 -2.50004933 1.47521591 3.24535299 -2.49573108 1.97424402 0.54824984 -1.17394929 1.47657628 -0.08787815 0.29608311 0.09574851 -1.03680543 1.71512486 1.71721097 -0.144518 ] Distance 9.27214318415004 Each least square approximations [14.90311737 -1.6187254 -0.94068001 -0.30459012 0.79944879 -0.45302329 0.37322529 0.10506378 -0.42752887 -0.11013747 -0.54537901 -0.09477652 0.35126931 0.20984523 0.62416665 0.60203351 0.32709891 -0.37190957 0.22115846 -0.28850479] Distance 0.9097608221365319 Each least square approximations [ 1.09135370e+01 -2.85761014e+00 -4.64789318e+00 -1.23061755e+00 -3.18240695e-01 -3.71472584e-01 -2.17117566e+00 7.35648165e-03 3.53563563e-01 1.62000887e+00 1.28983504e+00 2.09010243e+00 1.99293373e+00 3.28965678e-01 1.61709499e+00 -3.06395131e-01 -2.82136807e-01 3.47602146e-01 -6.93004514e-02 5.50595158e-01] Distance 7.609246990274873 Each least square approximations [-9.12142821 -4.75318083 -4.83117093 -0.73138351 1.02417637 2.47477066 0.99028578 0.36699732 -0.08966412 0.40065325 1.08969259 0.85255433 -1.04532694 -1.49661504 0.06741007 1.7097602 -2.52372946 1.08416364 0.994603 -2.04972663] Distance 8.383666434626257 Each least square approximations [-10.43828236 6.58734331 2.63964998 -1.62532004 -4.0864162 -2.40179049 0.995615 -1.11457316 2.410074 0.30854035 1.2591991 0.56712909 1.16024456 -1.66768439 0.11378361 0.73229503 -0.63539069 1.04702554 -1.01447289 0.48097229] Distance 5.235682613726974 Each least square approximations [-9.43199516 -1.7157647 6.51077682 -0.46802186 -1.69952776 0.71173843 -2.08559044 -0.43177317 -1.47071143 -1.51100088 -1.11321865 -0.32016958 1.81099345 1.2606001 0.71695935 0.66758319 0.21271211 -0.23772382 0.15983628 -0.28175649] Distance 8.663233833706816 Each least square approximations [ 9.98508915 -3.16211014 4.06677878 -3.37762501 0.88548301 0.87716095 -1.64112808 0.87423319 1.5074398 3.33859155 -3.07471424 0.81595252 -0.15009976 -0.8279646 1.74994222 2.52492896 -0.39742318 -2.78123587 0.04580038 0.82225946] Distance 6.663865325549885 Each least square approximations [10.13680449 4.30997811 2.1244127 -1.08059256 4.04246479 -0.6244288 0.1315035 -0.7929258 -1.30895843 -3.64997161 1.46381139 -1.90871083 -1.60153166 -0.54595627 -1.87172242 -2.60564542 0.1356867 -0.79425097 -0.9525112 -1.26539725] Distance 6.913566133241647 Each least square approximations [11.03516954 -5.39777928 2.10731501 -2.7418609 0.35636013 1.13359324 -3.01692101 -0.2812436 1.74918637 0.59823123 2.97950665 -0.63861213 -0.36294045 0.63814999 -0.51188357 -0.66830651 -1.02678263 0.04251503 -0.75008196 1.91072091] Distance 6.053008826764452 Each least square approximations [-11.05098528 -4.68436193 0.87283962 2.00861186 -3.21563684 -0.50185816 -2.48460792 -0.59518543 0.15597286 1.61779984 0.84541234 -0.16312043 -1.10293919 1.93879626 0.34733197 0.39743667 -1.86840893 -0.01999672 -2.80994314 1.05822464] Distance 6.495684718115495 Each least square approximations [-5.12555445 6.14735221 -2.42764003 2.28135848 -0.21836493 -1.9997446 2.51273562 -0.61412423 -3.22659327 0.70317302 0.1643199 -0.14106701 0.31699306 0.79045455 -0.90052111 1.64293194 0.27744775 3.66504213 -2.71718266 1.41239065] Distance 9.684483784551258 Each least square approximations [ 7.89348042 -0.93812846 -2.74787111 1.25413722 1.33132948 2.63252174 -3.1632343 -2.69968756 1.99055668 0.83053258 -0.3141273 1.94232098 0.16512014 2.87026324 -0.69708968 0.47978384 0.51455778 1.35046034 0.68834839 0.40836409] Distance 9.960887867327221 Each least square approximations [ 8.37296406 -1.58410783 -0.50183276 -0.49571866 2.57399961 3.5589896 -1.91782739 -0.6469854 -1.49922147 2.52831474 1.51319989 0.92192078 0.37705679 0.03735836 -0.1511196 1.71645894 -1.25563336 -3.04749757 2.14821265 -1.06980328] Distance 9.473317726415715 Each least square approximations [-7.27114337 -4.76782619 -2.87304039 -2.00268269 -0.02026416 0.52949857 -0.89487484 1.0666243 1.33064301 0.23025487 0.80071665 2.15340236 0.85173397 0.47008397 2.41765657 -0.47154233 -1.17436845 2.42818382 -1.44776999 -1.00500243] Distance 10.157667735379693 Each least square approximations [-11.99020161 1.06597864 -0.87776743 -0.70230289 5.11033834 -2.72811333 1.83244555 0.29571924 -1.43084906 0.26251909 1.11009013 0.08331349 -0.72480979 -0.56259104 -1.30739089 0.20138089 -0.85848628 0.46330018 -0.84972226 -0.8267316 ] Distance 5.127238601282084 Each least square approximations [-8.32675941 -2.79579507 3.7949208 1.27512455 -0.23827882 2.08445036 1.12495026 -1.07363751 -0.63285312 -0.05205037 2.06465335 2.3084323 -0.53034512 0.55957076 -0.57543665 2.10501633 -1.60992952 -1.66827236 1.44876975 -1.15510561] Distance 9.674862325210547 Each least square approximations [ 8.15300447 -0.82132054 2.93475851 0.24633627 1.17441833 1.27205462 -3.69909023 0.89730251 -0.25918724 1.63526577 0.89235197 -2.05196136 2.62390803 0.31406873 0.24030326 -0.36714042 2.09388381 -5.11857858 0.95899553 -0.18500977] Distance 8.831404412323288 Each least square approximations [ 8.58049894e+00 4.33563747e+00 -2.18327996e+00 -3.74318422e+00 6.30559420e-01 -1.45629640e+00 -9.75220098e-01 -1.98943276e+00 -2.65599483e+00 -3.52046468e-01 5.91455227e-01 8.52835396e-01 -2.27444037e+00 3.89079395e-01 -5.36577632e-01 -2.01846673e+00 -2.16435266e+00 1.84864249e-03 1.01761617e+00 -1.75399207e+00] Distance 8.50850934307679 Each least square approximations [ 9.65454679 -1.4423238 -0.75331519 -0.72041637 -1.80619458 0.35748762 -1.58471792 -2.7765172 -0.839885 1.85814858 -0.12526814 1.95552176 -0.58526428 -2.34921699 -0.94005106 1.8435505 -1.62339038 2.35761947 -0.74307032 0.97637091] Distance 8.940521340034284 Each least square approximations [-10.41891979 0.41364639 -0.59462609 3.30583199 -0.7380386 -0.99806743 1.01601407 -2.22690999 1.37723545 -1.72228475 -1.48369614 -2.04679791 -1.01628462 -0.17591724 1.45473237 2.43965416 -1.26275617 0.44259831 1.12202067 0.7922158 ] Distance 8.13383486756478 Each least square approximations [-6.99310892 6.26784009 -0.30706896 0.0917297 0.35191512 -1.75031245 2.27039999 -1.96149764 -4.75850681 -1.67965147 2.04859843 -0.11609421 -0.87080433 1.91882545 0.08538105 1.9333254 -0.50301846 1.59154512 0.80975393 -1.03266981] Distance 8.655145631010386 Each least square approximations [ 7.98304256 -1.89278001 0.04237401 -0.74778773 -1.82863297 1.87318728 0.16973456 -0.46788861 0.75973523 -1.06014803 0.35817902 -0.34801469 0.33800066 2.40392335 -0.84963432 0.88005599 1.7504111 2.45344873 -0.05243756 0.04496821] Distance 11.151697903906998 Each least square approximations [ 7.82309359 -1.14945394 2.73282464 -1.92999814 3.60657168 2.56679264 -1.63918948 0.70421951 -0.67776624 3.66742404 0.14060817 1.08280835 2.46888866 -0.0771782 2.24245355 0.52280583 0.92936466 -1.04960343 0.64274544 -0.95715552] Distance 9.563892061075299 Each least square approximations [-4.7727718 -2.7816079 -4.83170938 -3.58164682 -0.13369424 0.80418704 2.42521885 0.44387663 -0.32485661 -1.23478303 -1.90098557 4.55318195 0.09648595 -0.74334823 3.06762015 1.78802189 -1.72843721 1.04348062 -0.71842999 -0.37449052] Distance 10.022501527665694 Each least square approximations [-9.89118727 -1.3363919 1.48211218 -0.63283905 -0.58986451 -5.16859423 4.58772005 0.68677601 1.55872886 -1.13002264 0.15970737 -1.50569079 -0.06504732 0.82345991 1.85292643 0.59556754 -1.86841373 2.91672333 0.62935909 0.95813769] Distance 6.571131425052216 Each least square approximations [-6.86789192 -2.96014934 3.33114554 -1.30493681 0.2882647 1.6848709 1.74005906 0.55728576 -0.55076347 1.23206009 4.15765469 2.22498144 1.93642672 1.61716623 1.53034464 1.70860129 -0.5964951 0.07829077 -1.05169191 -0.87080527] Distance 10.240162948618577 Each least square approximations [ 9.57980595 1.71287629 3.83802284 1.96684365 -1.86130681 0.19708771 -3.42906334 1.1440416 0.58933442 1.52452069 -0.86561075 -1.1573674 -0.12991958 2.95887654 -0.69214906 0.95886713 1.00116667 -2.8973528 2.15500331 -3.11480896] Distance 7.015106465794298 Each least square approximations [ 8.20664791 0.73634273 -2.00811767 -2.125595 1.08164935 0.83733317 -3.36544079 -3.31111704 0.57598181 -3.28221519 -0.32759023 -0.34919345 -2.04978864 0.0323551 1.75603036 -1.87204342 1.64868184 -0.4013921 -0.02988036 -1.02291322] Distance 9.545021457053178 Each least square approximations [ 8.23326773 -0.36264244 0.33110264 -3.02276806 -2.61860821 4.21062641 -3.94745873 0.3871035 2.09496346 0.6190855 -1.73968106 2.52895927 3.49991123 0.56633454 -0.15746231 -0.40870703 -0.45259448 1.0587827 -1.31912677 2.21316288] Distance 8.084399353799906 Each least square approximations [-9.05421914 1.98281697 -1.50786949 2.92408849 -3.88485603 -1.66385104 2.24023309 2.67008801 -1.31975361 -0.39712668 -0.97372412 1.27606701 -2.46724843 -0.08987028 2.01274279 3.69362545 -1.59770295 -0.22490283 -0.04793001 2.30764061] Distance 7.404221118174438 Each least square approximations [-4.59852941 4.91560408 -3.87877387 5.40307262 1.83567883 -0.8472142 1.50173572 3.96452778 -3.48588446 1.14442871 0.29674587 -1.09487848 2.72074429 0.81490267 0.73588812 0.93581512 -1.14455615 2.47227649 2.7155157 -0.2284606 ] Distance 9.075064944425415 Each least square approximations [13.78179924 -5.47752157 0.43402471 2.38184346 -0.65064334 1.51961186 -0.11854802 -0.62641657 0.14175702 0.05159523 0.32368595 0.7159356 -0.6688649 0.50317931 -0.62005532 -0.29933189 -0.46745117 0.11825786 0.10884782 0.18216636] Distance 1.4180073645871374 Each least square approximations [10.01310645 -2.51961184 -3.9899127 -0.22577276 0.0454091 -0.3517998 -1.6268799 -0.63670759 0.112275 2.36331801 2.14962119 1.84196591 2.34357405 -1.20804419 1.02788268 -0.27893609 0.5364831 -0.55866484 -0.0468385 0.42532367] Distance 9.20896626511172 Each least square approximations [-8.42437017 -5.59537313 -3.37954503 -1.58814211 -0.24996941 3.36267754 0.90630628 0.26223323 -0.69459427 0.99132715 1.21123642 1.66513495 -0.63732054 -1.40770758 0.88350438 2.96132748 -3.13763009 1.94763883 1.9755005 -2.20968724] Distance 8.030981801485726 Each least square approximations [-10.1342751 6.57705217 1.57964664 -2.91163534 -3.44741946 -1.87861607 2.94852538 -0.07632156 1.3864491 -0.34721963 2.9427228 1.4792562 1.85221077 -1.83836135 -1.00664016 -0.65432194 0.28667376 1.53908646 0.29481868 1.04362919] Distance 5.218030022852537 Each least square approximations [-9.41586608 -1.30282569 6.7722979 0.47917497 -0.0237428 -0.03539604 -1.32663224 1.00469673 -2.99878775 -1.65158238 -1.42852425 -0.49122247 1.62632546 0.72195698 0.78226701 2.50199822 0.30521838 -0.31349037 -0.30691556 -0.40307138] Distance 8.326792586918963 Each least square approximations [ 9.86945742 -4.33540115 2.0099171 -2.50294139 -0.8323428 -0.09211673 -1.9315691 2.09057979 2.33160023 4.04070773 -3.2332704 0.99043191 0.43186388 -0.17177221 1.6469546 2.6145245 0.21896617 -2.85296175 0.90424185 0.12696936] Distance 6.76399806826756 Each least square approximations [ 9.20147196 4.17976308 0.35127587 -1.57757743 3.40254063 -1.25272945 0.08504314 -2.44466697 -1.61893027 -3.30384434 2.06073268 -2.12473533 -2.60452885 0.32233689 -1.37699361 -3.12698042 0.73387973 -0.23306549 -0.92373206 -0.77843564] Distance 8.139639656715083 Each least square approximations [11.18479733 -5.70983658 1.28525166 -0.37577263 0.88559902 1.45309159 -3.45642723 -0.32009504 3.11913199 0.39836545 1.66774139 0.52351038 0.69474694 0.76291141 -0.25743178 -1.03259042 -1.43822042 0.28503432 -0.91275686 1.27181197] Distance 6.23410055867565 Each least square approximations [-10.84070787 -3.88821515 -1.48977069 2.57343764 -2.00830963 -2.5561026 -2.43088451 -2.04148109 -0.68841714 1.61596205 0.19697275 -0.10185809 -0.88888346 2.40458551 0.45521622 0.68955599 -1.75997557 0.06661664 -3.69604561 1.9541007 ] Distance 6.320548413539524 Each least square approximations [-6.63674044 3.3209166 -0.71612156 2.89359355 -0.82334238 4.49802275 -0.40966948 0.75926442 -1.65870712 3.7029961 1.80522907 -2.04668133 1.83728001 -1.75708083 2.01797664 2.35058055 -0.19339895 0.75212007 0.15057196 0.23602062] Distance 9.898944582912137 Each least square approximations [ 6.71392858 -3.77608189 -3.18855862 0.79627068 -2.52990973 0.83506927 -0.50760498 -1.49940112 -2.01836948 0.04777858 -2.32629001 -0.83682287 -2.00932314 0.38752695 0.07512558 -1.22383895 0.67784754 -0.61348557 0.54514877 -0.14576785] Distance 11.290865851662995 Each least square approximations [ 7.18445218 3.55936062 -1.09049849 1.67071411 2.03729855 -0.94760669 -2.7569465 -0.97212402 0.91006877 3.72397683 3.5635241 2.25285825 0.84641497 -0.74954526 0.16351514 -2.86730473 -0.23504199 0.39482738 -2.37504398 1.17310299] Distance 9.652569319621177 Each least square approximations [-9.85988045 -1.05944979 -0.83561682 -3.25224889 -5.45375607 -1.09690567 -0.16168184 -1.49325011 -0.49010568 5.03255918 -0.69396655 0.08696681 0.85346336 -0.02607002 0.19199345 1.98772818 -1.94320729 -0.12304076 0.91225019 -1.1473637 ] Distance 6.687798080835308 Each least square approximations [-5.98868189 1.34170574 -1.24180256 -4.47794869 0.1927287 -2.65548651 0.59759339 0.20018131 -0.41255955 -0.96155977 3.44009751 2.92668056 2.12019537 -2.45474106 -2.93643162 2.25570404 0.90928977 -0.20757014 0.43594291 -1.39161969] Distance 10.430231282887584 Each least square approximations [-10.2039168 2.99399782 1.38638689 2.40044934 0.75073282 -4.18460116 0.25010418 2.07528665 -0.71988604 -3.55362107 1.10612275 0.42359015 2.54647186 -0.64680594 0.73225016 -1.03546551 0.61367619 -3.15354914 1.69987096 -0.43189847] Distance 6.677342504596287 Each least square approximations [ 7.50599009 -0.87485049 -2.00876369 0.54665246 -0.72289328 1.33506637 -1.50714412 1.46550628 -0.88414029 0.78125385 0.54073858 0.36301718 2.30336181 1.51860193 2.73520283 2.1405079 0.5279998 -2.89478564 1.60783417 3.80512759] Distance 10.434562290592915 Each least square approximations [ 7.29003888 1.46589876 -3.99244362 -1.19333566 -0.79651485 -3.08180391 -1.46482654 -3.17189817 0.04639425 -0.67582344 2.33838885 -0.504225 -1.81348065 -0.63169475 -2.89780785 0.40479305 -0.52140748 0.14513378 -1.15457275 0.56468894] Distance 10.434865564890346 Each least square approximations [ 8.1824896 -0.50332645 -7.2739727 1.84584378 1.14514353 0.91838343 -1.8194553 -0.86336028 3.4406306 -0.41743485 1.98281381 -0.67226009 -0.09813089 0.47139371 -0.19567096 2.262721 -1.79000395 -1.46976098 0.08481381 0.74374251] Distance 8.173854172557279 Each least square approximations [-7.88259832 -0.41608731 -1.95330882 1.25323845 0.41021782 -4.94011432 1.14302551 -2.19065954 0.54210187 0.69025355 0.8459668 -0.70357376 -0.96102203 0.61548395 -1.13716771 -0.88539415 2.34561789 0.02397596 -2.12102969 -1.52995164] Distance 10.401041100081066 Each least square approximations [-4.94934992 4.35139276 -5.35943861 4.93850892 1.55193835 -2.32925358 1.45551507 3.70934833 -2.79258304 1.1995528 0.46803272 -1.16917693 1.67919264 0.06707676 0.65861701 0.70977043 -1.21049903 1.90229276 2.480874 0.15093403] Distance 9.01818580900577 Each least square approximations [ 1.47034970e+01 -2.43541979e+00 -8.22746804e-01 6.35331057e-01 -1.03501187e+00 3.30050794e-01 5.83305174e-01 -5.05803170e-01 2.52486295e-01 -1.82997276e-01 3.73662982e-01 7.49987886e-01 1.66469935e-01 -4.96462695e-01 -5.52101745e-01 -3.53961927e-01 1.36332091e-01 -1.12196826e-01 1.21097964e-02 -1.27092052e-01] Distance 0.9472416073162725 Each least square approximations [10.61673862 -2.75199005 -4.12573981 -1.41774124 -0.07339761 -0.48398566 -2.10430106 -0.5648698 0.20722334 1.66078533 1.24181953 2.06880309 2.2809985 -0.52982351 1.51398169 -0.44150869 0.10504512 -0.17195134 0.20456322 0.69130732] Distance 8.122062032012655 Each least square approximations [-8.87769479 -5.2886667 -4.29132803 -1.02431119 0.97238018 2.92230134 1.11622883 0.01039735 -0.13696352 0.43015318 0.90305969 1.21905847 -0.90003931 -1.80122907 0.03916579 2.09870852 -3.00610155 1.2941508 1.58627058 -1.97217399] Distance 7.897243936951852 Each least square approximations [-10.53658247 6.41231603 2.11694404 -1.98547219 -4.45280009 -2.27137346 1.50954025 -0.96523162 2.0564024 0.06852474 1.68727557 0.69504741 1.17694072 -1.66987041 -0.36102947 0.07995737 -0.39080219 1.33696776 -0.72708164 0.65581543] Distance 4.888619855805295 Each least square approximations [-9.58707152 -1.85161786 6.74738868 0.04704536 -1.26226817 0.39552612 -1.87345502 0.31111617 -2.46951622 -1.40106201 -1.5531979 -0.86064207 1.56033955 1.08521728 0.60826516 1.44228181 0.0229759 -0.04817207 -0.09348627 -0.57361044] Distance 7.974036422123154 Each least square approximations [10.23780418 -3.64149055 3.11286942 -3.21424986 0.51959963 -0.13389833 -1.83269564 1.1106713 1.74669902 3.86940105 -3.23129144 0.77009375 0.65504867 -0.33344673 1.76891621 2.5106089 -0.07507447 -2.18228298 0.04946004 0.38532785] Distance 6.3644043350891994 Each least square approximations [10.0974343 3.9594628 1.65266928 -1.26144339 3.70144301 -0.57251624 0.14473707 -1.48083738 -1.13313238 -2.99319831 1.47790893 -2.07223415 -1.47640346 -0.03131905 -1.79722987 -2.6653903 0.30085342 -0.64896112 -0.90949837 -1.26292873] Distance 7.553701467613757 Each least square approximations [11.022373 -5.50805007 1.98226817 -2.24336606 0.6669789 1.35764628 -2.86761282 0.12588983 2.83780591 0.437836 2.51608482 -0.08430546 -0.14826486 1.52333029 -0.1454361 -0.05684139 -1.02486674 0.50701871 -1.03832935 1.50599336] Distance 5.874153463607988 Each least square approximations [-11.11431004 -4.40161701 0.1485559 1.80155638 -2.60736956 -1.14298234 -2.41834285 -0.44500093 -0.63932797 2.0373218 0.74636776 -0.33220833 -0.89087075 2.21361918 0.37921742 0.65865127 -1.93655197 0.41561139 -3.22723444 1.10062224] Distance 6.3293516200690325 Each least square approximations [-6.44544588 4.87878653 -4.25594911 2.0639987 -2.38327228 -3.57460944 2.97437029 -1.13021931 -4.65853778 0.10646489 -0.61788097 -0.63520133 -2.20553393 0.36999234 -1.01174428 0.13106731 -1.09836023 0.33756457 -0.36055551 0.60487333] Distance 7.561545758556007 Each least square approximations [ 7.61263847 1.01371901 1.89211326 -2.98897498 0.60568067 3.15861651 -3.76098916 -1.83409461 3.02445848 -2.1822429 -0.9913465 -1.00022132 1.43106045 2.19474937 -0.55441838 0.47117308 -0.14668029 1.48361672 -0.37004758 -0.26814006] Distance 8.875268790844455 Each least square approximations [ 8.57820602 -2.15299132 -0.23845326 -3.23223042 4.08831153 1.2114733 -1.64988093 -0.29510398 2.15233388 -0.00900916 -0.23314895 0.38677303 0.15635947 -1.03077134 2.6434366 2.06474774 -0.88433636 1.43968959 -0.5476745 -1.16582855] Distance 8.510630204831115 Each least square approximations [-6.85146375e+00 -2.88550730e+00 -4.98898488e+00 -3.68644335e+00 2.30969773e+00 -6.04937133e-03 1.19235690e+00 -1.71811727e-01 -6.45287775e-01 -1.72559891e+00 3.28994634e-01 2.65203713e+00 -3.81880317e-01 -2.33726339e+00 1.05014857e+00 -4.17517136e-01 -1.39257677e+00 1.24553398e+00 -2.01466123e+00 -1.26828545e-01] Distance 8.849518406037832 Each least square approximations [-10.83774339 -3.09256376 1.10073599 0.0981348 -1.97209491 -0.29332759 1.33450293 -0.63572812 0.91650557 2.14543399 -1.46051468 0.18456654 0.93111105 1.03660663 -0.61037684 0.20243506 1.51024409 1.13488 -0.61358313 -0.42628412] Distance 7.439168923571383 Each least square approximations [-7.96531662 -4.79820109 3.36082622 1.32059233 -1.34479018 3.16726893 -0.28866018 -1.7903269 1.95592922 1.44162841 2.99438139 0.81076658 0.96080841 0.04964434 0.70061497 0.1312256 0.19609252 0.30195254 -0.17918229 -0.56836952] Distance 8.470690443616865 Each least square approximations [ 8.40453077 -0.9301016 6.84059291 -2.07267118 -0.02919375 0.35146075 -1.86121979 1.01815119 0.12159332 -1.07271709 1.18889711 -0.80180728 1.42673496 -0.07630483 0.69029275 -1.96862462 -1.46441738 -0.84393381 0.84458484 -1.46085582] Distance 7.829430212586406 Each least square approximations [ 8.75322132 -0.78123711 0.30524099 -4.65873884 2.13230093 3.23099835 -2.15536 0.83278961 0.05745446 -3.14065032 1.55587457 -0.13037788 -2.65583746 -1.0862427 1.76232123 -0.88682339 -0.58308269 -0.48986393 -0.70471653 -2.26512789] Distance 7.33800439987496 Each least square approximations [ 9.35211116 -1.1229171 0.24798869 -2.9964177 -2.85883509 -0.44376618 -1.83134055 0.98868635 -2.1924517 -0.93504126 1.52431501 1.90896567 2.47130015 1.87609151 0.32336294 0.07490847 0.1661711 2.28407007 -0.41660278 0.80577743] Distance 8.118981513733925 Each least square approximations [-9.07268334 3.99165394 3.81651584 2.6739214 -3.1368959 0.64794205 0.77119337 0.9859255 2.846604 1.24577231 0.51290946 0.61327121 0.34856561 0.5610011 1.36866376 1.02624218 -2.44821974 0.34692586 0.55067436 0.48272158] Distance 7.192973992919054 Each least square approximations [-7.8663513 5.35496931 -5.93107329 4.33172447 -1.10380848 -2.46075094 -0.15479587 2.93384327 -2.07805816 -1.10976483 0.64930346 -0.065603 -0.68579148 -1.18480249 -0.2135149 0.71991469 -0.5111957 -0.8569885 2.56468465 1.44982495] Distance 6.284679952671827 Each least square approximations [10.56888901 1.64478775 1.94618427 -1.73817775 -2.88147499 2.91436613 -2.83556404 -3.16173084 1.35085801 -0.8629467 -0.13010233 0.88822898 0.39153103 -1.15878408 0.43439821 -0.38600734 1.46861617 0.08659941 0.48064331 0.49430164] Distance 7.3546007802754625 Each least square approximations [10.16883627 -1.62167479 -2.36128086 -5.51444303 2.54613074 -2.53239851 -1.12707887 -1.20963375 -0.6443315 1.18064519 0.4492849 0.75331801 -1.22951912 -1.46569436 1.71557831 -0.75150116 -0.42710964 0.31596178 -0.36638484 0.42663349] Distance 7.070643977241147 Each least square approximations [-9.57854706 -5.28303668 -4.26609747 -0.04743694 1.59805499 0.89090209 0.26525292 0.19859002 -0.60042232 -1.49542325 -0.1538846 0.4992147 0.26763346 -2.62961873 -0.79416511 0.54197534 -1.16956447 0.32190523 -2.3900927 0.23034199] Distance 7.6584660708005154 Each least square approximations [-9.97330769e+00 8.98089039e-01 1.63953201e+00 -4.65615012e+00 -3.36766386e+00 1.00153557e+00 3.74043627e-01 -2.97043173e+00 1.32791921e+00 1.25603444e-01 -3.63679929e-01 -1.68670637e-01 -9.66523895e-02 1.03896513e-03 -3.44498654e-01 -8.46757827e-01 1.02780914e+00 2.10039923e+00 -2.39043256e+00 -9.96871545e-01] Distance 7.555019209445302 Each least square approximations [-10.54017 -3.38239931 4.94525357 -1.27643848 -1.54065145 0.60167263 -0.26396749 -0.30393534 0.28169239 -0.91778571 -1.44985125 -0.28540913 2.14546052 0.42577627 0.09713881 -0.39119792 -0.47986523 1.10631759 0.4357922 -0.34867443] Distance 7.5267553900896775 Each least square approximations [12.11470582 -3.58847431 2.32511759 -2.54698254 2.32343834 -1.79575368 2.11612839 0.35567338 -0.13366693 0.16726982 0.73624094 0.99731563 2.59346472 0.85488933 1.62021837 0.22748776 -0.64629137 0.65638624 -0.50462004 0.5236576 ] Distance 4.486669216714474 Each least square approximations [ 9.01820628e+00 1.04351283e+00 3.20696405e+00 -5.64437255e+00 2.13111547e+00 5.47124136e-01 -2.62447508e-01 -1.27730859e+00 1.29144490e+00 -4.15875449e-01 2.80411341e+00 -2.12462786e+00 -3.56611349e-01 2.76129004e-01 -4.02020499e-01 1.11303499e+00 -5.21361732e-03 1.51578738e-01 -2.32793587e-01 -1.60689029e+00] Distance 8.270734308598868 Each least square approximations [ 9.94445188 -1.65455081 -0.10424068 -4.50727169 1.54162468 -1.5865146 -2.12232052 2.98447177 -0.3873132 -0.85052732 2.02866516 2.28363986 -0.51738811 1.36912585 2.00409608 2.4613507 -0.79248933 2.14121832 -2.35011648 0.86974279] Distance 6.6192100397067755 Each least square approximations [-9.02580964 -0.36636986 4.11777461 3.94619103 0.34197406 -0.46211082 -1.18394263 1.23670483 0.32274537 4.13950532 0.06160687 -0.69526954 -0.50371237 -0.70939395 0.21819307 0.90703504 -1.53436407 1.21069534 -1.44587661 1.9188303 ] Distance 8.46473475469718 Each least square approximations [-4.48502363 2.4831075 -2.66870379 0.71108987 -0.84385688 -2.11603831 -2.258644 -2.05899686 -0.42753048 1.30694835 -3.93290229 1.21591722 -2.5865322 1.32962265 3.3579426 3.41522698 -1.71895498 1.77427729 0.58592685 1.2660533 ] Distance 9.746727826766307 Each least square approximations [ 4.35150349 1.24339674 -1.01785124 -1.62685949 -1.92863022 1.68065996 -2.17770341 -2.25202509 -2.36668233 0.40460503 -2.70884682 -0.99037031 0.10244287 -1.88790759 0.04602336 -1.06862409 -1.06619233 3.47414118 -0.42708399 0.71096067] Distance 11.335907613113578 Each least square approximations [ 8.6126451 6.65089308 0.12672237 -0.50414234 1.15500248 -0.18307951 1.9828922 -0.78757302 -0.06844927 -2.0636442 -5.08943188 2.21758497 0.65122215 -1.62708194 -0.11575337 0.83275762 0.82805835 -0.3156689 -1.1045489 -1.1268362 ] Distance 5.914664050032258 Each least square approximations [-6.56604018 0.22789536 -0.73805454 -1.23918812 -1.06814452 2.73355165 1.86243545 -2.95783222 4.36876999 -1.14698753 -0.92273947 -0.97602629 -2.92959783 -1.47604773 -0.33472189 -0.33538618 -0.70582822 -1.04213379 -3.96547163 2.69074773] Distance 8.826395741649133 Each least square approximations [-4.3887443 0.01003086 -0.75837739 -3.22906161 -1.25485213 -0.27360387 -1.50386716 -3.17971776 1.37114512 0.18703476 0.88757087 -0.24879936 -1.41430273 1.94875019 -1.03205275 2.77928271 2.05115739 1.21993298 -1.12822039 1.30769696] Distance 11.463268805067576 Each least square approximations [-4.75245653 0.03797827 2.02419099 1.10185325 -1.1743769 -0.69726563 -4.40401698 0.10356289 -0.38015472 -0.27610334 -1.54777837 0.13821751 4.48877973 0.86859836 -0.14564975 -1.7639277 0.69084674 2.05886426 2.07853411 -3.07521009] Distance 10.362754947122863 Each least square approximations [ 5.79731213 0.62443762 0.79693502 -2.405434 1.96624271 -1.48748208 -1.94186923 -1.25128861 0.26285242 -0.83142723 -0.98518462 -1.06999379 0.47669759 -0.08949322 0.22900068 0.31988691 -1.41470057 0.34450124 0.96465659 0.19029693] Distance 11.980568899808787 Each least square approximations [ 7.06779707 -0.09011764 1.08242766 2.15320004 0.07039519 1.69439173 -1.04441593 -2.49418982 1.47816943 0.97929761 3.38495087 -1.95998273 1.73158169 -0.43004228 1.96459504 -0.23843066 -1.83200938 1.14535963 -0.87677548 0.24375607] Distance 10.23352300357561 Each least square approximations [ 5.23490258 -0.26783662 0.90857657 -2.2730621 -0.20645886 1.16604035 0.83031263 0.61545053 2.31030638 -0.97642952 -0.82007616 0.4931524 0.70382735 -2.28011974 1.74276227 2.44567405 1.1785557 -1.43396175 -2.25560886 1.21618498] Distance 11.569425775249364 Each least square approximations [-4.98938729 -0.45422232 1.16307308 -0.4245033 0.52116126 0.02895409 2.58494163 1.34594805 0.91747497 4.53444818 -1.03984357 1.68619088 1.73235635 -0.88430948 0.69558507 0.28379465 0.93948426 -0.71504926 -1.55991417 0.35054546] Distance 11.519449443900928 Each least square approximations [-9.42217469e+00 3.05519224e+00 -3.98580760e+00 2.22225938e-01 1.02987998e+00 -3.09072873e+00 -8.05718528e-01 1.82007352e+00 2.68403393e-02 -4.14408898e+00 2.64791529e+00 3.97216728e-01 8.09272270e-03 8.91551872e-01 -1.28046980e+00 2.11661923e+00 4.37324867e-01 1.97841240e-01 4.94945203e-01 1.24579496e+00] Distance 6.942028642623731 Each least square approximations [ 7.35718336 2.44051019 0.42633956 -1.91656912 -3.97693881 3.19689548 -2.13513499 -2.83438501 -1.80060513 -0.36702186 -1.24253567 -0.06388357 0.27642227 -0.91365546 -0.11731813 1.39678575 0.08325435 0.67928195 1.64902519 0.47468394] Distance 9.814181829221488 Each least square approximations [ 8.68585657 -0.84737007 0.05684006 -5.33124953 2.11001321 -3.16774774 -0.19215917 -2.19996713 -0.97731042 2.43714466 -0.80665999 0.47080779 -0.59500594 1.01165725 0.73141473 0.33431502 1.29290331 -0.11070148 2.33126718 0.60693557] Distance 8.298814876610539 Each least square approximations [-8.4677658 -2.44427533 -2.41414382 1.60474119 1.06649694 0.74185506 1.01604105 2.62828964 0.96172034 -2.01187398 -1.60747673 0.92439044 -0.31168535 -1.72439013 0.36851368 -0.51854845 -2.77001219 0.85570943 -0.61914811 -0.99222243] Distance 9.629726088748715 Each least square approximations [-8.32311358 -1.28772184 1.64837575 -5.2981427 -1.73773147 -1.76807071 0.84000592 -0.47505706 0.70849851 -1.76644013 -2.95474175 -1.81831374 0.15938329 1.48366807 -0.19684168 1.02046881 1.14098913 -0.23296667 -1.63582209 -0.17309553] Distance 8.8473212848866 Each least square approximations [-9.82088408 -1.69476299 1.92977398 -2.15200978 -0.13127823 2.66196021 0.81316536 -0.3364453 0.24011284 1.14294751 -1.04261813 0.73982805 2.84641372 -0.86322655 -0.21801849 -1.2084803 0.46876358 1.92745224 0.01299329 0.40305844] Distance 8.780320986984183 Each least square approximations [11.37036184 4.18943774 0.17360486 -0.75680441 3.64654407 -0.53520669 3.48412473 0.30447451 2.24166447 1.35641238 0.80437688 0.39229356 0.53658671 -0.33148602 -0.42402644 -0.2422683 0.50718575 -0.23356132 0.31953836 -0.45462968] Distance 5.284148029484838 Each least square approximations [ 6.90042303 0.83773649 2.08465733 -6.00223716 1.60525692 0.30519377 -1.66364388 -2.4380112 1.86291528 -0.59678609 2.09464155 -1.38241618 0.67484797 -0.22737083 -0.95622647 1.59832005 0.23098028 0.50850588 1.20020086 -0.59765817] Distance 9.685922013940571 Each least square approximations [ 7.06390212 -1.08560412 -2.16446059 -6.720227 1.75279512 -1.55992613 -1.70216339 -1.33208816 1.93051108 -0.93445535 -0.53049674 2.39035129 -1.488246 2.35220715 1.54694968 -0.03245846 -1.45982223 0.72426431 -1.22542227 1.24873997] Distance 8.517337211575631 Each least square approximations [-7.13198694 0.21356361 2.59121306 5.08066349 0.04615758 -0.49087399 -0.68953266 2.08379285 0.64552273 3.12983758 -0.5207506 -0.04685094 -1.02349335 -0.54685578 -0.20315436 1.64090941 -1.07727927 0.23386632 -0.20980367 1.35448309] Distance 10.19512242141776 Each least square approximations [-6.03984222 4.35711029 -5.96473821 3.98148697 0.39075302 -2.92794587 1.17533064 0.67642328 -2.00810584 1.06850073 -0.42883243 -0.84021655 0.08291891 1.9684236 0.90100603 1.50753356 0.51862439 1.79167862 1.00508976 -0.75164829] Distance 8.977016848467102 Each least square approximations [12.09225754 -1.5779027 -1.38586203 -0.95885053 -0.44905178 3.4253604 -0.83496388 -0.42986673 -0.67006652 0.10026431 -0.46467755 0.84631536 1.78038634 0.94834401 -0.21846823 -0.51951789 0.8992726 1.43058496 0.52443582 1.84605447] Distance 6.280506870894506 Each least square approximations [10.84159948 -0.80058826 -3.41550307 -1.14709263 1.82377685 2.02043826 -2.22688441 -1.80612904 -0.29283158 1.13746137 1.16567334 1.68337233 -0.09206887 -0.28254404 -0.43675093 0.38835782 0.05020387 -1.80008328 0.99399475 0.01889068] Distance 7.687963593801395 Each least square approximations [-9.7471293 -4.13078802 -4.44938278 -1.38814037 0.77800091 2.10372804 0.7538886 0.68682786 1.42265022 -0.33361183 1.52084808 1.79050522 -2.2880739 -0.01381887 0.75541419 1.00270175 -1.4200551 1.21505876 0.28928734 -1.0851883 ] Distance 7.55283458669055 Each least square approximations [-11.36046328 5.7723927 -1.40567567 -1.12588933 -1.59889847 -1.48541402 -0.66556837 0.30424632 0.70742149 -0.36328247 0.98951814 0.07930449 1.83068371 0.91449617 0.71153396 1.14385131 0.65371608 0.90591405 -0.26594367 0.03679647] Distance 6.0222181518148235 Each least square approximations [-9.62857046 -2.37066374 5.33082528 -0.47179827 -1.71645938 1.0671131 -1.82844145 0.08371497 -1.383367 0.64367432 -0.47128964 -0.09144725 1.13726422 0.13223018 0.88805322 0.13523599 1.553979 0.33704076 0.09940347 -0.53971153] Distance 8.615065456129658 Each least square approximations [ 9.57941296 -1.87051533 4.78173851 -2.62703129 2.16506185 0.69121597 -2.46858717 0.52641392 0.6689951 2.82661188 -1.6615645 -1.10066898 -0.36361813 0.73420459 0.26940043 0.92843207 0.84917253 -3.42244842 1.18170797 0.78495758] Distance 7.148516498348608 Each least square approximations [11.27620682 5.50738669 0.59201513 -0.74024843 2.87816933 -1.98662562 -0.5326853 -0.9912031 -1.41443325 -1.85475546 -0.12093229 -1.19498603 -1.13568856 -0.70552105 0.02453223 -0.38001234 -0.05522505 0.135887 0.0470724 -0.49572084] Distance 5.930039250722563 Each least square approximations [11.79757759 -5.08726535 1.25030008 -3.02693595 0.43092264 2.58667176 -0.68742023 -1.00921151 1.13972552 1.54199467 -0.37877807 -0.80716858 -0.45422246 -0.57499739 1.46904437 0.62940228 0.13032824 0.96214204 0.25619799 1.19552984] Distance 4.687566843889786 Each least square approximations [-12.21400888 -4.53294517 -0.01584375 1.84705034 -2.58055113 -0.39471732 -1.49782876 -0.51764016 0.02245596 0.73499802 -0.90158405 0.65126102 0.19169768 -0.17656851 -0.33683711 0.38396874 -0.42613306 0.64938302 -0.16012665 1.34584922] Distance 5.395869880167798 Each least square approximations [-6.78967282 1.06712412 -3.39161361 0.28868892 -2.87626718 -4.54383064 2.2254767 -0.94139815 -3.54580377 -0.98520869 1.51749688 -0.62482635 -0.7961075 -2.24358248 -1.14938252 -0.83302411 0.08896594 0.03793376 0.27911903 1.4310653 ] Distance 9.347707082174828 Each least square approximations [ 5.71088962 2.23544239 0.63259648 -1.58178176 0.47540212 3.08933578 -1.95713141 -1.1586252 1.23530002 -3.13091678 -0.40526827 -0.41786618 1.09139668 0.78141789 -0.04114506 0.7988422 -1.12802329 0.47733095 0.64001769 0.33657916] Distance 11.637363846504218 Each least square approximations [ 5.96263099 -3.45021005 1.32732888 -4.24241562 3.71666748 0.70528063 -0.16535851 -0.91936913 1.73567464 1.18168797 1.90090578 -0.18705458 0.2448195 2.31858793 2.78184681 1.20195419 -1.30162553 1.62062914 1.57792632 -1.74485471] Distance 9.596089703907113 Each least square approximations [-4.30392501 -3.92338916 -5.25771196 -1.56264067 2.20529949 -0.47178593 1.72122004 1.65483171 -1.95941348 -1.24050835 -0.21808547 1.07494803 -0.128045 -0.91767492 1.22735893 -1.81712615 1.25450114 1.16438288 -0.66428146 0.80723604] Distance 10.768344233582038 Each least square approximations [-8.70256876 -3.21133793 3.1838399 1.16609633 -0.07797741 -0.04396217 1.73424916 -0.06485426 -2.86435183 0.63873328 -3.41538098 -0.42127459 2.36979006 0.1617381 3.76707875 -1.97188024 0.13789961 2.00968124 -2.06780604 -0.77381955] Distance 7.303738037852846 Each least square approximations [-6.0340834 -5.31764499 1.76015371 0.02196495 -2.27366848 3.32002216 -0.41688758 -1.18148776 2.16199993 1.05923936 3.43584585 2.17958004 -0.25705106 0.21659139 0.1551855 -1.48828304 1.40875472 0.44013611 -0.13344736 1.07211203] Distance 9.665378882682027 Each least square approximations [ 6.55496145 1.67594341 5.4506288 -2.76581465 1.48575045 -0.79922299 -1.28178915 0.56289193 -1.42044755 -0.78043177 2.22271048 0.41190088 2.47709175 0.63103777 -0.35939027 -0.60774113 0.12449543 -0.78068946 0.12276346 -1.33541256] Distance 10.093690344725266 Each least square approximations [ 6.15563018 -1.32932296 0.90901356 -6.74608789 3.27740828 -1.2537793 -2.48825645 2.1276447 -0.70710032 -1.49661748 0.56789076 1.28478308 -1.08030694 -1.01834619 2.18294573 0.61311205 -0.78746327 -1.27618039 -0.8111996 -1.19471221] Distance 9.033161338970183 Each least square approximations [ 6.37360155 -1.60344308 -0.19977594 -3.71082275 -1.20227342 -1.85090773 -1.97615787 0.62260336 -1.10749665 -0.77865473 -1.34039085 3.09951602 0.71842099 1.64710479 -0.74598798 0.15043006 1.62839815 2.80323181 -0.68266752 -0.39733991] Distance 10.61463294516596 Each least square approximations [-6.51431992 3.12514676 4.84857703 3.52552695 -4.16837063 -0.90022304 -0.08973698 1.30173415 1.30696881 -1.89447843 0.36728307 -1.80353827 1.43983707 -1.13048466 1.73746923 1.01829934 -1.56923776 1.8756357 0.97604997 1.60101091] Distance 8.567354855138518 Each least square approximations [-8.28798683 7.42266588 -0.85884722 2.57535297 -1.87139666 -0.73929819 0.11287787 0.50399206 -0.62330624 -3.25857657 1.8743172 -1.6752045 -0.41719642 -0.38195397 -0.25475108 1.13124646 -0.03992868 0.09378009 1.29637562 0.71342137] Distance 7.639940007043874 Each least square approximations [ 7.98998112 -1.6363772 0.82658052 -3.46856663 -3.80216144 0.33815868 -2.5338911 -1.74782291 0.76796267 0.47446202 -1.47132218 -0.42468667 -1.20743566 0.76305298 -0.37278537 1.33466252 1.60320571 2.55611665 0.36366355 -0.185042 ] Distance 9.765379391752818 Each least square approximations [ 9.34135923 0.04338006 0.98787047 -2.76262152 1.56990264 0.16278959 -2.48184167 0.21244379 0.24470199 3.02288707 0.93684996 1.5958324 0.97101956 -1.57133304 1.82936268 0.04826859 2.57080768 0.17564755 0.58016004 -0.30149325] Distance 9.165949950927997 Each least square approximations [-7.47782142 -5.12565374 -2.27567482 -3.03786098 -1.52063725 0.50843301 0.14032234 -0.26206852 -1.37788689 -1.41765605 -2.85465636 0.8354788 0.51262182 -1.14026793 0.99466446 0.4985952 -3.75383237 -0.33577139 -2.94333875 -0.35044956] Distance 8.787976455477196 Each least square approximations [-8.19602915 -0.49845692 3.0490588 -4.12600098 -1.56663177 -2.69087174 2.73057796 0.64077847 3.12379436 -1.06427654 -0.85012671 1.58615119 -2.00973031 1.40343582 -1.04020231 1.22611942 0.95130743 2.38486112 -0.56552841 -0.54011974] Distance 8.590594253713412 Each least square approximations [-9.44002023 -2.70807555 2.86934604 0.64273623 0.86391886 -0.92153499 3.2497163 0.02578778 0.6947849 0.06198418 1.24495402 1.81655171 4.44030492 -0.11142076 0.24596584 1.14050508 -0.35947107 1.37858349 -1.19106145 -1.23059295] Distance 8.148114158360471 Each least square approximations [12.65511496 0.43565116 2.65364006 5.05558877 -2.0365203 -1.40096535 0.3266778 -0.44805249 1.18891703 -0.15778674 -0.47546914 -1.43733528 0.65800521 0.20779186 -0.12622836 0.22088339 -0.60212631 -0.07811156 -0.36166601 0.17220064] Distance 3.297132620330679 Each least square approximations [ 6.48510715 1.83153642 0.11764107 -1.94709991 3.02644986 0.4958319 -3.11704393 -3.02858424 1.06331714 -2.35352126 2.57390898 -0.46873856 -1.86922334 1.3878126 0.863332 0.0784537 1.68346161 -0.35710741 0.5517955 -1.2353314 ] Distance 10.63220778205243 Each least square approximations [ 8.83755321e+00 4.27525187e-01 -1.90993554e+00 -3.23517240e+00 1.01707329e-01 3.12422105e+00 -3.55908823e+00 7.36953061e-01 2.15603358e+00 -1.63941111e+00 2.08371378e+00 3.50107513e+00 1.89709026e-01 1.63435061e+00 2.26159383e+00 1.43667212e+00 -4.91850940e-03 6.37777905e-01 -5.13525937e-01 2.38272874e+00] Distance 7.7124319193020945 Each least square approximations [-7.05464028 -0.66345904 -0.26859485 3.33527021 -3.04853792 -1.11777165 1.15209246 1.7878631 0.58771825 2.87574905 -2.57725302 1.04873212 -2.15840956 0.19667572 0.68676993 2.60913182 -1.72426625 0.48287287 -0.55576137 2.79467723] Distance 9.944904189068522 Each least square approximations [-6.42467097e+00 5.50716713e+00 -5.44130069e+00 3.05150124e+00 -2.38973776e-03 -5.05889791e-01 2.28417347e+00 -9.99895696e-01 -2.91924893e+00 -1.63481610e+00 5.87271973e-01 -1.79350577e-01 7.25287471e-01 1.90162044e+00 -1.14850524e-01 2.53640953e+00 -3.78348324e-01 7.40206594e-01 -2.98273994e-01 -1.70480571e+00] Distance 8.455607059304226 Each least square approximations [ 1.00277195e+01 -7.46464068e-02 -4.28056674e-01 3.85390424e-01 -1.55392605e+00 3.98690427e+00 -1.78603323e+00 -4.50815403e-01 5.14485685e-01 -8.13554721e-03 -3.36697869e-01 -2.57358685e-01 -1.92920300e-01 2.12744125e+00 -2.99318010e-01 1.09923378e+00 1.56039170e+00 2.51128135e+00 6.37868809e-02 4.24338858e-01] Distance 8.747302059628911 Each least square approximations [ 9.42774493 -1.00854517 -1.65261121 -1.46970262 4.0758837 3.62528933 -1.7772231 -1.27364356 -0.31766582 1.95357102 1.20990911 1.0190287 0.6994143 -0.82744372 1.39308394 -1.12957545 -0.44655267 -3.19971783 0.14194002 0.12764537] Distance 7.983164369110905 Each least square approximations [-8.57194654 -2.72915808 -4.5833681 -2.80770286 1.39736212 0.07826324 1.00499358 1.17717947 0.96884398 -0.56105612 1.3251396 3.93094012 0.15462624 -0.34657852 1.60234727 0.02112641 -1.44496469 0.35955758 0.08207535 -1.18050746] Distance 8.682120016503866 Each least square approximations [-11.87865696 1.73406598 -2.41384223 -2.78113185 0.64450113 -1.2860554 2.27727854 -0.28131415 2.60496396 -1.03459433 0.26031294 -0.9152737 0.89007891 1.09504803 1.39815909 -0.03244512 -1.068598 1.32032801 0.35354788 0.58844301] Distance 5.768130571627268 Each least square approximations [-9.86421243 -3.29085763 4.11456384 -1.78074017 0.36065397 1.35032459 -0.55608809 -0.24981476 -0.03516411 1.64102546 1.32896535 1.84876948 2.08340492 1.02023595 1.56356043 0.98998375 0.20466559 -0.39480019 -0.44883686 -0.28565588] Distance 8.162013091962894 Each least square approximations [10.02728447 -1.3064466 4.1050377 -0.0896118 1.27653772 1.07802379 -1.94614609 0.84173455 1.82106449 2.69901753 1.15542667 -1.1382972 0.2755308 2.20226922 -0.45691081 1.61918243 2.94101997 -2.67806733 2.81344454 -0.38314399] Distance 6.56274901475166 Each least square approximations [11.18063026 4.23200126 -0.80598881 -3.19154597 -0.26854105 0.07906341 -0.46178009 -2.90066685 0.01296734 -0.68080873 -0.49492471 0.59791351 -2.57912037 0.03815282 1.47166048 -1.01808842 1.38678972 -0.37103499 1.42805512 -0.64304539] Distance 6.037316464155734 Each least square approximations [11.02745317 -2.01100009 -0.73649986 -2.53486237 -2.68222 1.26580137 -1.61443024 -0.506009 0.74932732 2.16085377 -2.37418304 1.23298385 1.37363211 -0.28224367 1.24217043 1.15609287 -0.97850386 0.40788878 -1.21598349 1.96522756] Distance 6.809390121054113 Each least square approximations [-12.32509578 0.33365796 -0.31905097 4.1100923 -0.08074771 0.22450133 0.85122499 -0.02629507 -1.59347176 -1.02468552 -3.4693588 0.71374302 -2.45366501 -0.07568101 1.25853069 1.87445801 -0.56189316 -0.6465461 -0.13191456 1.9973213 ] Distance 3.5421316889032335 Each least square approximations [-4.33279089e+00 2.44451141e+00 -6.35336349e+00 6.74321827e-01 -4.07241849e+00 -1.82351313e+00 1.10465761e+00 2.92775095e-01 -2.03312638e+00 4.63771982e-02 4.72048519e-01 1.74266460e+00 -2.31096829e+00 4.14168649e-01 1.53787108e+00 3.49080058e+00 -2.10120145e+00 4.00428298e-01 -5.57207320e-04 -1.75331730e+00] Distance 9.711543825433148 Each least square approximations [ 7.88767218 2.91743918 -1.54881446 -1.63229952 -1.89748315 4.13126921 -0.35690997 0.13689705 -0.86045417 -4.08301598 0.48181603 -0.93936593 1.03649197 -0.36426561 0.3630462 0.17515575 0.40690748 1.0875375 -1.30980911 1.45211389] Distance 9.722877142284643 Each least square approximations [ 7.14254532 1.79748543 -0.46433516 -6.44076059 2.67139707 0.88155417 -1.29375972 -0.19664997 2.16880802 -2.6194305 -0.5836085 1.52703313 1.14468508 0.19931613 1.00206642 -1.33875395 -3.71281532 0.51974754 0.24427439 1.18119902] Distance 8.760159655109078 Each least square approximations [-7.5033002 -1.55791198 -3.73590562 -1.15354613 5.18185994 -2.18425183 4.16604769 -2.6369852 -1.25040438 2.95390467 0.41668251 0.02551953 -0.90369485 -1.01770158 -0.25104815 -0.04801918 0.33559429 0.96941296 -0.89545774 1.11690951] Distance 8.412908553521422 Each least square approximations [-8.47825799 0.28315 -0.13485226 0.16529877 -4.02901356 -0.49500436 -0.73530724 -2.2227164 -0.16308812 1.25741231 0.75210213 -3.89763439 0.64910118 2.70371724 -0.40062771 0.51292017 0.83873046 0.19892843 -2.99597847 0.02362891] Distance 9.327447543666725 Each least square approximations [-7.42540283 -4.26947879 1.46862201 -2.28393504 -4.41481007 -0.04797188 -3.69635842 -1.05126096 -0.31137755 0.67216735 0.52383472 0.36488489 2.04175692 1.03889941 1.01765387 0.834688 -0.7226078 -0.03079269 0.32459077 0.24923759] Distance 9.621834495311106 Each least square approximations [ 6.74201245 -1.60496372 3.34083905 -2.83667293 4.83182528 -0.83569058 -3.44705913 -1.73607519 1.02299293 1.62861112 1.45167108 0.25007592 0.37060384 2.72806388 0.16812453 -0.04014107 -0.14506293 -1.49210794 2.31952225 -1.38424231] Distance 9.327626418844496 Each least square approximations [12.03659685 -5.9567549 3.99959173 0.25739289 0.50788627 -2.55514431 -0.29804865 0.05372622 1.23600322 -1.08416173 -0.77723394 0.20411429 -0.31567465 0.22627028 -0.95906558 0.10392079 0.18565633 0.07422346 0.4141076 0.41415606] Distance 2.8441197578198683 Each least square approximations [ 7.24388445 -1.82580582 1.53105356 -3.7162159 -3.36219685 -2.70697836 0.4714058 2.16836428 3.74345317 0.47307576 1.69554246 0.19590861 1.77388203 0.18616593 2.53085719 0.31803638 2.82376319 1.20601174 -0.58625412 0.41284158] Distance 9.160129414022274 Each least square approximations [-9.54964528 1.54183685 4.63694508 -2.54153485 -1.26762183 -2.30102179 -1.88116003 3.07647224 -2.51167589 1.94963644 -0.20521525 2.13527352 -0.7579777 0.15794263 1.64976314 -1.35867147 -0.75546988 1.0258069 0.66637932 -1.04858268] Distance 7.191855791982383 Each least square approximations [-8.16408387 -6.04544531 1.2540266 5.57817958 -0.84679047 -2.90296746 3.41842924 0.74379863 -0.13909165 1.6732434 -1.08694643 -1.51444315 2.03231006 -0.3011007 0.57034217 -0.88199516 0.11594576 -0.34992796 -0.60201947 1.20929731] Distance 5.0104892876314 Each least square approximations [ 4.65206446 1.05557111 -0.83123099 -0.38518003 -0.51599544 0.19345179 -2.01981972 -0.60695972 -0.22890148 -1.38042395 -1.19674209 -0.61949889 -0.82476284 0.47868848 0.82820717 -0.22193346 -1.86067572 0.77091282 1.98131591 -3.17144958] Distance 12.006242500435741 Each least square approximations [ 5.31791881 -1.9612253 1.25400993 1.95936971 1.44968155 -4.86536392 -1.76509555 -0.99020712 3.620991 -0.04428898 4.06407869 2.40736296 -1.10479351 -0.14946421 0.54592678 0.07735627 0.18529292 -0.31073626 2.85970296 -0.19378413] Distance 9.122980688659522 Each least square approximations [-3.97711932 -2.149679 -2.66022131 -0.97635048 -4.26507546 -0.21534358 4.06772215 0.68593375 1.01874044 -1.48662281 1.55457581 -1.93999165 0.24853928 -1.44472752 -2.61202238 -1.32163514 -2.26866101 0.1160895 2.3177302 -1.11997196] Distance 10.014972318820218 Each least square approximations [-3.97202841 1.35170518 2.06966334 0.62053078 -2.14512782 -2.25821247 -2.42824143 -0.03163002 -2.64852276 -1.12627398 -1.82937436 2.92993401 2.27471993 -1.81006863 1.43758071 1.50180304 1.51618329 1.2713479 -0.32704253 0.73694218] Distance 10.97871196020458 Each least square approximations [-5.29420909 2.02112586 1.80620558 5.75972924 -3.09584966 3.18580836 -0.20665657 3.3100341 2.98539958 0.08406877 1.66440375 -0.72646223 0.20129029 0.67700558 -0.33191186 -1.84033262 0.96426132 0.39173847 0.40642003 1.12254991] Distance 8.828944058421742 Each least square approximations [ 4.32739424 3.06761853 1.21892698 -4.14009735 -0.37710029 -2.41074491 -1.79413385 3.1203316 -1.44605782 -1.58084785 1.45835393 1.83841978 -1.10332219 -2.6496015 0.26091985 0.86837674 2.52154894 0.97925902 -1.42577897 1.74991861] Distance 9.935519335189053 Each least square approximations [ 3.62520042 1.44059039 -3.45599961 -3.36948453 4.28348213 0.5905025 -0.83295799 1.24518074 -0.32239515 -0.96039145 1.10801689 -0.66258145 1.42184944 -2.35411568 -1.57590606 0.36896774 0.38846777 -0.42165477 -0.68185128 1.44558036] Distance 10.98817824880805 Each least square approximations [ 3.94192157 -1.14591516 -0.89637425 -0.77152243 0.73321682 0.68062388 -1.8011566 -3.37415453 -0.39135606 -0.24604714 3.16826822 1.25507367 -0.30192046 0.31134641 -1.42372033 0.55181438 0.67435374 0.48545692 -1.56055314 -1.28148847] Distance 11.956611761643357 Each least square approximations [-4.01888489 -0.9640464 1.22710647 1.25781043 -2.14364082 -1.67411794 -0.24444264 -0.27535548 1.31865586 1.10142914 1.9919974 -3.73719501 2.40068542 0.5253142 -0.80616335 0.04745849 2.33168533 -0.99889718 -0.83550325 -0.52877348] Distance 11.54396096848904 Each least square approximations [-5.77694141 5.48377451 -3.38495077 1.655633 -0.32010055 -3.39182101 1.7863614 -0.21401037 -2.55938062 0.78826227 -0.01873246 -0.13141383 -1.57712885 -0.00691236 -0.82471091 1.71780868 -2.59300502 3.19822325 -2.42080537 -1.0893816 ] Distance 9.247692800063335 Each least square approximations [ 7.81863084 1.28839413 -2.20844723 -0.04557227 -0.37962806 4.6349555 -1.34273717 -2.03256563 2.35139099 0.17589641 1.78342813 0.47918118 1.86444135 0.69413097 -0.57888759 0.18189617 0.61984082 0.24842232 1.29967995 0.23712537] Distance 10.227193920456367 Each least square approximations [ 7.46985971 -1.49474805 -0.28726342 -3.05466227 3.35727079 2.36783092 -2.76458362 -3.08756725 0.6089679 1.3751672 -0.62975817 0.28184416 -0.05488188 -1.03350638 0.46694 0.79344186 -1.77292428 -1.43409726 -0.03735447 1.09147722] Distance 10.13730190285067 Each least square approximations [-8.45835267 -3.26277651 -2.01426374 0.6652883 0.70396897 -0.12956782 1.42984615 0.20624963 0.10484952 0.55485099 1.05884566 4.6406609 1.2044955 -0.80574493 -0.10595726 -2.49465254 -1.03001888 1.87655523 -0.8930886 0.1465085 ] Distance 9.450619227412751 Each least square approximations [-12.07327578 -0.1300072 -4.61077507 0.29699292 0.57713957 -2.59241986 -0.39557556 -0.20713345 0.55544685 0.15415331 -0.57777477 -0.14581414 -0.33749326 -1.64746861 0.16220937 0.13698735 0.23344561 -0.26548643 -0.31663985 -1.21560932] Distance 5.972414002476479 Each least square approximations [-8.80141998 -1.94703726 2.2395668 -0.04780197 -3.86867016 3.43100632 0.54272035 -0.51350007 -1.07259985 1.95630666 0.15613771 0.82547902 -1.03629334 -0.10393589 1.29067258 1.90582284 -1.30818953 -2.12432217 1.63049398 -1.24973395] Distance 8.90132276989387 Each least square approximations [ 7.42153190e+00 -4.03689376e-01 3.63101343e+00 -9.53629425e-01 4.42258484e+00 2.31590317e-01 -2.91296993e+00 1.00130545e+00 -7.02149477e-01 2.70530463e+00 1.05713822e+00 -1.30420928e+00 2.11734883e+00 1.37227527e+00 3.21119947e-05 -1.54213610e-01 -5.03467641e-01 -1.45395250e+00 8.79913677e-01 -1.48790161e+00] Distance 9.721220809846214 Each least square approximations [10.43936396 2.35584251 -1.91552499 -3.95962683 -0.67827439 0.95880495 0.28046378 -0.63118424 -0.07433332 0.14456414 -0.98007104 0.70653392 -0.03528348 2.05752443 -0.85708977 0.37701772 -0.58422974 -0.09154164 0.29545345 -1.78482977] Distance 8.328256608760011 Each least square approximations [ 9.28324637 -0.85489216 0.52382112 -2.76904601 -0.56424522 -0.76878254 0.57567237 -2.99877901 0.83311515 3.23072369 0.33606417 1.10436314 0.0419107 1.70778214 -0.7940088 3.74051736 -1.33413502 2.22306402 -0.85368847 0.1974229 ] Distance 8.528514098299532 Each least square approximations [-11.83127501 1.3683849 0.65393017 0.08199437 2.67371568 -0.23197168 0.53740128 1.15109341 0.57677649 -0.17616452 0.61938183 -2.29208946 0.1057721 -0.69689666 -0.15945657 0.90798861 -1.6580014 0.78110257 1.55769658 -0.56148183] Distance 7.124875599943646 Each least square approximations [-9.47805423 4.84234602 -0.03737034 -1.60189699 -0.77305469 -2.1946036 0.54317828 -0.53025716 0.51149202 -1.74337479 2.64187297 -1.77015896 -1.05958236 0.14193674 -2.02667282 1.52018558 0.86916297 0.37594926 0.95139052 0.35150556] Distance 7.986192182907908 Each least square approximations [ 6.42840615e+00 -6.09734736e-01 -1.68571267e-01 -3.36624377e+00 -1.87716993e+00 -6.74561047e-01 -1.25531906e+00 -1.42600044e+00 -1.66055538e+00 5.65491894e-01 -1.69312901e+00 -3.66905240e-01 5.01859652e-03 1.55776152e+00 -3.75019949e-01 1.99588024e+00 1.38947181e+00 2.46104041e+00 2.93020128e-01 3.45956398e-02] Distance 11.277023533373061 Each least square approximations [ 8.43791769 1.10748335 1.91030638 -1.76303118 1.70851313 -0.16719007 -2.36187951 0.55236958 1.04099192 3.69520067 0.77297291 1.95664452 0.98903761 0.18206866 1.35463663 0.87085582 3.35239277 0.4967812 1.58162476 -0.31910217] Distance 9.145964030965182 Each least square approximations [-6.94901568 -2.00752655 -2.1171746 -1.62466327 -2.39209645 -0.72050757 1.46638609 1.22301387 -1.74211961 -3.06252347 -2.85313465 0.19254929 -0.59350175 -1.49269597 1.82136353 0.88889504 -2.859129 -0.76375409 -2.02470353 -0.01362244] Distance 9.952595451704891 Each least square approximations [-7.11111616 -1.17775551 2.31287688 -1.97067966 -0.83777293 -4.67867469 1.44533163 1.5473033 1.13526304 -0.99797803 -1.70290084 0.25835848 -1.77118089 0.34266873 0.75679984 2.93769431 0.23767025 1.70938884 -0.5184868 -0.64062859] Distance 9.944337115679325 Each least square approximations [-8.35706201 -0.70786594 0.01635572 -0.28316042 -0.14084881 1.53365684 3.2532574 0.98973943 1.23165516 0.01997123 2.81684282 2.39918303 4.13752041 -1.08198022 0.24499921 -0.94883742 0.09024441 2.66924161 -0.87876688 -1.25206095] Distance 8.957181116998735 Each least square approximations [10.99496446 5.5272477 3.37565915 4.23232266 -1.47006434 0.58068881 -0.54394967 0.43994917 -2.1547875 -0.34039339 -2.15076069 0.10892406 -0.65497939 0.76303408 -1.24894279 0.34093168 -0.73802594 -1.03468281 0.24601919 0.70270621] Distance 3.245113209056 Each least square approximations [ 5.51208584 2.17331416 -0.57047052 -1.0738605 2.65152638 0.42212978 -4.05568377 -2.11272723 0.76630736 -2.97048831 0.66984455 0.81322699 -1.76797005 -0.77487618 1.21463607 0.70512741 1.75474676 -1.23010187 0.65118193 -0.421434 ] Distance 11.0634382458908 Each least square approximations [ 7.56654302 1.57192095 -1.81351969 -5.45066427 -0.57705858 3.89883866 -3.07420343 -1.00996503 2.08149179 -0.90621331 -0.05063991 2.76173915 0.11145734 0.85029748 0.3590982 -0.01681346 0.14325006 -0.76790633 0.30414449 1.72240815] Distance 8.513217228533769 Each least square approximations [-6.22723447 -0.97799384 -0.5483594 2.71448086 -4.63875664 0.08790404 1.85238306 2.39627638 1.30883836 1.28799224 -1.16583607 0.77947417 -2.44231982 -0.11376628 0.84866162 2.43659096 0.11324609 -0.35512106 1.05525535 2.59682616] Distance 10.219893865115774 Each least square approximations [-5.88393298 4.77125684 -2.31686155 0.85440367 -3.44564048 0.20916315 0.80385862 -0.61365431 -1.93292901 3.01160246 -2.5902998 0.83698345 -2.22993389 1.2758348 1.01280127 1.78994197 -0.50865855 2.50808091 1.32802498 1.23433139] Distance 9.39362932177958 Each least square approximations [ 6.16543921 0.12465742 -1.15075413 -1.52965108 -0.7251287 2.14051243 -1.91989601 0.95845957 0.74827974 -0.84199211 -1.39174031 -1.01130486 -1.12636653 -0.05642037 0.14018862 -0.61949745 0.59225932 2.69501363 -2.05599464 0.68744847] Distance 11.65861494026541 Each least square approximations [ 9.65220246 3.59082709 0.95851306 -0.86314734 2.92298142 3.20952253 1.49224354 -0.07996722 1.12543288 -0.8513004 2.83702278 0.75499592 2.35051864 -2.82803501 -0.07449222 -1.53544178 -0.70308447 0.92202965 -1.91360558 -1.05749672] Distance 6.642577954796256 Each least square approximations [-8.92637492e+00 -7.10927193e-01 -2.14963592e+00 -5.76333811e+00 -1.87662035e+00 -1.09342907e+00 1.62579826e-02 -2.28698126e+00 6.32763217e-01 -1.59295589e+00 2.53658152e-01 7.35762807e-03 -2.14563043e+00 -1.37524120e+00 2.32753422e+00 -6.07732288e-01 3.19364278e-01 -8.19312151e-01 -4.06188740e-01 3.49461228e+00] Distance 7.010005197980882 Each least square approximations [-8.03967717 -1.59522994 0.85438549 -1.37417213 0.40708791 -0.2247901 -1.47860445 -0.35964503 2.24578999 0.36704991 2.88854658 1.91352128 -2.65184817 1.18954734 0.05898186 1.63670372 1.58889449 0.71170566 0.73493117 -0.0340954 ] Distance 10.066196805638658 Each least square approximations [-7.28743891 -1.8317542 2.50886435 1.72733105 -0.20224351 -1.49682214 -1.44160208 -1.43300903 1.12143965 -3.0851406 2.37235078 1.03353104 3.27503888 -2.54805517 1.03041117 -0.50977339 0.86587928 -0.11191674 0.23874459 -1.12230091] Distance 9.762228116350348 Each least square approximations [ 7.49405874 -1.81314392 2.66569054 0.89891624 0.76879873 0.15379759 -3.45612116 0.25798423 -2.69190571 -1.56162943 -0.64969273 -0.48867914 0.27394959 0.17247229 2.75334248 -0.43873085 1.27884062 -1.77022726 -0.21813469 0.5674734 ] Distance 10.109103112526583 Each least square approximations [ 8.83357302 1.70576718 -0.26274619 1.76585731 0.1804734 0.86083899 -1.96016925 -0.36280998 1.72521659 0.41664191 3.65589756 -0.68206616 -1.05347058 -0.98253128 2.41123799 -0.08115206 -0.20337423 -1.51918397 -0.76938433 -0.21015696] Distance 9.423735989551238 Each least square approximations [ 9.01939811 2.5956297 -2.79956226 -1.43016957 -0.81924666 1.72698179 0.15109117 1.69751736 0.07658674 1.41502649 0.09551583 -0.30924167 2.81946009 -2.22588651 0.20695596 3.03820964 2.58595297 0.10403832 -0.83117392 2.54502282] Distance 7.928497948745652 Each least square approximations [-8.26510196 0.87760782 0.48371238 -0.27722192 -3.15136951 0.67101654 3.61137316 0.20398484 0.67476533 1.19344758 -2.87892205 1.3024262 1.14406194 -1.33046092 -0.69922854 -1.40968114 0.23555517 -1.26016061 -1.16381444 -0.41427417] Distance 9.596793548739234 Each least square approximations [-6.19973327 5.18305525 -2.46808577 3.20449483 -2.84843829 -0.45684092 -0.20838608 0.26392843 -3.61861256 2.55769392 -0.40860417 -0.85037067 2.19911547 -0.07927217 -0.0643543 1.62263089 0.11674605 1.73103625 -0.35369668 -1.4654525 ] Distance 9.42572746209821 Each least square approximations [ 8.68872679 -3.62830016 -0.15359856 -1.2499745 -0.91923103 1.06008451 -1.47190946 -0.59474035 0.10375026 -1.22640925 -2.89139377 0.52017076 -0.04322918 0.82199872 0.19165346 1.08095815 -1.12109676 0.13111055 -0.54980229 0.80782427] Distance 10.160629237359105 Each least square approximations [ 9.05006771 1.7948621 -1.87366928 -0.50968118 1.56780205 0.47113252 -2.69702687 -0.20575169 1.30413519 2.20372019 3.52497224 -0.56556416 0.83479807 -0.61472272 -0.78034376 2.5816544 -0.74844102 0.15667958 -1.17349774 -0.93487345] Distance 9.102218319394938 Each least square approximations [-10.15989001 -5.39774816 -0.37918946 -1.72368256 -1.50372846 -0.01694063 0.98200738 0.36954833 -1.11001208 3.67521592 0.1751523 2.19744888 -1.03479138 1.27660761 -0.17693801 1.28446972 -1.32203456 -0.42999452 0.13287168 0.68462379] Distance 6.855170320931355 Each least square approximations [-8.56923761 3.83900404 -0.66610095 -1.63528857 0.72617281 -1.75028325 -0.02219904 3.01186805 0.25764675 2.14406079 1.54225655 4.04994627 2.27770239 -0.48536661 -1.97816917 0.83874393 -0.40824517 1.29036536 -1.31354829 0.01605824] Distance 8.440222754648282 Each least square approximations [-9.59668634 -1.39302781 2.2597319 1.03293121 -2.97790331 -1.47066378 1.04730902 1.23048029 -2.51184673 0.28062935 0.418051 1.58163799 2.21254689 -1.68506732 -0.9271823 0.44825729 0.51841385 -2.88985066 0.10310288 -0.64612154] Distance 8.453949385484757 Each least square approximations [ 7.66083055 -1.49407152 4.59432982 0.21930586 -0.8197876 0.79049262 -0.59440156 2.04762095 0.9743077 0.5473845 -0.4721107 -0.48043924 1.20689206 1.51395415 0.25989177 -0.80057928 -1.34441699 -4.61968913 0.62514978 1.17241863] Distance 9.655856530382668 Each least square approximations [ 8.61667099e+00 3.36144902e+00 -2.12559834e+00 -8.38299317e-01 2.14705024e+00 -3.38656947e+00 -4.83961689e+00 4.76136897e-02 4.30952914e-01 -2.89248000e+00 2.45733855e+00 -7.53328656e-01 -2.06863464e+00 1.28774317e+00 -3.05102628e-03 -1.77554635e-01 -6.74899580e-01 -6.59799733e-01 1.68014942e+00 -1.73615327e+00] Distance 7.355534137754031 Each least square approximations [11.37486502 -2.2401474 -2.35531401 0.50685684 1.18223877 1.93127344 2.04267171 -2.86841074 2.42892332 -2.280951 2.62132627 0.53234997 0.65721569 -0.88868252 -0.51256077 -0.07995303 0.54498361 0.46567797 0.44776749 -0.62591611] Distance 5.799749234608757 Each least square approximations [-10.3936923 -2.57091179 -1.28743763 -0.111785 -1.89128414 -3.69911873 2.11586606 -0.9336571 2.80743915 0.5202017 -0.05997933 -0.12024865 1.09865348 0.47503788 0.61175966 -2.96077571 -0.0562862 1.00576536 -0.46745768 1.14913302] Distance 7.212104563868437 Each least square approximations [-7.59372995 2.0983511 -1.87071717 0.77053506 -0.42260964 -0.24427001 -3.5284473 5.14663256 1.48646839 2.49179717 0.2733339 1.17787909 0.47225179 -0.19825312 -1.67607696 2.84663741 -1.17504369 -0.27883683 -0.07173719 -1.49385204] Distance 8.45704900951526 Each least square approximations [ 5.61037181 -0.36075446 -0.16986368 -0.11611193 -1.88084067 1.46299215 -2.41202156 -1.05296999 -1.58686898 -0.43416075 -3.01657774 -0.08738388 0.11226899 -1.462764 1.01953748 -0.08822987 -0.09707007 -0.85201223 -0.73478055 -0.98263777] Distance 11.836472255673481 Each least square approximations [ 7.63306313 3.20616372 -1.39501765 -3.49524169 -1.86005976 -4.10081548 0.82069149 1.51059189 -0.03024435 1.28246831 2.46067181 -0.2073342 -1.37350805 -1.53493822 -0.86253049 -1.41090463 0.53413316 0.04451501 -0.0392703 2.27645756] Distance 8.68792616836899 Each least square approximations [-9.26859432 -0.84700973 1.97977031 3.6558359 -1.35358203 -1.31166707 4.88947532 1.28225823 -1.54246457 -0.56054255 -0.83616701 -2.35264706 -1.62769289 -1.3258141 -0.85528005 3.07294642 -1.18197806 -1.35051711 -0.05848848 0.78621701] Distance 6.422248546314077 Each least square approximations [-4.1398564 3.08979667 1.73783294 -3.53852634 -1.38349555 -0.30877829 -1.12141988 -0.56393725 -0.05192591 1.11328039 2.11548666 0.96739723 -0.55028392 -0.74603848 -0.41719751 0.26489978 0.85059562 1.56771517 -0.69493584 -0.22718595] Distance 12.013557820396935 Each least square approximations [-7.51423713 3.10497101 -0.27472439 -2.98329312 -4.00998827 1.59068906 -0.16865772 2.59861335 -2.52261424 -2.52311791 -1.81106013 2.54457493 4.18809083 -1.02498829 -0.88272588 -0.27245485 -0.66160846 0.82839499 -0.91835532 1.62549139] Distance 7.389170632736694 Each least square approximations [ 7.04753307 0.74227839 0.2507473 -0.57961083 1.15559562 -0.11261094 2.35707795 2.11792486 -3.10666024 1.61116887 -0.50129244 3.03358765 1.04782081 -0.5126284 -0.95863989 -1.47595686 -0.0151295 0.08278374 0.01801618 0.14252797] Distance 10.64967841964495 Each least square approximations [ 5.4831235 1.02657394 1.70225381 -0.30010543 0.89437801 -1.65880885 -0.91088712 0.14670685 1.96550085 -1.60065183 3.2368327 -2.30921078 -0.79245953 0.53923076 -1.59178519 2.48295825 1.24308055 -1.55515474 0.52102135 0.6412726 ] Distance 11.251745910346024 Each least square approximations [ 6.62033809 2.2624637 -1.04627113 -3.35695939 4.13942975 -0.70087832 -0.76255323 0.51136061 3.77496645 -1.55375714 1.49844915 -1.82681708 -0.15018926 -1.24431317 -0.93293327 -0.10734348 -0.03887221 -0.13733032 -1.45944736 -1.01818677] Distance 9.692377238020102 Each least square approximations [-5.44873075 -2.62293054 2.27321487 -0.75912984 0.57081412 -2.78327901 -0.07761725 0.03533892 0.64208211 3.25987829 0.12571685 0.60834954 0.35957252 -0.39629165 -0.457717 -1.0058151 1.4454908 -1.16427473 -1.94108343 -0.71183532] Distance 11.426538133470444 Each least square approximations [-7.76962586 5.29208512 -3.07733154 2.37451616 -1.65492329 1.76469819 -0.30980498 1.7192863 -3.69451066 1.34478043 -0.20159785 -1.23371776 3.51397253 -0.28095706 -1.68360793 -1.99035714 -0.3380931 0.52762903 0.68825619 -1.59734534] Distance 7.569517071980411 Each least square approximations [ 7.23918196 -2.75384056 2.04021981 -0.8573716 -2.42331402 1.55189293 -3.30835415 -0.01990397 0.05030268 -0.2256662 -2.8978114 0.25632431 -1.30429691 0.98541003 -0.00966668 -0.40805286 1.91786587 -1.88327227 -0.4163205 -1.34674868] Distance 10.23058002369255 Each least square approximations [ 7.84553546 0.19714026 -3.18423928 -1.03920372 2.38620205 -1.84553852 -2.08442238 -0.05157755 1.66671741 3.77952007 3.96584737 -3.02449216 0.5899179 -1.95685693 1.83958261 1.12578348 1.34555062 0.24910634 -2.63896767 -0.41350995] Distance 7.956928637182946 Each least square approximations [-9.82024276 -4.16621341 -0.96502434 -1.95413753 -1.64661313 -0.32493532 -2.06185241 2.43827803 -2.86527269 1.81006086 0.84574644 0.57208237 2.87653011 -0.70628637 0.48655639 2.14414991 -1.69465399 -1.2175251 -0.02348526 1.14668453] Distance 6.780999116688644 Each least square approximations [-7.44145051 2.20775373 -0.28716091 -3.42746559 -0.29725298 -0.50756408 0.25736578 3.09751281 1.31960954 2.74581505 0.08718958 3.95069519 0.4254942 -2.2745101 -2.11952819 -1.68363585 0.40357296 1.11964146 -0.06777991 -1.54618799] Distance 9.266585081651522 Each least square approximations [-10.75384287 -1.40494697 1.18050645 0.41490269 0.66685666 -1.33673485 1.94384308 0.31303542 -0.50532727 -0.19311166 0.36170059 0.84651277 0.85663367 -3.33544746 -1.58360306 -0.52781661 -0.98018995 -1.85354652 -0.45105527 -0.13360014] Distance 7.978059164785152 Each least square approximations [ 8.6613339 -2.67272173 2.54697594 0.92952407 -2.12552029 1.80083509 2.39618808 1.05211298 -1.60939624 -0.98781309 2.24953613 2.42173459 2.18748905 0.23944096 1.26711703 -0.90565762 -0.83914877 -1.9255275 1.08412765 1.3631554 ] Distance 8.71882759722562 Each least square approximations [ 6.34023292 3.3472448 -1.26948036 -3.51856504 2.18232345 -0.89453153 -3.80190102 -0.37675923 0.93818834 -2.7607685 1.29198576 -0.81235466 -1.08584072 0.58975496 -0.39993725 0.81270164 1.2446417 -1.20149539 0.79347708 -1.61099041] Distance 10.217423158138438 Each least square approximations [ 1.09940899e+01 1.39378735e+00 -4.12733784e+00 2.97857208e-01 2.65057011e+00 -1.01197837e+00 9.10079556e-02 -3.07410109e-01 -8.48882858e-01 -3.36898316e+00 3.27666372e+00 2.56579879e+00 9.17148495e-01 -6.89250523e-02 -9.53159212e-03 2.27025820e-01 -1.17657418e+00 -1.37514791e+00 -2.69819051e-01 -4.66679372e-02] Distance 5.255317509778935 Each least square approximations [-8.68724575 -1.40434824 -1.06125954 2.06462724 -0.83685188 -1.83268309 1.66243952 -1.43488696 2.17131465 1.68266907 0.04396709 -1.53896065 0.30045925 0.79640801 -0.14489723 -1.74661031 0.15108126 -1.59871877 -0.37782612 1.1330852 ] Distance 9.995825877356376 Each least square approximations [-6.59025363 4.27831629 -3.74001526 0.60392048 -1.25967311 0.7167245 -3.97703117 4.95037514 -0.32208763 2.38015992 -0.41524286 0.54204171 0.75002238 0.05913441 -1.15326313 0.63383001 0.41473453 2.42256654 0.15045694 0.55606895] Distance 8.181401878481756 Each least square approximations [ 6.82510305 -1.824283 0.30253724 -0.32755169 -0.52534623 0.62951834 -2.60331913 -1.04724841 -1.25776428 -0.22284234 -3.46097482 0.78908027 0.14428893 -0.43013279 0.19846827 -0.16941419 1.18993675 -0.86829384 -1.35226546 -0.54292609] Distance 11.085905899132658 Each least square approximations [ 8.41844569 3.53874905 -3.60224408 -2.79654703 -1.41104521 -1.65738914 0.51924589 1.41739716 -0.91133572 1.44254827 2.2505843 -1.63840179 -0.50050344 -1.63578343 0.6366755 1.09343671 2.09116074 0.80430153 -0.03753076 1.401658 ] Distance 8.183624949507783 Each least square approximations [-11.17242158 -2.0306106 2.59130178 1.57311014 -1.12113997 0.29595778 -1.61825506 0.83161188 -2.18225866 -0.3599282 -1.59147581 -3.17781662 -0.92103185 -0.07610017 -0.36364888 2.41707477 -1.32230379 0.55182105 -0.0473652 1.65839918] Distance 5.329565996139268 Each least square approximations [-5.66798454e+00 3.36043252e+00 1.45683288e+00 -3.05740543e+00 -1.21156675e+00 -6.33534660e-01 -1.37070955e+00 6.07315891e-01 -2.35801162e-03 1.21867582e+00 1.86260608e+00 2.80056238e+00 -1.64291959e+00 -1.16920353e+00 -2.22875328e+00 -8.98987423e-01 1.09297561e+00 1.09287966e+00 8.39120233e-02 -1.57280513e-01] Distance 10.783624691473376 Each least square approximations [-8.94316898 0.75204317 -0.76797809 -0.95940187 -2.24217193 -0.68887264 1.3737692 -1.57920861 -2.72933079 -3.01008408 -3.27371453 1.20205519 3.28038523 -2.89314706 -0.51093774 -0.24326061 -1.33491732 0.72487085 -0.14501957 -0.18261099] Distance 7.611037524827421 Each least square approximations [ 7.94291906 -0.68752723 1.58936667 1.19568857 -0.37072348 1.84487695 2.77471358 -0.24123283 -2.19349858 1.9298139 -0.97618356 2.61075989 1.25002393 -0.66257223 1.84702361 -2.15326629 -0.33900597 -0.91372252 0.21527649 0.66655555] Distance 9.681990286643579 Each least square approximations [ 5.89553318 2.87662879 2.06518037 0.56954476 0.95557615 -1.41310277 -1.88324183 -0.08662307 -0.18857515 -2.05482599 4.43196699 -2.37017322 -0.89167366 0.310509 -0.5924632 1.26045908 0.1515466 -1.22761463 0.02085814 -0.2309321 ] Distance 10.598753203980314 Each least square approximations [ 8.96296665 2.56669563 -1.41584141 -3.03282273 3.61442707 -0.86395089 0.26452231 -0.78062373 2.44269831 -3.31713931 2.40661738 -0.28718604 -0.69366651 -2.20934209 -0.06900534 -0.51239481 -1.16742909 -1.43402733 -0.28957777 -0.80532715] Distance 7.423694212484317 Each least square approximations [-6.63474368 -3.14101496 0.02635324 -0.72739577 -0.74833801 -1.19804794 -1.022595 -0.88074666 2.37784502 3.15815912 -1.13712765 0.17206023 1.36483508 -0.00798412 -0.0842641 -1.92271872 0.19287033 -2.09418458 -1.86842984 0.68535639] Distance 10.546033081652974 Each least square approximations [-11.89567175 -1.33685768 2.87446553 -2.773408 -3.3043065 -0.28532363 -0.55049119 0.91269957 0.10821236 1.25664386 0.27518888 0.10166722 0.50340498 -1.0022675 2.36748065 -2.37050535 -0.20404778 -0.50425081 -1.30146923 -0.48977332] Distance 4.365312802664386 Each least square approximations [ 1.79389154 0.80923545 0.32906024 -1.21802977 -1.39005952 0.49311516 -1.58146547 -1.04196703 -2.03526728 -3.21977114 -3.33435245 -0.58557144 0.347736 -0.9629285 0.99945514 -1.39761444 0.46996939 -0.56628388 1.54936883 -1.28276833] Distance 12.690319142948574 Each least square approximations [ 4.09234394 3.49624896 2.34697319 -2.50819816 3.64961754 -4.6029748 0.15090322 0.61413652 1.86710453 2.41197815 3.81851827 -0.17591346 -1.11057327 1.55249103 1.78581664 0.26685751 2.07624956 0.86830973 1.52394968 1.34157857] Distance 9.546990578069346 Each least square approximations [-5.73256452 -0.31259304 0.21955947 -0.6157343 -3.60334573 -2.86285687 3.24210476 0.1144073 -0.36682882 -1.34369117 -2.79428974 -0.62570195 2.18598297 -1.56138671 0.97297094 0.60594812 1.44549096 -0.837165 -1.12636531 0.1875918 ] Distance 10.907489517357947 Each least square approximations [-3.37150783 -3.91327568 1.90402961 0.3693828 -0.96493289 -4.04393975 0.0110487 0.66312985 -1.60114333 0.34715318 -1.03229328 0.53455784 0.73649751 -1.39300801 -0.1043721 1.04601474 1.29671152 0.8477416 -1.12847056 -1.2283217 ] Distance 12.077099894708489 Each least square approximations [-6.17878095 0.26060224 -2.44208807 2.62263986 -1.17792201 3.90277596 0.60578145 4.02684932 2.00714363 -1.85237401 2.11295346 2.76030176 1.16789323 -1.76742121 0.87365428 -2.52876384 -1.32151263 0.7777078 -0.5991227 1.53052918] Distance 9.289677710319348 Each least square approximations [ 5.64890567 4.15821612 -0.53885662 1.33404101 0.26587537 0.32167996 -0.28234328 2.28045452 -3.35021703 -1.90486465 1.5598801 3.16524115 1.3047768 1.43341878 -2.43680303 -0.94001017 -0.75934337 1.05566583 0.03235902 0.04485979] Distance 10.513162085480776 Each least square approximations [ 4.12123707 -2.48346946 -4.06434742 -2.17951429 2.25274321 -0.05319282 -5.02391008 1.59531527 -1.60747202 -0.41507043 2.11526704 -0.6634051 1.22081684 -1.41807129 -1.32285096 4.05093912 1.83659681 -1.68071123 -1.20760884 0.71572341] Distance 9.59399936527099 Each least square approximations [ 4.86376965 5.17134707 -1.2447912 -0.72540202 1.20188361 -1.28245688 -2.95068774 -2.75905504 2.07926302 -2.60119555 0.96273878 1.76191898 0.53200363 -0.41469266 0.70755836 2.42480589 0.21729066 -1.01229602 0.75960514 -1.3106598 ] Distance 10.470115089636543 Each least square approximations [-3.50566474 2.68506711 1.36579882 -1.22081037 -3.00623139 -3.63215801 1.54094765 -1.87641417 1.95940415 2.79468084 0.04255082 -3.34765232 1.4407608 -2.30567172 0.29944572 0.45026629 1.82858842 -1.65530537 1.41638396 0.14799583] Distance 10.825637257452549 Each least square approximations [-6.76694545 2.71940598 -1.84221722 1.62102967 -0.32587447 -0.19236497 -4.59806398 4.59965863 0.17647781 0.32737167 -1.49330514 -0.48540826 2.05038392 -0.04137696 -0.69519578 2.30053928 -0.92700601 1.2684586 -0.77318448 -0.20556584] Distance 9.306070985093822 Each least square approximations [ 6.3556727 -1.9485977 -0.47119562 -0.34311499 -2.19082395 1.03113773 -2.22747443 -0.48128064 -1.78492974 1.05771535 -3.44406048 0.14956624 -0.36085754 -2.106398 0.58167758 -0.59637986 -0.79298354 0.08952739 -0.1407461 -0.8662054 ] Distance 11.202809200447938 Each least square approximations [ 7.24115972 3.97549286 -2.39431821 -3.01466701 -2.96687362 -2.97694331 0.17951719 -2.27558619 0.97634154 1.66160028 1.8711962 1.15792412 -0.27899168 -0.84428595 0.5357947 0.7239324 2.28568045 -0.47236001 -0.63047084 0.21059649] Distance 9.053446395587759 Each least square approximations [-10.81499809 -1.80714892 4.93038909 1.49920724 -0.54132956 2.30429386 2.03333998 0.58016187 -0.46181398 0.7002338 -2.25908181 -1.63886241 -0.13424217 -0.30197418 -0.60449215 0.49258546 -2.73155514 -1.50821386 1.52458087 -0.73885021] Distance 5.02698352748283 Each least square approximations [-5.15333259 3.22243575 -0.97651061 -3.16050149 -2.1990567 -0.35024107 -0.79853746 2.56954613 0.54945765 0.07346383 1.00086709 2.01639725 -0.31536417 -1.28189196 -1.72830584 0.33326741 1.0586002 0.16665603 -0.0642115 -1.07173235] Distance 11.460734035346134 Each least square approximations [-9.18147536 2.0799141 -1.12988581 0.56735623 -1.52323607 0.81242527 1.7799743 0.48406964 -4.15617681 -0.47344431 -4.29444781 0.64098623 3.52523985 -1.24346261 -2.14622135 -0.61308851 0.97635614 -0.39424891 -0.7031297 0.29951232] Distance 7.0951212580282315 Each least square approximations [ 6.88765094 1.40099063 0.50454595 -0.221057 0.60329806 -1.42198578 3.15863007 2.50924676 -0.8832248 3.63671308 0.24954614 1.06649113 0.28995124 -1.42883622 0.60810275 -1.42966846 -0.96348802 -1.62719267 0.51293309 1.86717387] Distance 10.416896738564706 Each least square approximations [ 6.02280493 2.32410061 0.41443943 0.25076419 1.2139476 -1.61643576 -2.42149381 -1.68486211 -0.47047819 -1.00690064 3.95557779 -2.25883904 1.19453897 0.91459076 -1.37799884 2.03845732 1.28420285 -0.62858342 -0.18905538 0.16202392] Distance 10.8092587168839 Each least square approximations [ 7.36703072e+00 7.83301128e-01 -2.00592002e+00 -2.49255626e+00 4.15970139e+00 1.83578054e-02 9.70032126e-01 -2.68617184e+00 4.52177863e+00 -2.46746886e+00 2.17575719e+00 4.73488019e-01 -5.99548212e-01 -9.70580636e-01 4.03712670e-01 2.03809879e-03 -1.70818780e+00 -8.74807747e-01 -1.26359119e+00 -4.73544134e-02] Distance 8.667441071963477 Each least square approximations [-6.66513329 -2.76162044 -1.12517392 -0.11013 -0.36752977 -2.46269716 -0.2685499 -0.68230712 0.71461723 3.84784182 -0.51559621 -0.51558372 1.13239436 0.23632015 -0.61459126 -2.59393088 0.90737574 -1.51550488 -1.01979941 -0.8565968 ] Distance 10.709554104988658 Each least square approximations [-6.93211113 4.1941873 -1.70630463 0.18532553 -1.99894424 -3.78019166 2.19589862 -1.28511799 -3.50848158 -2.03259001 1.2716952 -1.17629056 -1.66804108 0.21659677 -0.9134113 0.59156243 0.48549425 1.02620154 -0.41098387 0.17313896] Distance 9.580813287772537 Each least square approximations [ 6.49586423 1.10558563 -0.80875118 -2.8539421 -2.019611 2.39482619 -1.28383253 0.23542284 1.39312739 -2.06659549 0.08717321 0.13599744 2.00704282 1.50073433 0.22578917 0.52238649 -0.61147735 1.31220144 0.83462992 0.31888012] Distance 11.428642632314016 Each least square approximations [ 7.12628122 -1.47650734 3.73928292 -4.41456038 3.63514797 1.03362322 -1.73310969 -0.72159232 -0.9409724 0.83863376 2.02538409 0.49396651 1.29737333 1.55477732 3.70243755 -0.14810952 -0.51725571 0.14610975 -0.20391287 -2.12033034] Distance 8.789310742606816 Each least square approximations [-5.10655811 -3.25046832 -4.08707248 -3.08421853 1.88033825 -1.14844263 1.99364771 -0.29303961 0.13719472 -1.19141704 -2.43008985 3.23124915 0.33360187 -3.00663649 0.90628298 -0.52861982 -0.11943769 1.70430392 0.2979113 0.33197613] Distance 10.351651678706322 Each least square approximations [-9.63365915 -4.44490826 1.69417973 0.42549528 -1.12605095 -4.39701658 1.63197452 0.10767287 -0.20857713 0.86283419 0.6546955 -2.76684219 1.44565375 3.39314238 1.98806288 -0.27911139 -0.84753313 1.1846198 -0.03924011 -1.75183618] Distance 6.284498738558741 Each least square approximations [-6.76739391 -4.82303565 2.24757116 0.12617553 -0.67306536 3.4348248 1.16042635 -0.23886034 2.28576151 1.65142174 3.27927487 2.59833857 0.79360701 -0.27917941 0.72537607 0.92135769 1.13698629 -0.76651898 0.98653591 -0.58483183] Distance 9.56914226919392 Each least square approximations [ 8.16516713 1.92742194 4.45797333 0.12731691 1.25549785 -0.71729106 -2.01833097 0.52629494 0.15537665 -0.82409949 0.63140779 -0.99698523 2.77176152 0.52805565 -0.70859888 0.14836779 1.53088772 -2.18454735 1.2661705 -1.85428462] Distance 9.519989092693127 Each least square approximations [ 8.33124482 -2.66039202 -0.5592614 -3.46519889 1.60937568 1.85207525 -3.0687302 -1.23831444 -0.26592804 -2.52581695 -1.01634049 -1.47960177 -1.10853557 -1.75413063 0.34910776 -0.30363867 0.75990261 -0.46891473 0.03938602 -2.10232251] Distance 9.213879326511613 Each least square approximations [ 7.03169463 0.02234599 0.28582274 -3.16533516 -2.359307 1.45820622 -2.41553228 0.8051565 0.18863213 -0.11768205 0.93953887 2.46685982 2.07785637 2.33836679 1.14575833 0.28697233 0.10751775 2.35081363 -0.50671867 1.02468451] Distance 10.550851514222538 Each least square approximations [-8.14105742 3.30007671 2.1174332 1.89975201 -3.52712314 -1.96267917 1.18477243 3.48671496 0.61652106 -0.35867022 -0.10184628 0.7212199 -0.9285834 -1.30802124 2.19422491 3.20180309 -3.02213657 -0.09240558 1.47301589 -0.24122718] Distance 8.057501970813997 Each least square approximations [-8.86280315e+00 4.17944314e+00 -6.85372068e-01 1.69104646e+00 1.57924927e+00 8.88361220e-01 -9.06836026e-01 4.06262687e+00 -6.77884335e-03 -2.51927444e+00 1.94785478e+00 2.45971413e-01 -8.46358455e-01 2.21067581e-01 -7.50364282e-01 1.57015963e+00 -1.29158608e+00 2.23999321e+00 2.44518175e+00 3.55529541e+00] Distance 7.559879103486084 Each least square approximations [ 7.53239697 -0.54855249 1.68027126 0.07956851 -4.16207518 1.1289672 -1.78535127 -2.65639444 -1.38523713 1.99329976 -1.20115558 -0.65194023 -0.08552335 -0.35334923 -0.79680736 -2.29484225 1.5165099 0.84254452 0.6418715 1.32359691] Distance 10.427499810296352 Each least square approximations [ 8.22685556 -0.28763372 0.63879366 -4.22746989 1.17744623 -3.19121988 0.13256649 -2.21829504 -0.10119926 3.12259519 0.92723931 0.7726765 0.71790756 -0.7959664 -0.08105598 -2.55810976 3.45840689 -0.91224709 0.7548728 0.0424566 ] Distance 9.031884088657169 Each least square approximations [-7.8001879 -2.43819682 -1.41196441 0.58968157 -2.72342415 1.21746983 -1.29052261 0.17850211 -0.99638739 -2.11035112 -2.35421495 -0.91887446 1.14617875 -3.73164096 1.03109863 0.42684716 -3.60371 1.44442126 -1.86638075 -0.4451839 ] Distance 9.466306330223432 Each least square approximations [-6.67006653e+00 7.49334779e-01 3.41963194e+00 -4.94394896e+00 -1.67286234e+00 -3.08667828e+00 6.77884665e-01 -4.25645237e-03 1.44233979e+00 -1.12483723e+00 1.23741247e+00 -5.53687441e-01 -2.51033613e+00 8.31660658e-01 -8.59051108e-01 5.67711486e-01 2.23594859e+00 9.73883111e-01 -8.62906762e-01 5.07105449e-01] Distance 10.111794759600684 Each least square approximations [-9.54724225 0.85230447 2.465302 -0.47841904 2.15146291 0.59849028 1.12138612 0.15746386 0.64214771 -2.94776488 -0.8270688 -0.15048028 3.20083634 -1.10603486 0.14905811 2.18289869 -0.57726085 2.046595 0.04949575 -0.63980206] Distance 8.997696269017721 Each least square approximations [12.63408266 0.08478223 -5.5763823 0.46944273 0.87656586 -0.98917768 0.48040362 -0.77070406 -1.14019405 0.90206651 -1.88535611 0.80421325 0.33828433 -0.35748738 1.47216115 -1.1843968 -0.12676349 -0.94479864 -0.91083071 -0.69180321] Distance 3.2479204184613453 Each least square approximations [ 5.32357656 1.47774615 1.47280075 -2.39017166 2.44304605 0.51414207 -1.28044208 -3.34943761 1.29640992 0.0270833 2.40575218 -1.62337026 0.14815513 -0.46748296 -1.44630532 0.49255227 0.91931367 0.03820932 -0.23819858 0.31326092] Distance 12.051159716798939 Each least square approximations [ 6.84417617 0.7862572 -1.73839265 -4.67242337 2.75763429 -0.31192425 -3.90281166 -1.06960917 3.07373571 0.65075633 1.74674995 2.62072598 -0.6141359 2.04032355 2.19968614 1.83937969 -1.30623593 -0.5859609 -0.52967754 1.64376352] Distance 9.079173395446018 Each least square approximations [-5.65635594e+00 -1.86168591e+00 5.66003513e-01 2.69846070e+00 -8.81159511e-01 -1.44975854e+00 1.73497745e-01 9.60194722e-01 -2.64697591e-01 4.34716988e+00 -2.07333325e-03 -3.21509774e-01 -1.81222056e+00 -4.39486464e-03 -9.11426580e-01 2.00463662e+00 -3.18991738e-01 4.16228544e-02 -1.16545684e+00 2.57252208e+00] Distance 11.585833689606124 Each least square approximations [-5.21894979 6.03591219 -3.47773012 2.64574634 -1.02321528 -2.62952443 1.6977821 -1.24004868 -2.99680251 -0.73753365 -0.32537199 0.04576286 -1.16335365 1.59255339 0.33810572 2.17166599 -1.58677729 1.5408903 -1.45433912 -1.10297365] Distance 9.727621008311338 Each least square approximations [ 8.0316922 0.43851448 -1.32496417 -0.25803673 -1.26188456 4.21002689 -1.40693288 -1.10562212 2.6860684 0.08436493 1.50813078 0.85106834 1.40531527 1.73595038 -1.0944399 0.23535472 0.31131692 1.13742942 2.00552081 0.55621839] Distance 10.252971208277263 Each least square approximations [ 7.93148502 -1.05773018 0.08911369 -2.57661193 3.7739076 3.29449989 -2.11105923 -2.75633303 0.31160435 1.73142786 0.406374 0.90039017 -0.09773195 -2.37210308 1.03116446 1.95113029 -1.99872791 -2.35290937 -1.33937035 0.83983293] Distance 9.050810506899916 Each least square approximations [-8.64678364 -2.93275321 -2.13178191 -4.12192123 1.8141524 0.22527594 0.78960146 0.33649019 0.61856609 -0.36457393 1.63350776 4.50805093 -0.12645441 -0.07789479 1.41374176 -1.64809148 -0.96280942 1.56528592 0.4721152 -0.24613139] Distance 8.686997079705318 Each least square approximations [-12.42849783 -0.2551381 -5.93018544 -0.16033524 0.52197119 -1.11511819 0.30584096 1.55077206 1.01413578 -1.42624362 0.06651082 -0.07051318 -0.81318027 -0.19282429 -0.48787329 -0.99146486 0.50280773 -0.47718407 -1.0766639 0.99527984] Distance 3.8713610805277714 Each least square approximations [-9.39770491 -3.73018672 3.19067746 1.00832541 -0.19091473 2.05125528 0.94151799 -0.62173956 -1.52743172 2.88271051 0.37855442 -0.30266107 0.11522971 -0.59812913 1.3938964 1.75307408 -0.40246135 -1.19239971 0.63401169 0.31847578] Distance 8.891077601303106 Each least square approximations [ 7.69944547 -1.12780883 4.19910871 -0.05377863 3.4201171 0.12515772 -2.55346853 1.74677364 0.0931635 2.32720541 1.74015426 -2.42599515 1.52625117 1.47277845 0.96495508 -0.05453563 0.65981917 -3.79647578 0.65826409 -0.8499477 ] Distance 9.005602804918931 Each least square approximations [10.86770335 2.57208352 -2.49287323 -3.19188655 -0.98361772 0.29298649 -0.35387327 -2.14507894 0.21856418 -0.10902462 -0.50475704 0.08240777 -0.82299296 1.97070069 -0.6261905 0.09974483 -0.0398522 0.08990348 0.92713954 -2.01266117] Distance 7.696731106309224 Each least square approximations [10.37000501 -0.83871448 -0.70355839 -2.03442799 -2.03951217 0.94241903 0.66794659 -1.8298672 0.20148282 3.17871333 -0.97038229 2.1799948 0.55793562 0.27431747 0.30793515 2.73407644 -1.02456556 2.38445319 -1.1722474 1.27584681] Distance 7.816632424453445 Each least square approximations [-12.25581786 2.59605608 -1.87983031 2.4943999 0.59875482 1.05082277 0.54303491 -0.08603829 -1.27665201 1.26538569 -0.54563161 -0.66640367 -0.58385152 -0.28633946 -0.0503431 -1.19037275 -1.74353552 0.97042127 2.03937083 0.31944905] Distance 5.815989085641708 Each least square approximations [-5.38738458 4.10042517 -5.77861666 4.53462503 1.35933321 -2.28707844 1.35909989 3.28865808 -2.56287394 1.16648759 0.56688152 -0.83385575 1.48873386 -0.33365333 0.6506775 0.92751375 -1.00267363 1.48492117 2.21987032 0.27118757] Distance 9.484253191726799 Each least square approximations [14.77416907 -1.41299982 -1.37140876 0.25474612 -1.28618027 -0.26815947 0.89695542 -1.6894829 -0.1689305 -0.54544089 0.25011291 -0.06658747 -0.36874405 -0.07332337 -0.4786831 -0.49002087 0.24977033 -0.4670837 0.0460526 0.4509943 ] Distance 1.077166878926612 Each least square approximations [10.60641012 -2.39291314 -4.12591969 -2.03926499 0.09962826 -0.64526536 -2.42307033 -0.54747175 0.38245209 1.70561425 0.94848218 2.32870991 2.19538272 0.04348361 1.52349673 -0.70998073 -0.11453229 -0.24366515 0.20366762 0.88576044] Distance 8.144269298476218 Each least square approximations [-9.12304897e+00 -4.97563763e+00 -4.63161281e+00 -8.76911893e-01 1.11376990e+00 2.52303473e+00 1.02489763e+00 -2.37174132e-02 1.30849841e-01 5.97110037e-01 9.70449082e-01 1.16961574e+00 -8.44601760e-01 -1.75754922e+00 -6.16709558e-04 1.94871221e+00 -2.90831165e+00 8.63785539e-01 1.05076028e+00 -2.17067720e+00] Distance 8.129255343666836 Each least square approximations [-10.59004082 6.1679358 1.95186463 -1.93112499 -4.5803154 -2.40648659 1.51951576 -1.67765605 1.92176401 0.19258435 1.15209644 0.47245432 1.22761651 -1.50110638 -0.26840125 0.65345963 -0.53618743 1.05068463 -1.33362783 1.0643918 ] Distance 5.17540923070339 Each least square approximations [-9.81577002 -2.00234029 6.51896902 -0.29413249 -1.4425565 0.32657445 -2.29151141 0.47137176 -2.29779704 -1.70825433 -1.26714578 -0.99493906 1.654567 1.48835064 0.56556325 0.88228407 -0.08433757 -0.03398434 -0.28898129 -0.44344895] Distance 7.906786552140326 Each least square approximations [10.58577668 -3.23192429 2.96696391 -3.48084006 0.86519577 -0.09338591 -1.81145208 0.60022014 1.49050697 3.83566586 -2.97541575 0.73898849 0.4830246 0.1809291 1.65599278 2.69413449 -0.25554697 -2.15926809 0.36094888 0.54306867] Distance 6.377969556664546 Each least square approximations [10.39580319 3.6050566 1.82756807 -1.23736576 3.5183072 -0.43970621 -0.12003435 -1.49111547 -0.932433 -2.71478148 1.38175908 -1.9133613 -1.47228361 -0.25378847 -1.64923847 -2.34581811 -0.33049632 -0.46432328 -0.50066418 -0.88810617] Distance 7.992163093021354 Each least square approximations [ 1.10597528e+01 -5.43624194e+00 1.93688491e+00 -2.57163224e+00 3.45400759e-01 8.87066608e-01 -2.82894277e+00 6.73128058e-02 2.88373051e+00 4.23597973e-01 2.08945898e+00 7.89837548e-04 -3.77126583e-01 1.78965897e+00 -1.49481894e-01 4.59719333e-01 -9.60927620e-01 6.97543861e-01 -1.05173095e+00 1.33329356e+00] Distance 6.194377304933823 Each least square approximations [-11.16763056 -4.19702255 0.52382942 1.67280283 -2.46888282 -0.91617489 -2.16599351 -0.34378758 -0.47068109 2.19554047 0.67393172 0.04379159 -0.97843715 2.11082139 0.5957184 0.60283446 -1.47525707 0.75631772 -3.24366886 1.46642353] Distance 6.786443130857315 Each least square approximations [-7.66162832 -6.70407549 1.58447191 2.42946835 4.41364878 -2.82087849 -3.18818786 -0.30234936 -0.1022388 0.35504033 -1.14214147 -0.5767093 0.86700208 -1.63403953 -1.71172721 -0.95313911 -0.75248432 -1.29380271 -1.50166341 -1.66115132] Distance 5.688259899888336 Each least square approximations [ 0.97946043 1.18673949 0.31215001 -1.21517927 -1.5810092 0.16382095 -0.94159198 -2.32282578 -3.38847255 2.73999813 -1.5864497 -0.60130585 0.6177912 -0.73047621 0.21688072 0.57341146 -1.04493952 -1.28417918 2.57685972 -1.13265665] Distance 12.321651036867005 Each least square approximations [ 2.89690188 0.43920202 1.08594312 0.12581912 -0.26346541 -5.24976136 -0.86213847 -2.41971334 1.59837696 3.1355763 0.19888785 1.25006384 -2.11969169 3.77461263 1.06228389 0.44668618 2.2806003 -2.13283669 1.10882676 0.57306284] Distance 10.44140656106039 Each least square approximations [-2.50193005 1.35563279 -0.05744229 2.67960026 -2.65716658 1.22141075 2.2661299 2.91341621 3.75146377 -0.735184 0.39542359 -1.24239008 1.26151345 -3.30958189 -2.16887097 -0.29663869 -2.04704034 -0.66861848 0.43283526 -0.79229408] Distance 11.037961501505631 Each least square approximations [-0.59384829 -0.21630303 -0.03764434 0.20456005 -0.97105827 -1.92820126 -2.27548178 0.63143986 -1.56727882 0.20913619 -1.99429993 0.99030803 2.99871877 -0.60750025 3.13391246 0.84427698 1.37123735 1.48309696 0.18421017 0.30353848] Distance 12.49626592657921 Each least square approximations [-3.0829861 3.12424066 -0.75575393 0.0883157 0.27252235 5.1120518 -1.92081497 4.06411935 1.79426883 0.6732099 0.39858198 -1.77968958 0.96910814 0.76266558 -3.19507164 -3.0185892 0.9164287 -0.71565803 0.65724063 1.45761124] Distance 10.019442138823353 Each least square approximations [ 2.79213035 6.0462377 -1.88964611 -5.75152532 -0.57190608 -0.85881405 3.20781502 0.63658139 -2.38810532 -0.16175025 0.4663029 -0.4399414 0.88388951 -1.49034041 -1.73762948 0.82940052 0.74360785 1.72220418 -0.3016961 0.72258067] Distance 9.415451169910876 Each least square approximations [ 0.43296529 1.98814478 -2.1094543 -2.55841653 1.97392692 2.30427556 -2.26626173 0.48260025 -0.40282885 -0.99244363 -0.45115711 -1.38078481 1.99146291 -0.32033985 -2.24583779 3.60112797 1.11247296 1.118974 -0.24533501 1.91070258] Distance 11.71100071000557 Each least square approximations [ 0.97079382 0.10720883 -0.55600718 -2.15495126 2.15279678 0.02807756 -0.70602284 -2.93844887 0.74734926 -0.23275927 0.6922672 -0.53481676 -2.71296853 1.36183319 -1.97987398 1.20159378 -1.39233255 -1.87816561 -1.78809368 -0.95372811] Distance 12.37706556327302 Each least square approximations [-0.69195074 -1.64485072 1.67116013 0.54948091 0.42327574 -1.27691768 1.59488949 -0.52410984 1.71228135 1.83999667 3.31460766 -1.09175456 0.82833687 -1.61154006 -1.66232906 2.18710395 1.74529005 -0.08273658 1.05536563 1.52926671] Distance 12.314948197113798 Each least square approximations [-6.62232749 3.8371723 -2.74205433 1.1783258 -3.42727603 0.80762183 0.41375018 -1.30152495 -4.59138949 2.14495753 -1.08883749 -0.37800438 0.68792138 0.57657121 -0.95016305 2.34593146 -0.38327688 0.23356477 0.24449736 -1.04947141] Distance 9.497813293839409 Each least square approximations [ 6.79731004e+00 -2.28505377e+00 -1.57959014e-03 -2.06291876e+00 -1.19319977e+00 8.25255417e-01 -7.10715850e-01 -1.58670057e+00 -3.17774308e-01 -6.75367363e-01 -1.42310890e+00 -8.01796434e-01 -2.07592813e-01 2.36654971e+00 -1.14780359e+00 -3.04478473e-01 1.16879553e+00 1.11188198e+00 -1.36116545e+00 7.57544076e-01] Distance 11.464165376884496 Each least square approximations [ 7.74171391 3.47449863 -0.12858779 -0.48276016 4.10402157 2.29693317 -3.31988962 0.09797882 3.05346308 1.32505293 2.17861251 -0.35515037 1.32166376 0.40381582 1.37393944 0.24388175 0.11841419 -0.84483039 -1.3881434 0.79073289] Distance 8.890907690311096 Each least square approximations [-8.95644796 -1.24368225 -0.89896322 -5.86337889 -0.62968597 -1.72320636 0.52737841 -0.01148702 -0.439109 -0.08866931 1.76665224 4.25052954 1.54931814 -0.44966103 -0.68597533 2.93520927 -1.04934218 -0.46360161 -0.25971603 1.29816617] Distance 7.127470644107106 Each least square approximations [-8.62777385 -1.12446697 -3.45463573 -0.06027772 -0.9933292 -2.44263771 -0.19181069 0.51711525 0.64768673 2.1334286 1.8601107 4.01388182 0.73859289 0.17523036 -2.28082671 1.00770864 -0.77327908 1.41870256 -0.35926171 2.07190024] Distance 8.618356658474818 Each least square approximations [-9.4498876 -3.32042408 0.13750733 1.24991025 -0.89768561 -1.67273499 -0.28791179 2.51385774 -1.26367616 -0.58299685 2.05292551 0.11142095 0.15134897 -1.99459349 0.62061281 -1.39716166 -1.03586901 -0.04901688 -0.57232261 -0.51771697] Distance 9.025348316759187 Each least square approximations [ 7.86347083 -1.10637756 3.66840598 -0.53954037 -2.50723922 1.50701652 -1.91315017 -0.73099142 -1.5219211 -0.18528988 -0.26303945 -0.09696022 0.73692106 3.4720173 -1.53372416 -0.34543429 0.23889076 -4.21039835 0.89278951 0.52504553] Distance 9.034862920737767 Each least square approximations [ 9.31238385 1.47083895 -4.13602248 0.35544565 -0.90337118 1.14433099 -3.48175568 0.21849808 0.90585259 -2.46910117 1.15375673 0.96148221 -3.21888909 0.63647069 2.26168001 -0.15158824 0.59179768 -1.21766264 1.47390904 0.01465116] Distance 7.618900612608174 Each least square approximations [11.25240848 1.86886858 -3.29279059 1.0183888 -5.31082942 2.13035525 1.47895221 -1.55329912 1.81972882 -0.04316979 0.01378494 1.21743014 -0.47712715 1.34887947 0.21719596 0.10630856 1.30892278 0.08431979 -0.08806648 0.27095154] Distance 4.416796333838052 Each least square approximations [-10.25599201 2.72702659 -2.53194493 -2.29488774 -1.70677484 0.28571646 2.42987001 0.68418768 1.97784559 0.45570005 -1.61698311 0.28444725 -1.24265237 1.60752676 -0.03646937 -1.03597396 1.49492786 -0.5139268 -0.02824322 3.45383144] Distance 6.886952208189595 Each least square approximations [-5.39211921 4.11500308 -6.29154379 4.58952904 0.94785935 -3.33255758 1.66783461 1.37302982 -1.84800012 2.85296881 -0.27051436 0.09648425 0.21726275 0.74618245 1.26591376 1.84277219 0.85402656 3.19654128 -0.30044145 0.83945882] Distance 8.764697631377869 Each least square approximations [12.43114687 -1.18144891 -4.10530578 1.91121685 1.21644133 3.57086902 -3.92778164 -2.55190398 -0.0351309 -1.01344331 -0.03726709 -0.3616469 -0.13282677 -0.46779707 0.12843391 -0.16372463 0.30603239 0.93191764 -0.2588195 1.0329869 ] Distance 3.6035774308361184 Each least square approximations [11.32445099 -1.2343091 -4.27366816 -0.88170424 0.6800014 1.94629606 -2.30824863 -1.92621238 -0.68440325 0.03450247 0.80611411 2.69740585 0.16789865 0.60688615 -0.89356314 -0.25745009 -1.10284225 -0.10299137 2.53711432 0.05549893] Distance 7.050359028054597 Each least square approximations [-9.73595366 -4.87622066 -5.40826595 -0.61751536 1.03068822 2.6242527 0.7359855 -0.62436433 1.93793694 0.54293411 1.30560206 -0.21299783 -1.78471997 -0.1132653 0.81126857 1.42565044 -2.06511121 1.50874081 0.26940492 -1.47301228] Distance 7.1818080790975625 Each least square approximations [-11.89747245 5.50604606 0.98649921 -2.75470798 -1.62090496 -0.48344665 1.41016774 -2.9691887 -1.65649116 -0.19131332 0.95746649 0.52228684 1.22874427 -0.63921966 -0.35873468 1.72075133 1.05263647 -0.63603719 -0.08204815 0.31402274] Distance 4.94352432450887 Each least square approximations [-9.23996218e+00 -2.07786762e+00 6.78951657e+00 3.93502404e-01 -2.99817595e+00 8.33306448e-01 -3.05948332e+00 -8.81511925e-01 -1.43582609e+00 -1.48722843e+00 -3.81812148e-01 -4.50435582e-01 1.31029273e+00 8.66498554e-01 4.01836843e-01 3.50081855e-01 2.09440801e-01 -8.40597552e-03 4.06769485e-01 -8.90483353e-01] Distance 8.061282324464639 Each least square approximations [ 9.37799848 -2.54438744 3.77593139 -3.71463488 2.97419108 0.60857069 -3.5766945 1.07366834 0.83166844 3.08871203 -1.06999193 -0.8657425 0.90705976 -0.18850169 0.97607003 1.2382101 0.9964529 -1.68538802 0.83618934 0.82048388] Distance 7.925490322762882 Each least square approximations [11.18758216 4.47065601 1.89284937 -2.28412292 2.75613981 -1.13653753 0.65011295 -1.24297253 -2.46883004 -0.73566085 1.82019404 -1.39907846 -2.31300494 -0.1287866 -0.47613814 -2.3411961 -2.07961118 0.22385938 -1.19584619 -0.33781158] Distance 5.951751131258659 Each least square approximations [10.98168181 -5.36553986 1.30037599 -2.83012734 0.06118718 0.21904741 -1.58250303 -0.31046212 0.87500411 0.10858005 0.13081999 -0.48924987 -1.33363658 -0.94296783 -0.16083444 1.19715181 -0.56461047 1.88656444 0.26249541 1.42026211] Distance 7.500945616759939 Each least square approximations [-1.18144004e+01 -3.39202255e+00 2.03841375e+00 2.22274913e+00 -9.31433045e-01 -7.89388810e-01 -2.19516080e+00 -2.53471653e+00 1.09756437e-01 1.05911788e+00 -7.79280908e-01 -9.48192632e-02 1.16780601e+00 1.06902350e+00 -7.83704957e-03 1.54087836e+00 -1.08200290e+00 5.58700781e-01 -2.65541851e+00 2.80989878e-01] Distance 6.400650354731863 Each least square approximations [-3.62041191 1.1917129 -3.64399762 1.73576366 -2.76105868 -4.67074179 2.29653796 0.52839019 -3.13023163 0.71001383 1.10014336 0.61783643 -2.64271095 -0.31042543 -0.33003886 1.06667452 -1.94516725 2.01195126 1.14301959 1.33084692] Distance 10.69532444682246 Each least square approximations [ 6.50561735 2.2966897 -1.6853642 -2.11271098 -0.01868906 3.60137413 -0.79572148 -0.06085573 2.2365775 -1.26602484 2.60150865 -0.73106752 0.72675685 0.39518076 -0.19581561 -0.42732808 0.03046553 0.54522538 -0.5721274 0.18120198] Distance 11.28505361833131 Each least square approximations [ 5.25625043 -2.38826407 0.16494671 -4.35626026 1.72798994 2.1378695 -2.67607496 -2.87542207 2.48688805 -0.69927151 -0.73999499 -0.27298778 1.41787101 -0.70059992 2.19850863 1.72353503 -2.87742816 1.57136985 1.89614457 0.12961211] Distance 10.200418268394428 Each least square approximations [-4.86676419 -2.91482294 -3.83425905 -2.42441028 4.26263681 2.22471248 1.64634751 -0.23891319 -3.32359352 -1.89064355 0.81217261 0.89426701 -0.46736892 -0.18053512 1.0078507 -2.09363977 -0.40745974 1.2669259 1.23705379 0.53105151] Distance 10.361993277643023 Each least square approximations [-9.53586523 -0.08559906 0.64385434 5.65286919 -4.55187534 1.55034213 -0.31595782 0.59947999 -2.48087935 -1.75506763 -1.30347772 -0.31655737 -2.33471651 0.80343693 0.9448207 -0.93027576 0.07810566 0.76595578 -0.95632235 -0.24878635] Distance 6.631934837480328 Each least square approximations [-5.5249516 -5.14713291 1.56852452 2.06738256 -3.81312282 3.71339282 0.59435988 -2.45411537 0.20487502 0.30906521 0.09659847 -3.73392395 -0.66665371 1.04348502 2.24329682 -0.41537283 1.11328325 -0.04362727 -2.45621069 -0.54275274] Distance 9.191237345320232 Each least square approximations [ 5.16108816 -0.28210502 5.23465843 -2.45434655 3.44263326 -1.46186349 -3.6465314 0.47752058 -2.66762658 2.06537726 0.84186843 -0.75095264 -0.64071211 0.9461234 0.9195066 -1.22960236 -0.29273424 -1.02495498 -0.67472326 -3.15485907] Distance 9.788473770884979 Each least square approximations [ 7.68398846 -1.41638786 1.76572135 -2.3935179 3.93293094 0.46934466 -1.34474645 2.98860598 -0.04406194 0.65694092 -1.1335028 -1.03776193 0.82692827 1.07618816 1.37791794 -0.78523065 0.67490748 0.60593187 -1.09087347 0.88108017] Distance 10.250175640776012 Each least square approximations [ 5.87959641 -1.08500615 1.87067869 -5.19420881 -2.34619191 -0.19613344 -1.03439449 0.06242651 0.21270178 0.81481495 1.16871372 1.0907725 0.81542918 1.67790312 -1.52275458 1.15742177 2.07364615 3.21821892 -1.18686038 -0.20299226] Distance 10.582015595650649 Each least square approximations [-8.0359293 2.42377681 2.59141532 -0.67939785 -5.17932879 1.20307475 -1.98531374 3.3693685 -2.37634658 0.89434413 1.21195842 -0.4737129 3.00041791 -1.6930533 -0.47097346 -0.73941575 -1.28034826 2.43805001 -0.248403 0.34587681] Distance 7.8482684406849055 Each least square approximations [-7.43579698 5.93732463 -2.49237075 5.74921677 0.35311441 1.88385429 1.88034242 3.08040149 -2.66059898 -1.55323938 -1.31248881 1.23282294 0.61895791 0.43639269 -0.87019472 0.82503219 -2.00524652 0.50011424 -0.13915721 2.35170579] Distance 7.265679289996871 Each least square approximations [ 9.61035776 -1.461033 3.00188546 -1.02971294 -2.62764371 1.65332639 -4.52534242 -2.92389673 1.25621604 0.46885979 -1.21834441 -0.54278361 -0.85993491 1.36068807 -0.05399223 -3.49946997 2.28245726 1.01398093 1.17499396 1.04068899] Distance 7.315276960226564 Each least square approximations [ 8.8135843 -1.60240643 -3.09476861 -2.21954374 3.33419838 -3.27251777 -0.14789417 -2.11288222 0.24702312 0.94303764 0.97964184 2.24501046 1.01763377 -1.64602322 0.12681738 -1.77153984 0.75694408 -0.8753442 -0.42747169 1.27427265] Distance 9.263061361887907 Each least square approximations [-7.82161903 -4.74313115 -3.98346797 -0.13961987 -1.06246398 1.48649002 1.3139494 -1.33899547 -1.69526234 -1.71725536 0.8609634 1.29451271 2.56321226 -1.60516677 1.68254048 1.8010469 -3.46215704 1.61054354 -2.64660398 -1.79912678] Distance 8.316218472852965 Each least square approximations [-8.86468088 2.15380023 2.17378029 -5.4306593 -1.61195483 0.2405006 0.55927894 -0.03648826 0.71637919 0.36549023 2.84226759 0.03820101 -1.86067885 -0.5651371 -1.03292883 1.25215754 1.59340669 2.43457199 -1.52096457 -0.44987359] Distance 8.793680130894819 Each least square approximations [-10.2242263 -0.77677313 5.92044519 -0.08390059 0.14272828 0.22543511 0.07358517 0.96883737 -0.24344273 -3.0753096 0.36284993 0.67533199 0.82128892 1.85633991 0.81255334 2.90094037 0.33504921 1.98429909 -1.83212781 -1.15198489] Distance 7.114528171951404 Each least square approximations [11.81128606 -6.05929008 -2.0449645 -2.5362186 -0.53406586 -0.41904957 -0.64544479 2.85605566 -1.09674241 0.26271054 0.24827663 -0.83157289 -1.29638462 -1.30158323 -1.27136729 -0.2387799 -0.51127262 -0.83160792 2.86110185 -0.29457912] Distance 3.4196233551766353 Each least square approximations [ 7.68087184 1.73836915 1.61023505 -3.72431476 2.67995686 0.38072363 -0.10904517 -2.87567409 0.39753721 -0.59602086 2.44832139 -1.48166687 -0.74502807 0.17943357 -1.40345153 0.42086597 1.35097226 -0.59135921 -0.76191607 0.56801846] Distance 10.735841610260888 Each least square approximations [ 9.72114324 -2.83957955 -1.0121404 -0.29849232 0.39126496 -2.33579079 -4.28073875 0.98727907 0.46043773 1.90170035 1.42570831 2.39144257 1.19345354 0.69754628 1.71508164 1.29695695 -1.918952 0.24187901 -0.01177465 1.46135759] Distance 8.44309421331013 Each least square approximations [-8.12733816 -1.18313332 1.88525495 3.35508966 -0.19977282 -2.26950043 -0.27775512 -0.24713248 0.21588556 4.63337805 -0.72880745 -1.09734649 -2.17813755 0.78724846 -0.11483848 1.29342697 -0.02130473 -0.05093836 -1.55901917 2.67110695] Distance 9.818407908202406 Each least square approximations [-7.73782521 2.70911375 -3.41273808 1.1774279 -0.45587476 1.30840765 0.91450468 1.90182692 -0.37388658 3.48209601 -3.20682791 0.06416561 -2.73954181 -1.41258642 3.10967237 2.51170767 1.03584447 1.85680736 -0.61630853 1.39573988] Distance 8.131981080698298 Each least square approximations [ 6.6519879 1.08283096 -0.35015768 -1.14410513 1.32701658 2.49601719 -2.25589493 -1.92548597 -2.06749988 -0.08246176 -1.52831469 -1.23451062 -0.52433925 -0.40051209 0.62865441 -1.46564167 1.81896795 1.24577959 -0.47151398 -0.81159662] Distance 11.275057033870466 Each least square approximations [ 8.04051881 3.16423733 -2.39790867 -1.70126125 3.81627465 0.25420805 0.4080032 0.04592955 0.3394589 0.03417797 0.91020961 2.15715868 -1.22964086 -0.59276812 0.82620089 -1.73562416 1.03324014 0.68884348 -0.71455831 -0.27087552] Distance 9.810330496985642 Each least square approximations [-10.80223173 1.42587346 -2.89076041 -2.26052688 -3.04341919 0.62802653 0.18638829 -4.5519593 1.38006146 -2.1789073 -1.37342044 -0.63541553 0.68081015 -0.91007124 -0.66025802 -0.0285748 0.7964746 -0.76420797 0.45424818 1.30052907] Distance 5.589495847941067 Each least square approximations [-7.3513988 -1.28825919 -0.0097187 -2.92528923 -2.94486663 -0.76088479 -3.20537617 -0.8963168 -0.13308342 0.36013607 2.88871477 0.54093056 0.24485568 -0.71959873 -0.49231878 2.10550546 -0.37611064 0.69996859 0.02019891 -0.73489757] Distance 10.384122867418846 Each least square approximations [-8.62464587 2.98036118 2.20737623 0.81339559 -2.844414 -2.39730837 -1.03073479 -0.77124495 2.47068449 -2.49416193 -0.20516444 0.09968485 1.67855887 -1.29231894 2.09795437 -1.76942003 -0.15777726 0.24988021 0.78137561 0.02922607] Distance 8.84516774353073 Each least square approximations [ 7.35517699 -0.83529884 1.43574967 -0.85984503 2.04687789 2.89979482 -1.79214377 0.75427735 -2.74459623 1.14741998 0.56600197 0.22951739 0.03258161 -0.27700758 1.28701533 0.25775593 0.30579903 -1.53272412 -1.20402166 2.6903025 ] Distance 10.559331750799846 Each least square approximations [ 8.23037631 0.96147922 0.49074272 -0.46985511 0.46927627 1.38462934 -1.23908605 -1.48040142 -0.8428398 0.20483465 3.7339674 -1.64739649 -0.40141591 -1.14147508 1.12663651 1.256319 0.38056033 -2.29242577 -1.05988943 0.77576619] Distance 10.187923826888266 Each least square approximations [ 8.0731205 1.98638055 -3.51143108 -3.39168493 0.24771562 1.38947085 -0.43197237 0.05510889 1.02582989 1.58421829 1.59970526 -2.31058991 1.48941965 -1.66920188 2.0895157 1.50547363 -1.26113876 0.07133679 -0.07540407 -0.54094693] Distance 9.354236924027386 Each least square approximations [-7.64772596e+00 3.77634931e-01 1.72579304e+00 -2.17799644e-01 -7.84010116e-01 -4.54081724e-01 3.20333262e-01 1.08892028e+00 2.39684233e+00 2.82871237e+00 -1.90179716e+00 -1.51787295e-01 3.71789214e-01 -1.87953752e+00 -1.64008528e+00 -1.70385472e+00 2.40857987e+00 -2.95056789e+00 -1.99091433e+00 -4.01957063e-03] Distance 9.936929135412639 Each least square approximations [-4.77860575 4.73097541 -4.565851 2.87732533 -1.89192865 0.29917994 0.23588673 0.9460141 -4.23426146 2.02075533 -0.32808988 -0.92639275 0.70979364 1.57508097 -1.47220399 2.45574116 -0.68656681 0.4079155 0.11484231 -2.77719296] Distance 9.495489661235764 Each least square approximations [ 9.57651565 -4.5683651 0.21114189 -1.35388747 -1.36266475 1.28722879 -1.12212435 -1.66644638 0.30532649 -1.19975509 -0.60700736 -0.44321239 0.40389795 1.977714 -0.93975967 0.192437 0.66191829 0.3544006 -1.52635843 2.05314484] Distance 8.685818429781756 Each least square approximations [ 9.15387460e+00 9.68398588e-01 -3.88434292e+00 3.46743799e-03 1.12303559e+00 1.05313326e+00 -2.16737800e+00 1.29463031e+00 1.38919841e+00 1.34836882e+00 2.93774200e+00 1.14140257e-01 1.56764727e+00 -4.58994075e-01 -2.68928870e-01 9.32845890e-01 -6.67741952e-01 -9.15099390e-01 -1.40009939e+00 6.03113535e-01] Distance 9.136693959559624 Each least square approximations [-9.12049751 -3.0864979 -1.64524981 -2.43339384 0.28155795 -1.09444735 0.5423414 0.13025744 -0.28273464 1.67648044 3.50336939 2.9999739 -1.62809117 0.77702748 0.3125114 4.38347162 -2.09781052 1.88111808 -1.00990916 -0.8972447 ] Distance 7.227039583850731 Each least square approximations [-8.74432811 4.16723644 -1.94164663 -1.98493512 -0.32092412 -1.96546555 0.90159245 -0.347508 0.97987655 2.12466341 1.78563965 4.20626089 1.58303787 0.17808658 -0.41258817 -0.52941424 0.43605035 1.63193347 -1.38194524 0.48377762] Distance 8.41855793762148 Each least square approximations [-9.28586053 -2.39353379 2.53766435 -1.90102196 -2.09557137 -1.69570044 -1.78868578 2.19559038 -3.55899324 -0.96496377 2.46500322 0.97986422 1.73263416 -0.39505317 0.21820549 1.5939496 1.49544962 0.39846317 -0.93963124 -0.83313947] Distance 8.00016215790047 Each least square approximations [ 8.08131638 -3.2528071 4.23147087 -2.21096915 -1.58505385 2.27841141 -1.2399579 1.36518212 1.41367339 0.34105993 -1.31975646 0.89859067 0.59643731 1.88175443 -0.68638396 0.85911473 -0.17743294 -4.01836866 1.60993367 -0.34338853] Distance 8.556068947537813 Each least square approximations [ 9.39207614 3.93178591 -0.06085033 -0.25591854 -0.79746913 -2.35439421 -2.19544732 0.31218639 0.18426378 -4.47331038 1.65549485 0.7579252 -2.57477135 2.05795473 0.39671629 -0.04479685 0.09317741 -0.08462894 0.3427724 -1.06183472] Distance 7.821223976133416 Each least square approximations [ 1.25419628e+01 -3.17266707e+00 -6.06709324e-01 1.88714533e+00 -4.11737800e-01 1.69356972e+00 1.29754657e+00 7.57627362e-01 1.68799040e+00 2.10014925e-01 -9.77245240e-01 -2.12632739e+00 2.72283860e-01 1.15547147e+00 -5.61229040e-01 -1.05334743e+00 9.50287751e-03 -5.40102671e-01 -1.56855481e-01 -7.60028379e-01] Distance 4.791958472501562 Each least square approximations [-1.06335317e+01 -1.71539783e+00 -8.95780744e-01 -2.78371317e-03 -1.17837101e+00 -1.18553957e+00 -4.73702691e-01 -1.31834646e+00 1.67316920e+00 -8.60802016e-01 -8.68820762e-01 1.90167082e+00 -1.60276282e+00 1.21104493e+00 -9.24109495e-02 -1.09943120e+00 6.55676375e-01 2.07593982e+00 -2.04118930e+00 1.69199226e+00] Distance 8.071250758739374 Each least square approximations [-5.7660883 -0.58064998 -4.22294419 1.70045412 0.04802328 1.66993701 3.90790293 0.30674242 -0.2608298 0.87988347 -1.66684429 0.74398214 -4.68543212 0.29718126 0.27220721 2.20127786 -0.25877575 0.70075906 -0.41205404 0.46627037] Distance 9.92821073605016 Each least square approximations [ 5.29438344 2.67708994 0.90624625 -1.05920823 0.39590315 2.90206539 -2.27295637 -1.54143266 -2.42606014 -1.19156244 -1.91687552 -0.58687928 0.63867768 -0.95544886 1.24270637 0.39141069 0.25764976 2.8805659 -1.29827125 -0.62440146] Distance 11.183594468935771 Each least square approximations [ 6.0660367 0.34881624 -2.38525407 -0.32853978 5.64324963 -1.32015484 2.33040485 0.98807361 0.54395654 -1.3255389 -1.84701262 3.63179907 -0.37676418 1.57571922 -0.43379247 -1.36766937 -1.20411372 -0.75292185 1.03073369 -0.12872406] Distance 9.69385734849915 Each least square approximations [-6.30771836 3.38104778 -5.62600666 1.00532454 0.55792026 2.43186274 6.03136808 -4.1089075 0.41721189 -0.84183815 0.49168401 -1.20300327 0.18793427 1.38815221 0.986885 -0.50797571 0.33702634 2.47625463 -0.94165445 1.19970649] Distance 6.738837472026359 Each least square approximations [-5.2045572 -0.81102851 2.10580805 -3.67236983 -2.40547288 -0.19075748 -3.15625813 -1.72868787 -0.90005441 -1.07975109 -0.48460812 -2.62802081 0.37161906 -0.31620718 0.95270592 1.93503399 0.61444564 1.93097157 -0.46091431 0.91917474] Distance 10.931911896780232 Each least square approximations [-5.3238082 4.27781988 4.14950173 -0.33938035 -3.61186228 1.19792119 -3.10408183 -2.4425111 -1.07136111 0.81329011 1.68024286 1.30167021 1.3165096 -0.17906657 1.40845539 -2.66675085 -0.04921367 3.57710819 0.86959278 0.13358913] Distance 8.848673141040852 Each least square approximations [ 5.28263346 0.30582906 2.24128742 -3.29891437 1.96641534 1.89562906 -1.65921756 1.14219986 0.09811807 1.22882029 1.03963387 -0.52018816 -1.70848834 0.0693657 -0.09092116 0.86539467 0.26020348 0.14496886 0.69400031 1.33860782] Distance 11.780430818433588 Each least square approximations [ 6.64175714 -0.87576335 2.59311334 -1.933014 1.53285411 -0.40579929 -0.10439521 -0.91865591 0.90879873 0.9329579 2.90271281 1.40640689 0.20144185 -3.12140629 0.99215908 0.05872208 1.54541413 -1.53408651 -0.79949285 1.24269417] Distance 10.705600284948781 Each least square approximations [ 4.52329641 -1.6828638 -0.97721882 -4.16838138 -1.49709094 -1.18946624 -0.65635991 0.17201443 0.17293378 0.89662341 -0.90473273 -1.33365801 2.66145663 -0.62341303 1.05745629 -1.08677505 -0.29443876 -0.66959529 -0.77441577 0.7397853 ] Distance 11.937045558678212 Each least square approximations [-5.24191423 0.27117704 4.31284404 1.40356044 -1.23688169 -0.13216723 -0.77226005 2.38109368 -0.38171098 1.17686087 -1.56042772 -0.71848661 0.64981298 0.16444736 0.17559877 -1.29435799 2.73737896 -1.91193056 -1.45878308 -0.20319941] Distance 11.279448985466903 Each least square approximations [-4.04841206 1.79061515 -3.88581258 1.70645978 -3.68248069 -3.49187361 1.27842896 1.62315325 -1.80905341 0.32570275 0.27592103 2.30566421 -2.13445529 -2.99148014 0.20898785 1.00206171 -0.5315611 0.37582767 -0.6492466 1.93101984] Distance 10.603771929881361 Each least square approximations [ 4.88057613 3.08719433 0.85635576 -0.52727351 0.99022753 3.41517184 -2.40948996 -2.78673515 2.09893622 -1.67295865 1.63158587 0.22517476 0.22200259 1.03372016 0.45273181 0.25163074 -0.32598136 -0.12242635 0.05500234 -0.80584976] Distance 11.632435581676056 Each least square approximations [ 4.66122884 -2.7516952 -0.67574944 -4.71332796 2.40924469 1.68832492 0.23003278 -1.65933087 1.93636214 -0.9957624 0.85195208 0.49750901 -0.89273686 0.52425846 2.35962379 2.68632184 -2.99536186 1.7242572 0.52746654 1.23199991] Distance 10.546292529376906 Each least square approximations [-5.45603244 -2.39531375 -3.41357089 -3.3282295 4.66403065 -0.04198208 1.53793165 -0.42840702 -3.07681849 -2.45523978 -0.70880874 -0.50412658 0.10307672 0.0358493 0.23422613 -1.34002458 1.720455 1.3991707 -0.32454637 -0.69484569] Distance 10.090055348650754 Each least square approximations [-8.89547001 -3.9479762 2.28451734 3.46884383 -3.5196072 4.48586007 0.62763019 0.2385381 -3.47169346 -0.31855463 -0.07991898 1.03713138 -0.21852797 0.22087028 2.27267034 -0.87379474 0.48134034 -0.45989359 -2.70046721 -0.25423775] Distance 5.9981098019909505 Each least square approximations [-5.53443222 -4.76384376 1.39680027 2.13384707 -3.94296707 2.77815666 0.66925783 -3.81317094 0.89282138 -0.99292958 0.14098533 -0.7050869 -1.0652203 0.22891798 0.92406026 -1.05169512 0.89005624 -0.00871372 -3.68539371 2.20203374] Distance 9.231241695134322 Each least square approximations [ 4.76826651 -1.40925463 5.28911386 -1.49187877 3.10567456 -0.13793298 -1.01767628 2.41466128 -2.65116903 2.1623005 2.05269679 -0.63331203 0.1338472 1.56453447 0.88429983 -1.75405283 -0.14676426 -0.08645958 -2.33869757 -0.44864954] Distance 10.400565403924862 Each least square approximations [ 6.17395694e+00 -3.28723892e+00 2.09416736e+00 -4.14025337e+00 2.75302761e+00 1.03251895e+00 -2.30754153e-01 3.78217852e+00 -2.56965521e+00 9.48992365e-03 1.98250963e+00 -1.56860453e+00 -2.11571058e+00 9.29431484e-01 2.16721400e+00 2.47460514e+00 -7.33368843e-01 5.83534275e-03 4.42372716e-01 3.31695665e-01] Distance 9.19323628795617 Each least square approximations [ 5.62355601e+00 3.80084880e-01 2.76589459e-01 -4.64568648e+00 -2.52672720e+00 -2.07053950e+00 -1.54538463e+00 1.79530369e+00 -2.50255720e-01 5.97899930e-01 5.36625612e-01 8.90905431e-01 -1.16520500e-01 3.64407461e-01 -7.46788077e-01 1.05626334e+00 3.83638847e-04 5.35643434e+00 3.24804085e-01 -2.32120323e+00] Distance 10.037486341333238 Each least square approximations [-5.84584441 5.1757622 5.2866014 0.95600218 -4.52947705 -0.33514196 -2.95649587 0.56572851 0.12341666 1.16277359 -1.64865522 -0.42425695 1.6142626 -1.77199446 -1.43732253 -2.57239727 -1.40907331 1.17389276 -0.20399487 1.42650074] Distance 8.019969774551457 Each least square approximations [-7.61614318 8.14099617 -1.35732358 4.26568786 -1.09065546 2.45246301 -0.01600439 2.74499936 -2.11561416 -1.97077253 0.82233184 -1.58120857 1.25486641 -1.26257855 -0.60340199 1.49289611 0.27243159 -0.38049413 0.95169048 1.08633621] Distance 6.0986627690544495 Each least square approximations [ 7.93591471 -2.61607601 2.32785119 -1.42438263 -4.23259213 0.98540709 -2.94457456 -1.8783968 1.50107746 1.53613853 -1.54702706 -0.19342727 -1.46126016 1.22824074 0.02824401 -1.30081068 2.57145472 0.52442653 -0.47956693 -1.36231223] Distance 9.281530559619174 Each least square approximations [ 8.06213770e+00 -1.25228001e+00 -1.57759233e+00 -1.92346953e+00 1.58102338e+00 -1.37815892e+00 -9.18515350e-01 -1.10103160e+00 4.59218739e-01 4.13999305e+00 2.42749421e+00 5.82353692e-01 2.25300915e-01 -3.73748044e+00 2.32976372e+00 6.47852918e-04 1.30325458e+00 -1.20423068e-01 -1.72808769e+00 3.26867062e-01] Distance 9.423917151971736 Each least square approximations [-9.08036359 -4.36680086 -1.17422163 -4.07612975 -1.82102428 1.10749427 -0.94036017 -0.15960032 -3.31355624 -1.75348336 -1.19280835 0.98855627 2.70706506 0.2667011 0.22235353 1.83351531 -3.14771441 0.26350851 -1.45395379 -1.98992071] Distance 6.897199988275078 Each least square approximations [-8.21200426 0.17505779 1.74299453 -4.66291063 -2.81466964 -0.19209051 3.15323449 2.3116763 1.94769805 -0.67765207 1.130159 2.82171258 -2.03952805 -0.76863247 -1.71220057 -0.17702785 0.25626334 1.7883957 0.39486587 -0.66247769] Distance 8.677377199224908 Each least square approximations [-10.88775564 -0.9200494 3.02192869 0.98519962 1.09402022 -2.7373282 4.9553556 -0.29733101 -0.59187023 -1.11744339 0.45917615 0.81480316 2.81160438 -0.23280819 0.93647427 1.19027339 -0.79250287 0.05106296 -2.37964974 -0.38740069] Distance 5.818863209518987 Each least square approximations [11.77491016 -3.33329651 0.57098447 3.57955928 -2.78577041 -0.63086779 1.94359792 2.53795309 -0.87569922 0.51372154 2.28195538 0.65829006 -0.14772049 0.61490147 1.28513332 -0.4104605 -0.29056308 -1.70060948 -0.93576158 0.71263423] Distance 4.618257338291687 Each least square approximations [ 5.70509383 2.01225727 0.01333655 -3.63566462 1.65737547 0.30700698 -2.19994739 -3.44947419 1.26415782 -2.56706712 3.29891674 -1.42723326 -1.5658532 1.44552904 -0.0916538 1.0967491 2.03815394 -0.64162358 0.60181208 -0.97301978] Distance 10.664199288313688 Each least square approximations [ 9.83272516 1.75239376 -4.42493907 -1.56491021 2.42471072 2.12808774 -3.45606118 1.96275885 0.31973064 -0.84160838 2.58866489 2.77302526 0.53328187 1.5375109 2.31952982 0.11548773 -1.84067948 1.78326293 -1.34103914 1.00442656] Distance 5.937154927045687 Each least square approximations [-7.50900707 0.88676413 -1.81607754 4.36712264 -2.0508259 -1.29824586 -0.55225424 1.00006374 0.91127902 3.59038072 -1.68928378 0.13019084 -2.52968296 -0.41849221 -1.67555848 0.01309001 -0.54029646 0.13481031 -2.07267697 1.44626599] Distance 9.820691833588816 Each least square approximations [-6.40054524 3.41002451 -2.12834989 2.68291607 -1.4679122 3.73495958 -1.27703438 2.93281039 -0.97064874 4.81143329 -3.09771363 -1.82661426 -0.13653583 1.66700319 -0.27528034 0.16476812 -2.09167218 0.44094815 -0.8164534 -0.65358409] Distance 8.614755911857243 Each least square approximations [ 7.00313569 -3.6349191 1.88743696 -0.64537309 -0.3554915 -0.72116765 -3.4156198 -1.54135111 -0.13053555 -0.87485303 -3.89217804 0.19533047 -0.68646189 0.30372855 1.3597649 -0.39298526 0.99123624 -0.25182352 -0.62457124 -0.70991369] Distance 10.443253990695881 Each least square approximations [ 8.37191941 3.65187749 -5.52775851 1.50905654 0.35385725 -3.04548813 2.82059933 0.64127025 1.47683381 2.72382045 3.63636335 0.92592613 0.64866288 -3.23227912 -0.54723648 -1.15648799 -1.40613521 0.06917819 -1.5900001 0.74011283] Distance 5.932325642485895 Each least square approximations [-9.32096898 -1.21373458 0.92987539 -1.02062882 -3.95434333 -0.08887256 0.17851766 -1.50039697 -0.43431984 1.03103372 3.78311339 -1.39882168 -0.92270192 -0.79298674 1.93998525 1.77584201 -0.8376762 1.96586264 -2.2810883 0.65924387] Distance 8.133419254038182 Each least square approximations [-5.05979292 3.66699501 0.35953033 -3.09289902 0.53369545 -0.34959644 -0.12442965 -0.66393562 2.15568947 1.67667566 3.05862111 3.60054986 -1.64342968 -2.66259786 -0.93225184 0.93329898 2.00142189 0.71204339 -0.41205789 -1.83765003] Distance 10.558788078545867 Each least square approximations [-8.17589844 1.62423305 1.64918635 1.49235477 -0.33606446 -0.75482552 -2.70963552 0.52788712 -2.26351969 -4.24949403 1.30087004 1.92116534 2.90326814 -1.32522786 1.63333767 0.74987521 1.18121042 0.86974015 1.56705476 -0.16327008] Distance 9.006340251902682 Each least square approximations [ 6.76650787 -4.30339505 0.38026247 -0.79011849 -0.83028165 1.80391206 0.60180286 2.61044086 -1.69782394 -1.36024696 -1.6286019 2.58298518 1.34060903 -1.73577862 1.34083885 1.47980221 -0.35906011 -1.84775116 1.85982545 1.58168616] Distance 10.095039266574329 Each least square approximations [ 6.05642601 3.58052574 0.13426727 0.63261815 0.23588726 -1.8359605 -0.31738822 -0.07044595 0.65110307 -2.17410369 4.55361043 -1.06720536 0.35492634 0.42534614 -1.46827931 1.21463397 -0.43185387 -0.31709748 -0.69099459 -1.10916591] Distance 11.13793692715069 Each least square approximations [ 9.91734848 1.39180476 -0.34620387 2.96749037 3.94532268 -1.60430597 -1.70892507 -0.05401398 -0.02818674 0.92516532 1.7878498 -1.60975105 1.60085089 -2.79432265 -0.86680479 -0.40178938 -0.55770044 -2.08943582 -0.39602392 1.42952459] Distance 7.441599982031886 Each least square approximations [-6.64540223 -2.07545146 -0.63844658 0.31708437 -0.08526561 -0.79906427 0.04117492 -3.50969236 2.98643583 1.19311341 -0.61280242 -1.03191162 0.68143307 -0.29372328 -0.1110738 -1.96790418 0.38963467 -1.1164656 -2.88334286 -0.64939451] Distance 11.052954520108603 Each least square approximations [-5.33382994 3.89250623 -4.68112124 2.1489315 -1.56781032 -0.90523357 1.18210729 -0.37096755 -4.24746999 2.58163933 -0.32043855 -0.83062523 0.5370709 1.88899227 -0.27951364 1.5319023 -1.00387263 2.81106408 -0.66886865 -2.256326 ] Distance 9.660410020914634 Each least square approximations [ 9.38326492 -1.36960526 -3.10640763 1.65940275 -0.27675142 3.71683938 -1.27766823 0.55928785 0.62184864 -1.57766132 -0.4869745 0.80646493 1.06930168 1.14258355 -0.33637918 0.83793321 1.01165787 0.2886072 -0.47422825 1.6385862 ] Distance 9.235303331165213 Each least square approximations [ 8.52597316 0.72279633 -2.6075502 -0.59509465 2.69616002 2.76783913 -2.50674435 -2.37149605 0.79986942 1.17153211 2.29941204 -1.34195556 1.24953224 -0.72668454 -1.01019243 0.22926576 -1.50807164 -1.52247575 0.4654716 0.65747913] Distance 9.47556539765737 Each least square approximations [-9.84045621e+00 -2.98226995e+00 -1.37051705e+00 -1.85282413e+00 7.44281907e-01 3.32475704e-03 -1.57536084e-01 2.67781948e-01 8.40831111e-02 2.12175425e+00 3.59465343e+00 4.31702650e+00 -3.67185923e-01 8.07128189e-01 3.20192997e-01 4.68577982e-01 -1.27279630e+00 1.56123785e+00 1.75197789e+00 1.27560127e+00] Distance 7.54165620408871 Each least square approximations [-11.12240971 4.01617571 -5.06710241 -0.21973623 0.10866981 -2.96358691 -0.08259386 0.07504148 -0.1746758 0.31978668 1.01741161 1.55300476 0.85473648 -1.26135598 -1.13359467 -0.22765754 -0.09913014 -0.38227438 0.25271048 0.27204056] Distance 5.7092775356504335 Each least square approximations [-9.53411035 -2.91526175 2.09750112 0.73159785 -2.57311033 0.53191645 -1.74070093 0.4616463 -3.22646179 1.30912402 0.39140597 -0.7551533 -0.18151526 -2.35153351 1.84184024 0.47672493 -0.5530143 -2.25322515 1.16092776 -0.58737496] Distance 8.420895093812426 Each least square approximations [ 6.8677592 -1.92169779 3.55860404 -1.80104258 2.90393501 0.53637422 -2.88142005 0.37164347 0.15627424 1.73904712 0.1610253 -0.2687521 1.59408452 2.57332803 0.82446434 0.35274762 1.66016676 -3.97595907 2.40928193 -0.22187873] Distance 9.645533877532607 Each least square approximations [11.50074088 4.56536232 -2.16770157 -1.52311765 -1.56840271 -2.07706023 -1.21825513 0.3356047 -0.42261451 -0.94466959 -0.83466936 0.09709231 -1.12733841 0.33210815 -0.69435798 -1.72194891 0.36218546 -0.13888327 0.79938909 -1.08926683] Distance 6.116836610764704 Each least square approximations [11.75505228 -0.62166665 -0.09809045 0.14359637 -0.84584754 -0.26217335 2.31482385 -3.35480846 1.19683157 1.79944817 -0.52907242 0.43121598 0.04517224 0.1653813 -0.22049093 0.5548439 0.61313655 1.16821935 -0.116409 1.56682379] Distance 6.983540360973842 Each least square approximations [-13.64050492 -0.55654387 -2.37509012 -1.19917711 1.38952109 0.52291243 -0.42247757 -1.45493718 -0.1882845 -1.64329952 0.48851507 -1.88160981 0.60269336 0.77977562 0.14704737 -0.98554963 -0.29055115 -0.05286608 -0.17420097 0.53832162] Distance 2.7673380173353057 Each least square approximations [-5.59384997 3.69236544 -7.25877227 4.18044302 1.44161615 -3.14472544 2.58378352 3.00641661 -1.82080355 0.69724813 0.16826628 -0.15906888 0.95220617 -0.52155455 0.28655451 0.4559907 -1.502409 0.89600315 1.42807034 0.6391029 ] Distance 9.372540606771704 Each least square approximations [ 1.52932837e+01 2.25330769e+00 1.88145996e-02 8.65350992e-02 -3.20630194e-01 -9.69757995e-01 3.44976806e-01 -1.27794419e-01 -1.67062027e-01 -8.07220977e-03 1.93410624e-01 6.59643242e-02 8.39325632e-02 6.75620415e-01 2.65729022e-01 3.37368220e-01 3.32611744e-02 3.18078090e-01 -5.27900547e-02 -7.83434148e-02] Distance 0.6867907330175571 Each least square approximations [ 1.10134140e+01 -3.55996973e+00 -4.71632352e+00 -2.69599914e+00 9.12155686e-01 -6.92839472e-01 -1.90096030e+00 -1.03350346e-02 8.57231202e-01 4.42041224e-01 3.08524491e-01 2.06160497e+00 1.79798645e+00 1.50838154e-01 1.89862598e+00 -2.53688072e-01 -5.13692943e-01 -1.56918849e-01 -2.28472278e-01 2.74463336e-01] Distance 7.7734140041443895 Each least square approximations [-9.2263902 -4.39258488 -5.98447219 0.03342219 2.17115668 1.88333889 1.33086564 0.09148216 0.11069107 -0.39250034 1.05176333 0.73341231 -0.8918465 -2.03753493 -0.33638502 0.3066713 -2.82936962 0.66357195 0.73252107 -1.5100829 ] Distance 8.540795396103382 Each least square approximations [-11.06278463 5.695548 2.89917547 -1.51027893 -4.64679156 -2.08290672 -0.42019059 -1.35521855 3.05988357 0.72745267 0.16748013 -0.62666838 0.77225861 -1.68183656 0.65302192 0.71826755 -1.09183612 1.24455246 -2.59084892 0.84270326] Distance 4.811455982016209 Each least square approximations [-9.78228261 -2.07088418 6.72618934 -0.88300247 -2.33474988 1.19796188 -2.545305 -1.10858601 -0.481386 -1.0293286 -1.13945131 -0.71993025 1.29269925 1.53774853 0.4915194 0.38130717 -0.34742207 0.49657219 -0.02918277 -0.39927929] Distance 8.531943827900756 Each least square approximations [10.63703064 -2.91245048 4.21646419 -3.96264958 2.13816545 0.71641663 -1.84509729 0.36285612 1.48411059 3.26996692 -2.38137549 0.77528361 -0.12991984 -0.68110222 1.57111106 2.0789212 0.04772537 -1.74598285 -0.27435959 1.09182354] Distance 6.852841854808376 Each least square approximations [ 1.06960309e+01 3.71776784e+00 3.39196444e+00 -2.02536952e+00 4.19850507e+00 2.90070813e-01 3.72300586e-01 -5.09425458e-01 -6.15798657e-01 -2.64603649e+00 9.00073738e-01 -1.45205500e+00 -1.17931913e+00 -1.24815804e+00 -1.95252976e+00 -2.29616349e+00 -5.23036963e-03 -1.00301876e+00 -2.02306974e-01 -1.05705702e+00] Distance 7.4167143535794215 Each least square approximations [10.7062943 -5.33292645 2.39695859 -4.48064169 -0.07970927 -0.06526996 -2.42816868 0.14886547 1.18823539 1.42141106 3.0855245 -0.22824138 0.07151841 1.14317099 0.26667752 0.52396775 -0.69126944 0.13684875 -1.40482112 1.44555905] Distance 6.885600042383833 Each least square approximations [-11.17552502 -4.45895902 2.71545653 2.21520613 -2.91245749 0.35183912 -2.49100627 0.86946009 0.22686158 2.10266162 0.67759978 -0.64845928 -1.54267635 2.00262149 0.62617402 0.1892969 -1.73147563 0.0200071 -2.43670584 1.3119848 ] Distance 6.782204221331732 Each least square approximations [-10.59026488 -4.63884231 3.03719953 -2.75024908 -4.63716341 1.20765855 -0.67717443 0.78887341 0.37172699 -1.11643802 1.43130548 0.55955603 0.18128538 -0.16422521 1.49009136 0.28726841 -0.22633227 -0.65414559 -1.39683315 -0.85531373] Distance 4.6368995821004795 Each least square approximations [-0.06704518 1.09484512 0.56426216 -0.95253304 -2.50102913 0.13654473 -0.73027179 -0.91225997 -2.57729622 -3.24846582 -3.17328097 -0.6990569 0.59899979 -0.88510487 0.67592553 -0.53697688 0.68593835 1.08940392 0.76109151 -0.49916867] Distance 12.770302944831387 Each least square approximations [ 2.40401367 4.30060582 2.75848318 -2.13548465 2.77695775 -4.71803513 0.68233949 0.70633489 4.01570464 1.13260314 3.71922603 -0.07004928 -0.75083239 1.20295226 0.97135106 0.20956931 1.66189464 -0.72390211 2.91124312 1.6677412 ] Distance 9.43972409445326 Each least square approximations [-4.15920911 1.3987929 1.51413711 -0.76431421 -2.64586646 -4.10632433 3.58109431 -0.62999046 -0.97111043 -0.45419944 -1.43737094 -1.45397554 1.474169 -1.68191245 0.12262759 0.27268768 -0.20341199 -0.51785559 -0.90699639 0.33951206] Distance 11.59271452858595 Each least square approximations [-1.25439106 -3.57463864 1.31162029 1.06029245 -0.9051957 -4.24095131 -0.44587866 0.61848911 -1.96240458 -0.77053206 -1.55171091 -0.08095494 0.96633685 -0.90623192 0.23906625 0.89782138 1.52641824 0.54934867 -1.93206887 -0.41120813] Distance 12.356446382587098 Each least square approximations [-5.37056971 0.55651993 -5.10517934 2.78103083 -1.15506486 2.60110258 -0.22940946 4.14254795 1.9710601 -1.58672368 2.18964019 2.51227728 1.94172993 -1.35528923 0.79229255 -1.3710284 -0.82974565 1.27638601 -0.56784157 1.26553486] Distance 9.335275039209254 Each least square approximations [ 4.30315958 5.90268186 -1.83927811 0.50851208 -0.03634626 -0.3782502 -0.31516782 2.09369575 -2.2556563 -2.22484423 1.48135257 2.7920469 0.34762711 1.75775022 -2.31495173 -0.79275151 0.43920165 0.87778868 0.69940602 0.27696813] Distance 10.625093393538995 Each least square approximations [ 3.01918285 -4.01830625 -3.48670309 -1.26204799 0.84293257 -1.7437132 -4.25325431 1.92120475 0.11914227 0.12143504 1.73070729 1.23980083 1.28375245 -2.04544702 -1.43534054 3.38314665 3.08750971 -1.13890464 -0.52957106 0.74694362] Distance 10.25493341393017 Each least square approximations [ 2.97406487 5.5512655 -1.15680451 -0.72648815 -0.11404212 -2.11599896 -1.64781392 -2.80632821 3.61663066 -2.12931449 0.80021187 1.1520792 0.86359717 -0.69585883 1.85347486 0.19270471 0.94802156 -1.34606045 0.26394214 -1.51672058] Distance 10.922531378448117 Each least square approximations [-2.04272724 3.02895613 1.03367742 -2.24573575 -2.54795431 -2.95811001 0.46403505 -0.98176738 0.27595908 1.57730237 -0.18185712 -3.30179009 -0.48646515 -1.84440739 1.64270028 -0.45252199 2.46657318 -0.67376713 1.21655799 -0.29465494] Distance 11.884828302117269 Each least square approximations [-10.67238007 -7.08015539 1.71765879 -2.41306012 -2.98104122 0.07784961 -1.82626823 -0.10338561 0.55918897 0.29816652 -0.90274916 1.17653082 0.06428218 -0.0382595 -0.07019207 0.28901962 1.52402211 0.14664116 -0.32276143 -0.62628083] Distance 3.8704708649318094 Each least square approximations [-0.53357692 1.80436261 0.44599881 -0.82319025 -1.27691533 0.48500036 -0.77120514 -1.71837427 -3.41666738 -3.65285715 -3.0332554 -0.9246849 0.74863673 -0.73422094 0.75229949 -0.53078741 0.81565375 0.73669613 0.20372197 0.17149614] Distance 12.546989230190091 Each least square approximations [ 2.5045262 4.55743725 2.03006787 -2.2457923 2.71348667 -4.08814395 1.54013658 0.03898453 3.47897067 1.11339141 4.05050522 -0.88937216 -1.8253393 2.52760185 -0.07410928 0.44473663 2.24768879 -0.53784481 3.75720057 0.88540207] Distance 9.066018098921697 Each least square approximations [-4.45915422 2.25388507 1.48276143 0.34128643 -2.90893402 -2.59326452 2.28689314 0.4809518 0.92844613 -1.68079838 0.29764617 -1.88922238 0.30446461 -1.96832048 -0.49792157 0.1377984 0.75517205 -1.53303106 0.14473965 1.11762185] Distance 11.910481697970255 Each least square approximations [-0.74153357 -2.51395435 0.9507137 1.76380449 -0.18131107 -3.05238276 -1.82262183 -0.28528215 -2.47502343 -0.59753723 -2.33600221 0.72643551 1.60625338 -0.12413235 1.1688402 0.946339 0.80470538 0.28063112 -1.31852827 0.80761279] Distance 12.707337376883762 Each least square approximations [-4.34448633 1.01566141 -5.15443406 1.60747765 -1.64204111 3.52893961 -1.61298176 3.91640385 1.81173823 -1.85378936 2.44950563 0.54275621 1.61042244 -1.54902794 0.0052668 -3.23024163 -0.21923199 1.09169265 -0.58371334 2.05303182] Distance 9.443068984351468 Each least square approximations [ 3.29003513 7.04220785 -1.18649836 -2.26411227 -0.23607138 0.06440185 0.96907299 1.3091667 -3.15074888 -2.09742394 1.33219605 2.70577666 0.76858687 1.41492794 -1.94833581 -0.11701079 0.83185815 1.15054271 0.40275899 -0.02900226] Distance 10.192571799577516 Each least square approximations [ 2.33950929 -1.2521026 -2.66325876 -1.17358474 -0.21025638 -0.5331427 -4.60789879 3.0393651 0.2381337 0.69278657 2.0303024 -0.04672652 1.8747551 -2.57477307 0.10535493 3.45458031 1.75985352 -1.18313269 -0.64099747 1.96757773] Distance 11.122784028305533 Each least square approximations [ 2.74883847 5.11001093 -0.98356571 -1.6389203 0.59174274 -1.92532803 0.05312661 -3.56142103 2.13240321 -2.81603943 -1.22690714 -0.22625089 0.02058984 -0.88913119 0.44813573 0.54034636 1.51253684 -1.22202272 -0.0659818 -1.36858101] Distance 11.42430323479635 Each least square approximations [-1.67352345 1.81941908 1.47635136 -2.26216215 -1.84578761 -0.97920248 1.24566838 -1.03185677 1.42020386 1.0403838 0.01694479 -2.47565006 1.55220883 -2.59787534 1.06679722 -0.21790721 3.29490931 -2.03028638 0.88818698 0.50289089] Distance 12.230015468848068 Each least square approximations [-5.24464097 4.10976654 -5.93449345 4.62932852 1.50402044 -2.11737843 2.02821082 3.49692991 -2.60446776 0.70140548 0.35614498 -0.61935037 1.8079707 -0.21714503 0.60714346 0.96901577 -1.32651448 1.5048739 2.33165724 0.28431262] Distance 9.06984023732611 Each least square approximations [ 1.49184858e+01 -8.55541269e-01 1.19926254e-01 1.21117834e+00 -1.15948110e+00 -8.18204341e-02 5.63523758e-01 -4.89173141e-01 -4.25864192e-02 -1.58807771e-01 4.15364341e-01 1.84955245e-01 -8.98043486e-02 -1.47220212e-01 -5.68969776e-01 -1.31920247e-01 1.21840608e-02 3.25572948e-01 -2.97775983e-01 6.95966590e-02] Distance 0.9268471375671055 Each least square approximations [10.590451 -2.98925667 -4.4226254 -1.93042209 0.54398704 -0.73736591 -1.85076252 -0.37842304 0.59434302 1.22395208 1.08728011 1.98874001 2.33097862 -0.51494549 1.55184862 -0.38497963 -0.03035747 -0.43105366 -0.20357928 0.41307008] Distance 7.994732007649574 Each least square approximations [-8.99480456 -4.84594493 -4.88130649 -0.73204389 1.39133076 2.40776886 1.26818117 -0.07106884 -0.18693487 0.19759638 0.92158832 1.16907136 -0.79689352 -1.68971402 -0.0203078 1.49523451 -3.12051546 1.02542828 1.36535154 -1.92124653] Distance 8.117002202956709 Each least square approximations [-10.61940948 6.04205118 2.39746493 -2.06853423 -4.68150387 -2.11088735 1.2006682 -1.10999591 2.60774803 0.23451552 1.16824939 0.23044674 1.26383296 -1.88424968 -0.01418901 0.21322596 -0.72450291 1.44052449 -1.37590253 1.06170672] Distance 4.572517672877458 Each least square approximations [-9.75083985 -1.77147987 6.69255479 -0.36988746 -1.49727044 0.47904967 -2.09265485 -0.04304662 -1.78144431 -1.33598775 -1.27651955 -0.84650919 1.76208853 1.35186725 0.56424248 1.2293905 -0.18476532 0.1129112 -0.35001705 -0.52125308] Distance 7.990083704630129 Each least square approximations [10.51215316 -3.53270256 3.08079257 -3.47980234 0.88652466 0.02500057 -1.83418195 1.15168091 1.93869421 3.83033399 -2.80575481 1.15635567 0.1013785 -0.11629669 1.72225546 2.35881656 0.1454019 -2.05425209 0.09542134 0.59360499] Distance 6.122665129816663 Each least square approximations [ 1.02430653e+01 3.70324621e+00 2.27036839e+00 -1.79532094e+00 3.61464177e+00 -3.09830682e-01 -9.81921813e-03 -1.32027171e+00 -8.52503211e-01 -2.74548643e+00 1.39800638e+00 -1.64516330e+00 -1.72238376e+00 -5.13527062e-01 -1.70587716e+00 -2.51720647e+00 2.64464641e-01 -7.17593225e-01 -5.66640262e-01 -9.96144592e-01] Distance 7.6894998355108255 Each least square approximations [10.92105538 -5.42446977 1.9537694 -2.94361703 0.43862246 0.73799578 -2.81269672 0.23682789 2.39142102 0.80747767 2.40994579 -0.16851297 0.44958971 1.51588032 0.35709053 0.19037432 -1.06304003 0.41215083 -1.42078917 1.40301179] Distance 6.1892694988200265 Each least square approximations [-11.12315978 -4.10605197 1.00932598 2.13965003 -2.58263239 -0.77571609 -2.40625583 -0.24964207 -0.45270161 2.10481439 0.59905119 -0.30215137 -1.43002375 2.21479685 0.46215521 0.34602317 -1.66535889 0.43139683 -3.16622821 1.39688638] Distance 6.460318880683022 Each least square approximations [-7.01579111 -8.21940053 0.86235194 -1.41249355 -2.23928632 1.56556434 -3.28456464 0.1205725 1.17733204 -2.53133412 0.54568199 0.22023185 2.56390584 0.15314947 0.43417586 -0.40651311 0.83172454 -0.66581931 -1.88663886 -0.68286668] Distance 6.433822875784253 Each least square approximations [-2.18944225 1.66018002 0.58617424 -0.39917126 -1.7038525 -0.18214336 -0.02533965 -0.98859204 -4.43818472 -2.07403996 -2.911991 -0.89237536 0.61206636 -1.69791841 0.54508407 -0.53184038 0.41891281 0.72089296 0.73304907 -0.59961985] Distance 12.196757721624293 Each least square approximations [-0.44483863 4.06924726 0.84395257 -1.61572966 0.04580649 -4.15821448 0.81257035 -0.24262015 3.72043261 1.26970222 1.63768929 0.02378987 -1.80970048 2.83332608 1.19202168 0.2617248 2.61558711 -2.06860015 3.2434353 1.38324999] Distance 10.337264565595822 Each least square approximations [-1.82093696 2.8241136 2.76591966 0.89273192 -0.95030357 -2.11204589 1.58200259 1.49014589 1.31237218 0.14490147 -1.05807364 -2.51427479 1.25572115 -1.51314462 -1.77392784 -0.3239506 -0.2669975 -1.526733 0.00533074 -0.48063561] Distance 12.274813120482685 Each least square approximations [ 2.40319585 -1.22240714 -0.16317169 0.99147797 -0.54032828 -2.16645841 -1.11908183 0.70724719 -1.87360961 -0.2750711 -3.51249988 -0.31684469 2.53928245 -0.18921166 1.23673143 0.38787509 0.6035306 -0.37095108 -0.80978526 0.01511276] Distance 12.612283809803442 Each least square approximations [-2.48171789 0.98630085 -6.03580615 1.42323717 0.95378189 2.4521615 -1.41444596 3.68135757 1.68422515 -0.22741464 -0.37356445 1.71185344 1.07200646 0.06042265 -0.81431908 -3.84484417 0.1037914 0.61492237 -0.60080369 1.19979911] Distance 10.325796367885735 Each least square approximations [ 0.73586563 6.62776454 -2.72757693 -2.71593556 -0.70135989 -0.43287487 2.6837215 0.258168 -0.92182158 -1.02076388 2.41021643 1.88610495 -0.18513126 0.40197046 -2.5068206 0.14908877 0.81722183 0.96036724 0.84019466 1.19347095] Distance 10.522296006188673 Each least square approximations [ 0.06154022 -2.28816878 -2.35346959 -0.35864454 0.52203492 -1.33647372 -2.57400614 1.08900416 0.1841861 0.61277886 0.56374849 1.77336853 2.45002773 -2.57182728 -0.84288594 3.18048676 2.45003784 -1.62999768 -0.59688093 1.11018785] Distance 11.878228218946058 Each least square approximations [-0.4943954 3.43471174 -1.0208271 -0.71563194 0.24833296 -2.47690112 0.33165396 -3.50605727 2.57682339 -2.92295453 0.30238005 0.38259436 -0.63673704 -1.14165085 1.85702583 -0.39570269 -0.15245495 -2.57551241 0.11310131 -1.65056941] Distance 11.709336605330371 Each least square approximations [ 1.06388366 0.86820063 0.87361705 -1.52569965 -0.86075 -1.15143553 0.79080382 -1.59817147 0.00751813 1.04399591 0.22925981 -2.76569718 0.09182291 -1.21289198 1.18611805 -0.25491607 2.8435408 -0.53600651 0.39746872 -0.73756592] Distance 12.976588660139855 Each least square approximations [-5.47968524 3.79712648 -7.09079867 4.43039952 1.46036529 -3.77744804 1.53586922 2.94073293 -1.58133963 1.54873804 0.56631256 -0.87213147 0.61199621 -0.64054735 1.01300903 0.2245334 -1.45023697 1.55193008 0.74209434 0.43654089] Distance 8.574452395958671 Each least square approximations [14.50110055 1.05591017 -3.29112493 -0.69010545 -0.20058074 0.91459562 -1.05887098 0.06357962 0.2263075 0.30348551 0.14937462 0.40956162 0.31182349 -0.2354138 0.74996165 -0.58292528 -0.19318355 -0.61095248 -0.46529412 -0.33691148] Distance 1.241893709468159 Each least square approximations [11.26403053 -3.14366957 -4.37139088 -2.21817769 -0.1580444 0.18583936 -2.39774595 -0.8279027 -0.25979654 0.8870846 0.58351778 2.05598258 1.52024859 0.6433193 1.7868149 -0.81572662 -1.0604939 0.15052806 0.96814276 0.92112434] Distance 6.793749003145542 Each least square approximations [-9.53551163 -4.85814127 -5.4679678 -0.17093815 2.08673949 2.42995365 1.28550752 0.22711707 0.63941524 0.25609354 0.75416878 0.38911052 -1.01548905 -1.90482174 -0.37349936 0.51537436 -2.15668004 0.57241567 1.27935267 -1.72575065] Distance 7.490386229482666 Each least square approximations [-11.3673822 6.14246773 2.40201659 -1.70647371 -4.05578247 -1.65227147 -0.02998894 -1.65716054 1.42079639 0.4724369 0.59778866 -0.3194086 0.62797558 -1.09199625 0.57366034 0.76365264 -0.06639936 0.20642857 -0.98182502 0.10513518] Distance 4.959830226696489 Each least square approximations [-9.80294786 -2.26453235 6.74014107 -0.63406218 -2.52500912 1.25375241 -2.51436911 -0.86664084 -1.28196713 -0.84068096 -1.53758386 -0.57811331 1.06913843 1.5443015 0.64533148 0.2855073 -0.11950983 -0.44910046 0.27406715 -0.48063024] Distance 7.5301447426092825 Each least square approximations [10.11109277 -2.83950381 4.0897958 -3.66353006 2.96862821 0.61193835 -1.95124558 0.7326865 0.93404911 3.21600843 -1.51743365 -0.04325033 0.8445727 -0.52123425 1.35476215 1.50682995 0.60722313 -1.40730103 -0.41563924 0.52311741] Distance 7.2797875484763965 Each least square approximations [11.09460084 4.11863654 2.85483157 -1.6668675 4.09339457 -0.1516672 0.66870423 -0.66475702 -1.2288265 -2.33593865 0.90435279 -1.97897016 -0.13307815 -0.38925531 -2.41220816 -1.89811811 -0.17366765 -0.61013039 -0.57239975 -1.03631769] Distance 6.0524623217436115 Each least square approximations [10.69732349 -4.88946873 2.17041526 -4.07248527 0.46424606 0.3690452 -2.16655362 0.4942207 1.51203944 0.99854195 2.73372635 -0.26348473 -1.45843063 0.93776937 -0.42174805 0.94993861 -0.49834457 0.32986906 -1.06447334 1.75697051] Distance 6.6304156370650515 Each least square approximations [-11.55204984 -4.67527559 2.35619635 1.88028467 -2.6344026 -0.17943306 -2.43189382 0.25264338 -0.49861624 1.97554921 0.6087821 -0.81940978 -0.64180855 1.52087291 -0.12696619 0.75763362 -1.77132562 0.12666926 -2.38891555 -0.45013089] Distance 5.784514246009796 Each least square approximations [-6.15976466 4.42445377 -6.91398244 3.99967419 0.33534735 -3.16089216 3.1196781 0.51299283 -2.43791531 0.85475936 -0.34656686 0.84331877 -0.56303545 0.370204 0.84094335 1.91244787 -0.60726723 1.12587735 -1.58153581 -0.49374247] Distance 8.001630987370598 Each least square approximations [ 9.097764 2.4936083 -0.07592726 -1.07298015 0.36175997 6.27893524 -3.18603405 -3.32746387 0.93779303 0.25472943 0.96969429 0.25109138 -0.01080237 0.56428761 -0.5944846 0.13989516 -0.76423067 -0.39607598 0.69320249 0.20781892] Distance 8.205047832470843 Each least square approximations [ 9.47944316 -2.52080013 -2.87151422 -2.6660609 4.7706986 1.71351573 -2.59056566 -2.37912723 -0.7888698 -0.47633272 -0.27441803 0.52775734 -1.59286394 -1.10202527 -0.13503369 0.07549969 -1.41303804 -2.28749521 0.18107639 0.55086363] Distance 7.744088721751902 Each least square approximations [-10.05245744 -3.57147518 -5.36114316 0.37719818 1.78944798 0.10834391 0.89414659 -0.06680041 1.8207052 0.19572163 1.82472905 2.86671564 0.31942981 0.40102183 -1.05406359 -0.82219068 -0.47855357 1.32065737 0.28729652 -1.03940694] Distance 7.440001411883953 Each least square approximations [-12.58003633 0.73116163 -3.26261287 -3.36542273 0.25430329 1.55223745 -2.83162842 -1.20925787 -0.45221218 0.74457112 -0.70690235 1.77122882 1.862244 -0.17898392 -0.11158601 0.69321903 -1.17174694 0.17938075 -1.51103711 -0.06093128] Distance 4.165540739991557 Each least square approximations [-10.30702102 -1.77886004 5.35229256 -0.43047031 -3.88901747 1.14710499 -0.68575242 -0.5204475 0.22062214 2.23391732 -0.83805372 0.34907585 -2.20164156 -0.05783966 0.3212478 -0.31076016 0.05332814 -1.75537915 0.24345285 -0.18627268] Distance 7.255707208816969 Each least square approximations [ 8.52232332 -2.43701253 4.73350157 -3.33498378 4.86896336 1.78282272 -1.72802696 1.10486735 0.38530013 1.70637988 1.96245583 -1.23103661 1.10676763 0.46844658 0.14899387 -0.13931832 0.81593695 -0.57991732 0.17804732 0.86361879] Distance 8.201715522853158 Each least square approximations [11.11175803 3.38798716 0.10359933 -5.69180156 1.20996493 1.22300304 0.52688052 -1.15235342 -0.60978443 1.40984396 0.77812313 1.13137344 -1.16980787 1.79317882 0.35380934 1.0179708 -1.8942587 0.45316986 1.24758038 -0.33749134] Distance 5.896889395398824 Each least square approximations [10.71635185 -3.5369633 -1.8264525 -3.56074023 -0.73901494 -1.66755217 1.94198588 -0.23923746 -0.20405128 3.09255202 0.51565578 0.96046418 -0.95685277 -1.01296935 0.46254431 2.39147273 -1.75013814 2.5956359 -1.11011352 -1.97472797] Distance 6.166719917790859 Each least square approximations [-11.9564821 0.16879719 3.09170454 3.01718282 3.06481858 -0.45400322 0.28554495 0.80516073 1.69650007 0.98027988 -2.40204382 -1.51343068 0.58886325 0.44558599 -1.56935198 -1.44619682 0.33902106 2.00426264 -0.12246518 0.64350136] Distance 5.3490841352527925 Each least square approximations [-9.82298826 7.81060777 2.84384212 1.98813078 0.52890855 1.05246062 -0.56463141 -0.66126394 1.0021004 0.23179009 1.98618431 0.03643469 0.33872339 -0.11936781 0.15590697 0.84813979 0.26295804 1.5864682 0.92506608 0.54334174] Distance 5.485750462004738 Each least square approximations [ 5.94008367 -2.30179907 0.22508889 -0.71123124 -3.10736614 0.69323052 -2.31098493 -1.07973676 -0.36682102 0.44416797 -2.98249637 -0.06324407 -2.01409116 0.71699832 -0.22307399 -0.93800517 2.03088954 0.7367023 1.31288132 0.61835366] Distance 11.493508798412892 Each least square approximations [ 8.02950092 1.83532276 3.3030174 -1.09517307 3.04335424 -0.71265755 -1.52760238 -1.60238856 -0.68643279 4.38261962 1.49317823 1.80841334 -0.63356262 -2.06822173 0.36123772 -1.28428386 3.57546756 0.82561504 -0.91342585 -0.38214312] Distance 8.407290983333906 Each least square approximations [-7.22354857 -3.52800894 -1.34823648 -1.84955783 -6.33482413 -0.37697344 1.02134173 0.03281103 -0.921595 -1.565858 -3.37954984 1.34226445 1.65572747 -1.37026553 2.57773797 1.52564641 -2.24305615 -0.01108786 -2.58620287 -0.9140914 ] Distance 7.585184971392504 Each least square approximations [-6.92716913 -1.4898322 1.60945292 -4.75532569 0.35737729 -4.120073 2.53442825 2.15270909 1.63094357 -1.83694249 1.57332135 1.19051038 -1.66461362 0.48099938 -1.05322558 2.61846862 0.56910079 2.06640686 -0.12411977 -0.05011147] Distance 9.072587573976666 Each least square approximations [-8.48739543 0.88319052 2.41871184 0.71286216 1.54926626 0.05669682 3.30591145 2.80559582 1.95919659 -1.98005281 1.69589132 2.23351001 3.96340616 -1.34120769 0.40683693 1.20567508 -0.68832348 0.97382641 -0.67232731 -0.5315073 ] Distance 8.608282987064598 Each least square approximations [11.03400236 0.95617251 -1.75272965 4.88375629 -1.82851063 -1.17071427 -1.61975989 0.03648228 -1.5933403 0.05029926 0.02266811 0.29709644 0.7293689 0.29878415 -0.59521555 0.90724586 -0.9176185 -1.05050683 0.64757817 0.12887652] Distance 6.903024644230105 Each least square approximations [ 5.64310607 1.61552837 -3.14910148 -1.52111213 2.02048655 0.21755139 -3.30817639 -4.57818924 0.23320291 -0.96960636 1.67517263 -1.66769204 -2.15442939 0.43640397 -0.48645071 1.17492834 0.91376033 -0.96959501 -0.11554385 0.71059751] Distance 10.646333750689283 Each least square approximations [ 7.54826287 1.76507616 -3.99458586 -1.0263681 1.9365121 3.09483769 -5.16746985 -0.97071132 2.19875585 0.06772839 0.78971334 3.78170308 0.15570926 0.53704062 1.81611839 2.61730113 -0.30223176 -0.4387089 0.12486545 1.56904343] Distance 7.766979876091969 Each least square approximations [-6.59287522 -0.29968372 -2.35345513 2.86966943 -1.22570913 -4.03163674 2.88966581 0.35057336 1.38696926 3.10096609 -1.19793241 0.91031929 -1.36318813 -0.97612426 -1.11186614 3.30277871 -0.41008191 -0.56027911 0.706463 2.45926366] Distance 9.59375980353385 Each least square approximations [-4.72887076 4.7312828 -4.60511563 5.03683621 1.5131591 -1.64498505 0.6625911 3.71676661 -3.41963579 1.46723218 0.38680069 -2.02814483 1.85575662 0.88840516 0.49747695 -0.50946543 -1.37045888 2.31082776 2.81780122 -0.69553865] Distance 9.204106035869579 Each least square approximations [ 1.40876359e+01 -5.06370399e+00 -1.44452231e-01 -8.13667948e-01 1.12338249e-02 5.91348926e-01 -1.29962815e-01 2.14478933e+00 -2.68937538e-01 2.09405322e-01 -3.31595801e-01 -4.54791903e-02 9.36804063e-01 -2.82934627e-01 -1.32542237e-01 -9.18062923e-01 1.19213776e-02 6.25601899e-03 6.66164495e-02 -3.48836493e-01] Distance 1.3621290276148896 Each least square approximations [10.43744073 -2.50744903 -4.04223486 -0.5818712 -0.66938586 -0.2446979 -1.92293536 -0.39728099 0.26375979 2.44930421 1.95457063 1.31959242 2.684132 -0.73912472 1.63337918 -0.4033589 0.7222162 0.12283584 -0.36327833 0.44304196] Distance 8.627534848680394 Each least square approximations [-8.60066432 -5.24718103 -3.50785773 -1.40906959 0.19095915 3.30258079 0.73892592 0.39062093 -0.66530138 0.57331832 0.90595172 1.44092944 -0.94633226 -1.76706968 0.63581038 2.57029699 -2.55488022 1.3239406 1.82118681 -2.00039328] Distance 8.720532457595395 Each least square approximations [-9.66346315 7.02440014 2.12155444 -1.89643898 -4.0210099 -2.5410664 1.55888927 0.51375354 2.91605651 0.01254194 2.49659107 1.35164193 1.25818924 -1.14582893 -0.31498029 -0.37294599 0.0117381 1.6529788 0.452399 -0.09320894] Distance 5.915653001317594 Each least square approximations [-9.2729399 -1.6089297 6.28855937 -0.11544311 -0.2709628 0.13398013 -1.27826193 0.44751302 -2.33823927 -1.02783381 -1.469813 -0.09093369 1.74974544 0.39904461 0.90634363 1.79593675 1.16054186 -0.44998172 -0.00972488 -0.51853139] Distance 9.27043169576147 Each least square approximations [ 9.60850533 -3.90579021 3.35881901 -2.4774184 -0.58564078 0.42912397 -1.49142123 1.24998142 1.75104624 3.27266129 -3.45273609 0.65210075 0.08097091 -1.24541772 1.53142047 2.01818727 -0.65943802 -3.09936665 0.4985709 0.01521744] Distance 7.751113745303987 Each least square approximations [ 9.47959594 4.59428347 1.06957077 -0.22456237 4.37562552 -0.83614584 -0.42021884 -1.31023121 -1.26240793 -4.24944151 1.39973934 -2.22402857 -1.06991107 0.03826872 -1.62926945 -2.64352453 1.2547641 -0.92671883 -1.94357582 -1.3525437 ] Distance 7.381813098200047 Each least square approximations [11.16127529 -5.38573313 1.77082882 -1.13989349 1.35919792 2.23672617 -3.22308983 -0.01700616 2.7276971 0.10509459 2.96943661 -0.5572467 0.3509918 0.75530815 -0.2123708 -1.42169653 -1.26024819 -0.50898875 -0.53367593 2.45864862] Distance 5.5686120603960925 Each least square approximations [-10.73730886 -5.13363756 -1.08500227 1.64950317 -3.68873415 -1.5948799 -2.11370711 -0.86086459 -0.51426572 1.89603952 0.48921362 0.09307936 -0.83137438 2.01833537 0.05542189 0.59054345 -2.20315053 -0.07084432 -3.08425879 0.58188954] Distance 6.553219382415474 Each least square approximations [-5.59939585 4.54942478 -6.84903418 4.54274625 1.39771201 -2.78669067 3.1355368 1.39130191 -2.05175584 1.29819444 0.13569595 0.88341105 0.13204928 0.37419567 1.26121413 1.90022375 -0.66910668 2.42733434 -2.02440825 -0.67487953] Distance 7.898375832070781 Each least square approximations [ 9.60950097 0.71291855 -1.85317396 -0.25987138 0.45236137 7.74237031 -3.60966287 -2.23793288 0.5371965 0.69774897 0.33491474 1.22948806 -0.58081576 0.30199491 -0.41656526 -0.54606686 -0.72558998 -0.61199981 0.6314959 0.04598478] Distance 6.875496095123098 Each least square approximations [ 9.91305622 -2.99863121 -3.93779366 -1.93545072 3.30720817 2.03137777 -2.44016751 -2.60674941 -1.39889522 -0.43322199 0.31940702 0.53096044 -1.08955431 -1.01656273 -0.87898297 -0.34441412 -1.0243596 -1.45442976 0.99071543 0.21501148] Distance 7.890139943499571 Each least square approximations [-1.00321408e+01 -4.61832845e+00 -5.40027138e+00 1.19624198e+00 1.56063222e+00 1.27277241e+00 6.31025209e-01 2.32456378e-02 1.21008747e+00 1.47106633e+00 1.88348849e+00 1.55932504e+00 1.93445411e-01 -2.66772984e-02 -2.88583822e-02 -2.40463544e-03 -8.30663959e-01 1.76254698e+00 1.06751570e+00 -1.23265926e+00] Distance 7.300028962897176 Each least square approximations [-12.39390292 3.56645671 -1.26524589 -4.26001191 0.57683786 1.91413167 -2.40919319 0.17310944 -2.19607049 1.07355303 0.50264488 1.0198732 1.84044492 0.64199942 -0.95373683 0.40059713 -0.33160928 -0.26716946 -0.10021003 -0.83028607] Distance 4.181777705095124 Each least square approximations [-10.32099341 -1.28162393 6.51086959 -0.95757313 -3.49242506 0.72634931 -1.03391504 -0.41679551 -0.59533196 1.26142955 -1.21354672 0.13117518 -1.74029249 0.19793347 -0.2257823 0.63943967 0.03932326 -1.85887356 0.23023457 -0.56629437] Distance 7.083669882550398 Each least square approximations [ 8.57676104 -3.03427389 3.49762201 -3.26024578 4.72001774 2.48929572 -2.57271795 1.37465321 0.65077407 1.73996027 2.23640254 -1.44380202 1.21022516 -0.38516338 -0.01495277 -0.35625861 1.00654995 -0.55191724 0.83668611 0.63434871] Distance 8.312766077844984 Each least square approximations [10.86568045 4.1272906 1.33266564 -4.99557964 2.2785942 -0.17884927 0.61263552 -2.14582828 -1.34059594 0.59703179 1.0192928 0.0603211 -0.78886281 1.25638606 -0.51684424 -0.04806142 -1.04290601 0.88750816 1.11014302 0.74672506] Distance 6.711803365162161 Each least square approximations [10.58850532 -4.81669913 -1.94710828 -3.15635142 0.60470031 -2.06017012 1.09113725 0.05948795 0.72721666 2.42328145 0.88915481 0.68631462 -1.44339957 -1.52150656 -0.14098688 1.48584267 -0.37053137 1.5949548 -0.63934299 -0.94194216] Distance 7.298802823310072 Each least square approximations [-11.96804717 -2.06832946 2.84118784 3.28552876 2.47206102 -1.90240302 -0.77119584 0.06552792 1.03391923 1.1266843 -1.95140285 -1.11936049 0.72209303 0.61087202 -1.47286638 -0.78822129 0.14466302 1.03189327 -1.29212131 -0.52886226] Distance 5.965346287852351 Each least square approximations [-5.69316852 5.87832978 -5.58467428 3.59526069 1.65260336 -2.51007139 2.8255366 1.84531463 -1.25083359 -0.98813874 -0.13559523 -0.33538949 -0.02921265 0.48682058 -0.23850545 -0.60421412 -1.86996069 1.92635605 -0.27752377 0.87534946] Distance 8.580406030736174 Each least square approximations [11.61704406 1.33222887 -0.03713711 1.8903951 -0.12452412 2.30664488 -4.16348026 0.61478499 1.35406943 0.75377731 -0.53279906 -0.3012282 0.19551833 1.1973019 -0.21085206 -0.37091551 -0.33533428 0.47036993 1.41002042 -0.06795462] Distance 6.811533632478554 Each least square approximations [ 9.81920632 -4.95714806 -3.35033311 -2.34227226 1.48876545 1.0489114 -0.49106772 -2.10293146 0.55145967 1.71452295 0.50782606 0.43697009 1.36775986 -0.96060898 1.69128012 0.31905672 -0.18716913 -0.01532605 0.58347267 -0.20108662] Distance 7.807821816688655 Each least square approximations [-8.20812399 -4.14679751 -5.26904948 -0.86949651 2.0500052 2.82033624 1.1438799 1.3851833 -1.89349664 -1.25587787 0.48581256 0.952787 0.19666925 -1.93106233 1.59804397 -1.1830959 -2.48298921 1.23998073 0.89783772 -1.36705177] Distance 7.976861935853685 Each least square approximations [-11.95645973 3.74797516 1.85554397 -1.9870202 -2.26481681 -0.17777454 1.48389846 2.15408629 1.66869601 0.64239256 0.50102127 -1.42295707 -0.59286787 -1.78340976 1.80176752 -0.57871616 0.95979852 -0.73553808 0.2424276 0.50586097] Distance 5.074039698939901 Each least square approximations [-9.45966987 -2.29372903 5.99891002 -0.74888378 -0.38574756 2.93080981 0.11864695 -2.8325139 -0.1986128 1.25718653 -0.10900325 1.01612592 0.34816629 0.40921282 1.39695297 1.83577518 0.49036514 -0.15814044 -1.03816873 -0.31170545] Distance 7.663077958803966 Each least square approximations [ 9.86480702e+00 -2.59189543e+00 3.77160610e+00 -4.72740519e-01 2.80964723e+00 1.28839374e+00 -1.80569083e+00 2.35001067e+00 -5.99428470e-01 2.87386882e+00 3.03799761e-01 -1.91341255e+00 -4.24355898e-01 -1.45105659e+00 1.02721467e+00 4.85844655e-03 5.56138286e-01 -1.05410590e+00 1.04745936e+00 -5.61545029e-01] Distance 7.8194687700609835 Each least square approximations [ 9.23507341 3.61490075 2.11910408 -3.74603785 4.3405107 1.00071268 0.61699153 -1.45200153 -0.73718473 -2.76451004 0.44036401 -0.89616075 -0.90233185 -0.72954389 -1.25597735 -2.56732453 0.11690073 -0.44518763 0.08141748 -0.71413927] Distance 7.607447043049092 Each least square approximations [10.02229269 -3.10233849 1.48928517 -5.05965817 1.63067155 -0.26702903 -2.95664818 -0.03315524 -0.22672464 2.15246944 1.45174463 2.49645856 1.53114914 0.18607883 -0.16526906 -0.02129046 -0.69884556 0.42524504 0.84076109 1.99128692] Distance 6.809769821364728 Each least square approximations [-10.77590831 -2.31835945 1.65025496 4.50442986 -3.04564111 -0.26458553 -1.71510613 -0.1451555 0.11867473 1.64654081 0.0732171 -0.49202222 -0.35391949 1.79576811 0.02833293 0.3073449 -3.0592003 -0.951332 -1.49632453 0.50731003] Distance 6.364973214627523 Each least square approximations [-7.88719254 5.58512659 -4.62813599 2.52428005 0.74435027 -0.43202199 0.36782606 2.85315377 -0.45236367 -1.91132516 1.65850187 -0.06377371 -0.5375768 0.10963182 -0.75712124 -0.25279392 -1.06082669 0.47917077 2.06049115 1.60266773] Distance 7.714816616027894 Each least square approximations [ 9.57011251 0.37824102 2.20920291 -2.91599019 -1.70087729 1.8644173 -1.92974591 -1.64349333 -1.26986816 1.60532793 -0.08738155 -0.0842302 -0.87202248 0.37505413 -0.76091589 0.60808874 1.95865443 1.21538909 0.2138157 0.49297719] Distance 8.71111529550481 Each least square approximations [ 9.70394788 -1.48325218 -1.78281629 -3.56067281 2.27781093 0.12773149 -1.54979505 -0.0752088 0.2874592 1.96593879 -0.15479596 0.21847075 0.26077449 -1.19515213 2.18129567 -1.76468826 2.88299721 0.16765123 0.53161212 0.58502808] Distance 7.953586466276581 Each least square approximations [-8.62503287 -2.92440285 -4.46690407 -0.5517294 -0.27194796 0.2988411 -1.34309913 1.3641013 -0.70983697 -2.34224607 -1.70062349 -0.91361949 1.73231011 -2.38476624 0.74042498 0.3465742 -3.14243177 1.21236132 -1.70951172 0.15301791] Distance 8.065674737858261 Each least square approximations [-8.75672792e+00 9.53829871e-01 3.39939025e+00 -4.21052838e+00 -2.40680166e+00 -6.47969520e-01 -5.89902365e-02 -5.45201214e-02 3.94098332e+00 1.01668044e-01 -6.16634916e-01 3.92861112e-01 -7.35201653e-01 6.93571515e-01 -3.13013772e-01 7.53190793e-01 1.64682980e+00 2.94168236e+00 -2.68972296e-01 7.10558395e-03] Distance 7.946898007052834 Each least square approximations [-9.9562273 -1.65796479 3.71716326 -1.8062877 0.85067382 0.07766418 0.64572438 -1.7465544 2.17135228 -1.17808309 -0.60930812 0.96821711 2.61462573 -1.0474934 -0.51070405 0.36528505 -0.75604091 1.95952384 -0.86635694 -0.72322605] Distance 7.802004023956862 Each least square approximations [12.59391166 -1.10700226 1.74542654 1.74531226 -0.24412726 0.8835496 0.97909511 -3.52390692 0.01373996 2.04403546 -1.23291279 0.06022263 -0.86251857 -1.70025778 1.20202458 -0.859059 0.51111396 1.27475762 0.11756931 -0.30562906] Distance 3.4341102795411995 Each least square approximations [ 7.41514337 2.704772 2.49105993 -2.36695366 3.62440475 1.81384404 -0.77323293 -2.0243244 0.65674145 -1.70172438 1.94686231 -0.57291368 -1.64590349 0.28481756 0.38988348 0.02335685 0.91111157 -0.45017423 0.05517365 -0.06434831] Distance 9.939280181842044 Each least square approximations [ 8.91774061 -0.77852053 -1.71949719 -5.66894273 0.37328189 0.04025493 -3.24928547 0.46214355 1.72370245 0.55718778 2.29286401 2.16526257 -0.10899569 0.95138999 1.81793092 0.98736015 -0.61875442 -0.51599072 -0.67715907 1.37430889] Distance 7.608495780195855 Each least square approximations [-7.60023136 -2.2909501 2.38915615 3.08892416 -1.93607136 -0.07650972 0.04123215 1.93599007 0.55697289 2.90681965 -2.54018581 0.83604153 -1.76275582 1.04798952 -0.54273337 1.62887811 -0.98440989 -0.53738966 -1.39462851 3.40256058] Distance 9.046395236840402 Each least square approximations [-12.70493182 1.46539053 0.12794665 -3.10478249 1.54915937 1.80432213 1.13116023 1.28562927 0.0458717 -0.56682023 0.48598953 -0.37742333 2.23906594 -0.2658811 0.60871893 -1.37605412 -1.52080114 0.60887698 0.73713705 -0.70200647] Distance 3.3272116745096607 Each least square approximations [ 4.65479716 0.86043789 2.18371588 -0.35435843 -3.03233638 2.0079496 -1.46371433 -0.56676962 -3.69044806 -0.37912051 -2.97829595 -0.79424617 -0.51418893 -0.71221161 0.36239874 -1.07453987 0.9555952 -0.65087866 1.22510106 -0.81380057] Distance 11.525310256463847 Each least square approximations [ 5.82286212 1.29518491 -0.19687073 -1.91267954 5.4953485 -4.36084711 0.36884068 -0.50233762 1.350911 3.91833204 2.99379422 -1.01239272 -0.24366246 0.77247775 1.89398723 -1.46335785 4.34305156 -0.32530894 0.27199448 0.59451733] Distance 7.9256666939587195 Each least square approximations [-7.92383242 0.62522197 -1.92941016 1.08369073 -4.54158121 -1.74632625 1.15235932 2.42651276 -1.09844296 -1.69125973 -2.64890079 1.395776 3.21247997 -2.57178467 0.8264004 -0.06647905 -1.4520507 -0.78657103 0.37075996 0.35919367] Distance 8.487249022111026 Each least square approximations [-5.36161297 -2.10058697 1.341999 -4.11403747 -0.75337718 -4.14173107 -0.86821966 2.46533065 0.79719855 0.73779945 -1.21646572 -0.67012437 0.63688752 -2.26066729 -0.35852152 1.14001561 0.39033373 0.9922212 0.68832933 -0.93040965] Distance 10.755397007432936 Each least square approximations [-9.55750777 2.28083803 -0.85052734 -0.91686357 1.17880403 2.77001976 1.49588871 2.5181485 2.31627987 -0.99730921 1.1919865 1.59853086 1.12006754 -1.94474085 0.58525562 -1.79797568 -1.20035293 0.84004254 -0.17288209 0.29947856] Distance 8.226752779573049 Each least square approximations [ 9.2603353 3.29872316 -2.72025417 1.54387493 0.79218359 3.00041739 1.27600579 1.62578877 -2.30196664 -0.44957907 1.30257271 2.94298247 0.49894969 1.03675021 -1.7219805 -0.52727852 0.01624296 0.82557689 1.11971612 0.14837924] Distance 7.870387444554961 Each least square approximations [ 4.99523668 1.05424801 -2.60065565 -4.41557732 1.74023642 1.03501253 -3.88507835 -1.90052131 0.48547594 -1.84950792 1.2941607 -0.30472715 0.7413509 -1.99481919 -1.18789538 3.708091 2.59460417 -2.3540115 0.70342379 1.00578047] Distance 9.519612624429682 Each least square approximations [ 6.75825631 3.73257456 -4.1457937 -3.54780194 2.46756825 -1.10789204 -3.21941005 -3.19717836 1.77845422 -0.18577209 0.70241333 1.86652388 1.31328248 0.78307313 0.91158735 1.70288704 -0.27346168 -3.09299485 0.43117407 -1.13259026] Distance 7.937871913881159 Each least square approximations [-5.92828997 0.46284599 0.76799066 2.31101127 -0.80194791 -2.60075272 2.51393257 -0.44909845 2.28253752 2.64414041 0.49702639 -2.25504348 -0.83678487 -0.26274613 -0.60004951 0.9055223 3.06584156 -3.36276493 1.29749532 0.99762823] Distance 10.322766236314145 Each least square approximations [-7.09942899 -0.66101533 -4.39281095 -0.7696914 -1.04896717 1.99510427 -3.43566935 -0.69562766 -0.74270987 0.35039266 0.11637991 -1.11013732 0.38426293 -2.61664606 -2.85737263 2.49346774 -1.35339669 0.49130914 -0.93280979 1.83961867] Distance 8.860657498895808 Each least square approximations [ 3.58056116 1.57178083 0.64210985 -1.70132594 -1.31296688 0.90033739 -1.75352656 -2.41188595 -4.54840032 0.73625769 -2.59357153 -1.09263227 0.62784472 -1.23474179 -0.0241807 -0.4099435 1.19183685 0.451186 -1.02805539 0.91620588] Distance 11.465140689901922 Each least square approximations [ 5.30017264 3.55406959 -2.27457056 -1.72446912 1.1899345 -2.98625104 -1.49314029 -1.50138697 2.93384179 1.07783601 -0.27421089 -2.92799629 -1.82070767 2.89518469 0.68197791 -0.85271738 -0.27611428 -1.36808798 0.35788707 -1.29221606] Distance 9.873773258330518 Each least square approximations [-8.55660402 2.44156303 0.36937951 1.80879266 -0.94210841 -0.53816089 -0.90810947 0.57323282 -1.97237813 1.20872227 -0.7784811 -1.13943019 1.01829553 -0.52646915 -3.30292899 -0.50996668 -2.31559527 -1.23556309 -1.47783799 1.63760853] Distance 8.934382098080711 Each least square approximations [-3.77850324 0.0543375 -1.34850065 -0.43742649 -1.5442633 -0.97662829 -2.39014303 -1.19679049 0.18222024 3.28129193 -0.69357424 0.14626291 1.86700912 -0.6232344 -0.74584439 1.35459795 0.45857701 0.93022404 -0.34978733 -1.58747908] Distance 12.172615799787485 Each least square approximations [-9.45328037 2.14176576 -6.40869283 -0.60958821 -2.33114937 -0.61787585 -2.26343297 -1.43126556 0.6046364 -0.02309555 -1.23208582 0.02957904 0.84304899 -0.64160224 -2.16529885 -0.82881973 0.22771984 -0.74273859 -0.514484 -2.16411847] Distance 5.823676027195489 Each least square approximations [ 6.20357511 3.08628014 -0.33849664 -2.16385972 0.98031098 1.98938798 2.76660538 -0.67568936 -2.27054761 0.20231033 1.62583409 0.45521458 0.15122459 1.34680478 1.69787513 -0.47504624 -0.88106864 -0.84137485 0.91608796 1.90191454] Distance 10.557629945927225 Each least square approximations [ 5.00337229 0.02695301 0.62201676 -2.6976108 -1.29152283 -0.04648393 -2.5889785 3.37268018 -0.71885649 -1.34679307 0.39166233 -0.03983828 2.14137737 -0.50664756 0.72783114 2.14934499 0.43224348 -0.7890303 1.5029374 0.47486151] Distance 11.314354735778373 Each least square approximations [ 5.8354064 3.17551351 -2.83240912 -3.79824316 -0.10843145 -2.39090013 1.35100821 -2.12088005 0.92935728 -1.94786348 1.78324151 -1.38351268 -0.53821546 1.59334048 0.40139823 -0.1346088 -1.51875411 -0.42938337 0.43593735 -0.83711507] Distance 10.072440257479618 Each least square approximations [-5.11026782 0.41812661 2.4220435 -2.39207414 -0.30217002 -0.34920801 -0.68932417 0.78595751 1.25971799 1.0800044 -0.04924713 -1.32426975 -1.26539907 1.27534064 -1.5276237 -0.42708441 2.39470898 -0.77390967 0.57195864 1.03494675] Distance 11.792491657869034 Each least square approximations [-5.54775827 1.36550472 -2.32972867 3.52783887 0.7292308 -3.7456991 1.44796486 -3.31437561 -0.85280371 1.85792245 -0.34717782 0.04519156 1.21151637 3.54710653 0.47714788 0.86273372 -1.92241298 0.645007 0.66490568 1.28432782] Distance 10.11184428930897 Each least square approximations [ 6.3739319 0.36210848 -1.19430881 -1.03759263 -1.05623297 3.19256926 -1.43877943 0.34840738 -0.22978841 1.69891712 -1.02504428 0.14817484 -0.68859337 0.90223 0.05136108 0.09328562 -1.15520777 2.73316147 0.78843876 -1.22102914] Distance 11.530226923695997 Each least square approximations [10.40708325 0.37288444 2.37700761 5.58456597 2.51788859 0.02986835 -2.20040736 -1.32070941 -0.20507926 -2.84383711 -1.37853595 -1.56760928 -1.8425608 -0.86469485 1.34740072 -0.37591634 1.30843682 -1.9690556 0.99865013 0.62701151] Distance 4.707260071403021 Each least square approximations [-5.35130108 -1.10466738 -4.89365337 -2.3050248 -3.27390364 0.89708676 2.21992873 2.74980765 2.84947046 -1.83872599 0.97241086 0.32953014 -2.69755366 -0.96849781 -2.22095897 0.39995577 -2.07162024 0.47213242 -1.19566376 1.17957209] Distance 9.466120947354902 Each least square approximations [-6.93413684 1.7308233 -1.1288078 -2.06043443 0.50296029 -1.52162146 -2.19946807 -2.65843362 0.85958661 0.15152529 -0.40557077 2.03671536 0.40938337 0.34391475 1.15775918 2.90772918 1.8413473 3.43186148 1.27924083 0.67967714] Distance 10.121372397276176 Each least square approximations [-6.32126025 -0.26706353 2.83671645 2.68374427 -1.37253053 1.72904903 -2.68308248 0.83014227 2.51592383 1.69799919 -0.29945529 0.58711718 1.50532099 0.5104377 -0.32255321 -1.24594701 0.35423156 0.54853949 0.67122916 -3.36355707] Distance 10.577045955906426 Each least square approximations [ 6.66278305 1.36508206 3.44922752 -1.83879013 -0.08472286 0.30959809 -2.64288166 0.54869237 0.88001155 -1.2996766 -1.44913914 -1.47029834 -0.50524145 0.13209842 0.75731516 0.15221209 2.82539264 1.70359877 0.596985 -0.08674343] Distance 10.870521108509628 Each least square approximations [ 7.2245234 4.86067595 -3.72059253 -1.51023539 2.58401326 1.05172774 0.84139484 0.62238695 0.31216789 -0.61969942 -0.42910878 0.2976445 -0.12251751 -0.37031913 1.89557173 -0.54347839 -0.27307353 0.78219915 0.46524629 0.74011906] Distance 9.94322548957989 Each least square approximations [ 7.09302747 -1.72294445 -0.53964369 -2.29941232 -2.36495384 3.79856969 -1.07258935 -1.14665434 -0.36502652 0.82262786 -0.26054735 0.5630791 -1.0460977 -1.12151627 -0.84837986 1.91533112 -0.03409008 -1.09174813 -0.85386257 0.15182402] Distance 10.71024790792548 Each least square approximations [-7.37742587 -2.05317119 0.12154426 1.8590294 -0.93298592 0.07315367 1.73510946 0.43142607 -0.11483994 0.06975668 -1.75232874 -1.03227001 1.503834 1.00820718 -1.60716591 2.93910996 1.51259435 0.72324774 0.04478987 1.89935971] Distance 10.708683238581443 Each least square approximations [-5.30841368 5.83210208 -1.84718616 1.21992655 -0.55778455 -2.10403479 2.35578896 -0.36781994 -3.19085332 2.33215027 0.7276629 2.20465603 -0.42021147 0.11406264 0.30467298 2.92974544 0.82940763 3.34175625 -2.27261833 2.32314339] Distance 9.4992643112112 Each least square approximations [ 6.3127587 -0.9343203 -1.98744312 1.79341277 1.206924 4.64154277 -2.85089605 -2.6380957 2.14282731 -0.99583427 0.11389667 1.36037989 0.33087219 2.14595067 1.33727223 -0.65431764 -0.2984832 0.84659547 -0.28619621 0.06643885] Distance 10.899423703257494 Each least square approximations [ 7.95519495 -1.17035538 0.57428374 -1.8993809 2.95371333 5.07974545 0.50261766 -0.07587373 -2.53224279 1.36077169 1.95390897 0.70008087 -0.81649236 -0.43626644 0.07340511 1.89499229 -2.24876182 -1.59487781 1.73879563 -0.99325765] Distance 9.382473206797988 Each least square approximations [-6.75832594 -4.32442954 -3.19093176 -2.01773107 0.24607238 0.61924152 0.79398046 0.53347584 1.15204145 -0.19356796 -0.46561481 2.11090959 -0.89919948 1.13190199 3.90709372 -0.29951265 0.41672283 1.50353169 -1.04233009 -0.80445283] Distance 10.602235095762751 Each least square approximations [-11.62421693 -1.17251921 2.47738909 -0.08063788 5.44578995 0.26046721 2.79078691 -1.0627141 -2.39023195 -1.012106 1.51170722 0.59110678 0.66836454 0.95105098 -1.95015456 0.13921813 -0.9497748 1.00035294 0.71603968 -0.12907845] Distance 4.667320527773564 Each least square approximations [-6.71115277 -2.98060886 4.16702049 0.87651308 -1.68964544 3.09122966 0.98272547 -1.98989947 -1.48384056 -2.61672047 2.45102378 2.1470262 0.18211333 1.77628725 0.0104606 1.19486127 -2.11629328 -1.3345134 -0.32934591 0.36331679] Distance 9.99354656879682 Each least square approximations [ 7.35313636 -0.40745673 3.39847704 0.06656983 0.58607597 1.91604706 -4.32973443 3.01416723 -0.33301081 1.96768266 2.08185019 -1.56137402 3.37542968 0.99912656 0.66359816 -1.28887174 1.64797248 -2.92722284 0.69295713 -1.74043877] Distance 9.075707635406733 Each least square approximations [ 7.80267708e+00 2.79463295e+00 -1.20468871e+00 -4.31177766e+00 5.96787689e-03 -3.49748401e-01 -1.02905583e+00 -1.19659238e+00 -2.38055063e+00 9.53522225e-01 3.46422989e+00 -8.75743506e-01 -3.08352260e+00 2.45017310e-01 1.45505485e+00 -1.36411375e+00 -1.72546305e+00 6.59261090e-01 5.74280343e-01 -1.00070895e+00] Distance 9.54277890180151 Each least square approximations [ 8.30250619 -0.97696476 -1.37711173 -1.63643925 -2.20627366 -0.25658802 -3.36050095 -0.98980533 -0.4171672 -0.10264709 -2.54100183 -0.16071866 0.11549697 -2.28701307 -0.73274524 1.89254665 0.42102366 3.30539994 -1.55869306 0.29094251] Distance 9.936410766679026 Each least square approximations [-8.87752164 3.08963218 1.8962331 3.24514646 -1.40299895 -2.19231221 0.97960581 -1.64831117 1.07941027 -1.16715579 -3.00335023 -0.97793838 1.17252516 -1.27581007 0.66508636 3.27680555 -1.18187919 -0.49406518 -0.39647544 0.77013604] Distance 8.833684246962946 Each least square approximations [-8.13328304 7.83230852 1.92999766 1.62293194 1.16010536 2.12018866 -1.1587041 3.1750807 -0.30695168 0.51280289 2.18626621 -2.46136744 0.16992029 -1.30888374 -2.86176063 1.46844608 0.45547292 0.84526554 1.16170589 0.01270925] Distance 6.126602777832952 Each least square approximations [ 5.94641062 -3.90433442 1.85083245 -1.28888023 -2.78753501 -0.85082628 -2.34145755 -1.03556226 1.08191633 2.0905758 -2.09736947 0.14262635 -1.36163028 0.32700312 0.35790601 1.35870419 1.8648104 -0.99973183 -0.22547769 -1.3025252 ] Distance 11.106295349376587 Each least square approximations [ 6.98196159 -0.55704734 0.18477045 -0.54154207 0.15471876 -2.17756509 -0.04626454 -0.36635064 -0.43417122 6.20346904 3.2834447 0.45306611 0.06328671 -3.00843599 1.95670884 0.42942206 1.94778424 0.75344758 -2.09282877 -0.39070441] Distance 9.396906359426154 Each least square approximations [-8.25442475 -2.10070562 1.13051655 -2.02324174 -4.80896915 0.39572724 -0.21955535 0.63695165 -3.5007947 -2.41666553 -2.08671985 1.06658168 1.51486972 -0.5810607 1.5796796 1.59254441 -2.54625408 0.79799697 -0.54299418 -2.1190338 ] Distance 8.330376561227746 Each least square approximations [-6.21172466 -1.07612059 2.01472343 -3.98765538 -1.3789162 -2.37634522 3.2893666 3.44189923 1.98948284 -1.13804974 1.43581993 2.84915724 -2.45580323 -1.97972693 -0.70978212 0.46871918 -0.76857964 2.22293033 1.29560064 -1.50431734] Distance 9.41860609203394 Each least square approximations [-8.82099463 2.4931179 0.97297784 0.01501247 1.06456382 -0.23703992 5.88478072 0.68669966 -0.30923894 -1.42626956 1.12219508 1.47294159 4.28474917 -2.33282782 0.85307813 1.29242846 -0.72095038 0.32049155 -1.43875145 -0.05171088] Distance 7.647993331905354 Each least square approximations [ 9.77442853 0.48897828 0.45670582 5.50417665 -2.98431582 0.6440572 2.87336026 3.76569586 -2.11724467 0.83205703 -0.27187869 2.07634679 0.31209942 -0.33196007 1.79430793 0.49869218 -0.79830549 -1.77211972 -1.78013376 0.33317966] Distance 5.989562766353274 Each least square approximations [ 2.96187978 2.66325203 -1.13951916 -2.82442577 1.25278673 0.53346752 -3.26524417 -3.44183533 1.22478044 -3.72627095 3.18351025 -1.55254972 -1.63797653 1.61671971 -0.55855744 1.22493491 2.404625 -1.03750724 0.62557793 -1.79852612] Distance 10.917019424014534 Each least square approximations [ 7.96482053 4.08066182 -4.04635651 -1.95217104 4.16906852 3.68707097 -4.31755922 0.16055964 0.46069299 -0.21688557 1.91400394 1.48979723 0.38070037 1.5940193 0.11598528 -1.49564489 -2.87215003 0.39890719 -1.18471929 0.78080839] Distance 6.541582035725945 Each least square approximations [-5.56547358 0.52547541 -3.29079861 3.92484805 -2.17560134 -1.61281357 0.52855883 0.98960508 2.32060564 1.98383931 -0.57530612 0.58084158 -2.16259153 -1.510773 -2.16524367 0.56311648 -1.22742681 -1.24093209 -1.12506362 0.8150103 ] Distance 11.009149050415525 Each least square approximations [-1.23150413 2.59238767 -1.38235139 1.6076571 -1.1112133 -2.95722236 -2.96004148 2.70896049 -0.58324825 3.00346129 0.32374808 0.00844396 0.60598164 2.45953405 -0.66199656 -0.55356646 -2.33720047 2.59220543 -0.26679033 0.7137875 ] Distance 11.76072913067575 Each least square approximations [ 5.08064409 -2.35328902 -1.9759587 -0.56416477 1.6569622 -0.45057551 -1.51621912 1.22895938 1.80497917 1.63358212 -2.32259652 -0.37777251 -1.36132676 -0.29259604 0.234176 0.22155278 -1.1804898 -0.32316398 -1.04482575 -0.91065997] Distance 12.13509285558367 Each least square approximations [ 9.06157672 -0.43256117 0.70451274 2.92530356 -6.71444562 0.18223494 2.09045064 1.5097874 0.1002151 -2.55809257 1.09567188 -4.17135226 0.26606635 -0.29927997 -0.16926562 -0.94313464 1.6065484 1.52107566 -1.29218746 0.43230489] Distance 5.514840891887404 Each least square approximations [-3.86413169 -2.53535807 0.56516588 -1.48902997 -1.21271952 1.3028843 -0.78941699 2.47912682 0.24788057 -0.06511358 1.37790358 -2.37177954 -4.34299217 -2.26908496 0.1019021 2.54304142 -1.87871696 -0.43687413 -2.40101576 0.73306595] Distance 11.161700807703658 Each least square approximations [-3.03985407 4.03629143 3.88619856 -1.71679748 1.07048936 -0.86425639 0.63688928 -2.81138007 1.40118585 2.36622199 1.63290753 4.52721373 -3.60238243 0.42998409 1.44276846 -0.67043222 1.92747267 0.03424668 0.94772756 0.02250173] Distance 10.084648170781236 Each least square approximations [-2.72077415 -1.66333557 1.86328291 1.19897985 -0.20657538 -0.50700946 -3.16923788 -0.96230464 -1.22521018 -2.56483908 -0.91268081 2.3714024 2.71318667 -1.89593311 -0.21735272 1.43069541 0.52285829 -0.07539377 0.17729071 -1.08443526] Distance 12.292117240400504 Each least square approximations [ 4.09092489 -1.08644819 1.87350607 -0.37241639 -1.11479692 0.4760648 -0.26877208 0.74827787 0.64236459 -3.75025703 -4.30390274 0.51708711 1.31400576 -2.51237868 3.01708758 -1.81117815 0.2700726 0.17020727 -2.17915726 0.03152546] Distance 11.1494163708602 Each least square approximations [ 2.5184756 4.48695069 0.87722755 1.98515687 2.69622145 -1.1462388 1.74460406 2.97305516 1.3544921 -3.31867954 3.41439744 -1.11652863 -0.92456843 1.28125765 0.66397949 -1.97221831 -0.97636791 0.61829781 -0.99206984 -1.08754952] Distance 10.898750329490019 Each least square approximations [ 5.5984803 0.64783863 1.5339826 0.34737767 2.58431313 1.23068669 -1.00378234 1.84785853 1.05578289 -0.97106402 2.04166767 -1.41103655 -1.64136603 -1.86288983 -3.26812198 -1.20767767 1.42010761 -0.55224306 0.12653181 1.34962563] Distance 11.357183816923452 Each least square approximations [-3.01398772 -3.81061571 0.21993094 0.0548741 -2.25940599 0.96081382 -0.31180576 -2.589206 1.34106018 -0.3522252 -0.84492877 1.11118292 1.94385261 1.18569831 0.30777029 0.39815804 -1.60054984 0.94973672 -2.76582385 -0.70184444] Distance 12.21133712024294 Each least square approximations [-6.47296003 3.1921126 -3.60585438 1.78870864 -3.38842592 -0.9265281 1.3275796 -3.22008702 -3.92164767 2.80714746 0.09622347 1.22433981 0.16887385 1.95629081 1.83772506 3.58236014 -2.26424463 0.44571302 0.13987768 -1.19954228] Distance 8.724535540263515 Each least square approximations [ 8.1158491 -0.18432924 -2.6900258 -0.24925788 -1.0387023 4.20025437 0.44765637 -0.30752661 -0.71869075 -2.80948186 -0.10257833 -0.96923249 0.28219758 1.43604206 -0.5466346 0.15291866 0.78203086 2.40082247 0.10208281 0.3892681 ] Distance 10.4842978274355 Each least square approximations [ 8.77479017 3.24304418 2.04842899 -1.61720323 5.0049383 2.83975649 -3.22638492 -1.1111824 1.8393646 0.5279375 0.71862384 0.75494043 0.6250294 0.49109066 0.25104279 -0.83735476 -2.657761 -1.86555525 -0.89329383 1.50332319] Distance 7.852841774129366 Each least square approximations [-8.88250909e+00 -1.16159793e+00 -3.23070338e+00 -4.47098288e+00 1.98183755e-01 -2.25512458e+00 3.82455724e+00 -3.18816285e-02 1.67185150e+00 2.69221297e+00 4.90709079e-01 4.52230262e+00 -9.20185041e-01 1.30932491e-01 -4.32807204e-01 -5.84719739e-02 6.20855815e-02 2.29789903e-01 9.14107468e-05 7.97694284e-01] Distance 7.58852920606765 Each least square approximations [-1.04184927e+01 1.29053700e-01 -4.28347602e+00 3.49637191e-01 -2.85018599e-01 -3.16494946e+00 3.14389377e-02 -1.82670249e+00 1.06147645e+00 -2.93196791e-01 1.97490048e+00 -2.04492896e-01 2.67348337e+00 8.61670656e-01 -5.76324609e-01 1.93007122e+00 -5.12213647e-03 9.25150179e-01 -7.31268470e-01 1.82900712e+00] Distance 7.628301163443023 Each least square approximations [-8.76601046 -2.77504237 1.88744186 0.61203829 -2.98992981 -0.16417315 -1.98811698 1.60952518 -0.72899914 1.1834935 1.54709202 1.16992316 1.4305048 1.01202804 1.51746051 -0.92833587 0.03596306 -1.85368006 0.82053061 -0.38538542] Distance 10.01587798195652 Each least square approximations [ 7.13014301 -0.37173126 3.79654289 -1.83649704 2.32896963 -0.52733563 -4.62934739 -0.54490885 0.4080875 1.51297586 0.60840607 -0.85472852 0.40001749 4.40721549 0.3547431 0.45758429 1.46556685 -3.85924155 3.20863322 -0.44818456] Distance 8.560987226255312 Each least square approximations [13.15542317 -0.13586832 -4.87167761 -0.03739333 -1.4112329 -0.81473512 -1.516458 -0.27513544 1.46926739 -0.18452322 -0.26791857 0.37301612 -1.52648901 -1.00979764 0.85774295 -0.68045462 -0.65467459 0.82551989 0.55080291 0.79259984] Distance 3.107095489169677 Each least square approximations [ 9.95800615 -0.69205484 -1.24006742 -0.77418449 -4.6089845 2.05627833 1.00750138 -2.03132821 3.11141549 1.99097322 -0.43444024 0.72425348 1.98518494 -0.18358865 0.39372634 2.40429469 0.78054557 1.21025399 -1.79405037 0.72628769] Distance 7.616963540735144 Each least square approximations [-12.57461878 2.59193577 -0.43820749 -1.56424267 -0.41858088 -2.33718351 2.69806528 0.93881844 -1.22944876 -0.50916691 -0.23426025 -0.38696319 -0.64910411 -0.15891559 0.43128529 -0.09335932 1.53443384 0.64060664 -0.27839794 0.60068854] Distance 5.779314101199687 Each least square approximations [-7.37582057 7.00298606 -1.38390176 1.90683566 -2.9326507 0.74673416 -0.62008289 0.35728483 -2.71774662 3.23745037 -1.31897228 -0.95631368 1.46299727 -0.37622335 -3.14320889 0.27188696 0.75981944 0.64350728 -0.52557774 -0.61331205] Distance 7.162842716213395 Each least square approximations [ 6.21479275 -2.80070422 1.43023986 -1.12557614 -1.40898808 0.17689991 -3.75241434 -0.81837787 1.65020738 -1.65090654 -3.58304655 0.81007222 0.15234796 2.00301727 1.1664865 0.57491347 0.56963022 -1.15825089 -1.20949761 -0.05711269] Distance 10.489248773893507 Each least square approximations [ 7.83785369 1.61882756 -1.67557246 -0.92776728 2.04208222 -0.55376145 -0.79328066 -0.07587293 0.98731407 3.29041402 4.43038222 -2.34546265 -0.83325947 -2.11978487 0.73304542 2.84289232 -0.52168701 0.99351335 -2.33406169 -1.73032292] Distance 8.432146401329645 Each least square approximations [-9.79167831 -4.05855505 1.06223248 -1.93705017 -2.35866101 -0.58254189 0.1836869 1.47892698 -3.35405371 -0.44010554 0.74237959 2.20896891 0.47201088 0.45471798 2.07438224 1.67177133 0.07708831 -0.10281159 -1.41713441 1.39515671] Distance 7.116703009182878 Each least square approximations [-7.83247159 1.16099142 -0.67143899 -1.38460847 1.34580502 -0.77002731 0.63271878 3.06734037 0.17161305 2.88342459 0.98101527 3.49599339 -0.52724511 -1.48215532 -2.31182774 -0.80320742 -0.52118312 2.14058729 -0.04742117 -0.5743099 ] Distance 9.587406556810441 Each least square approximations [-9.17506946e+00 -1.21111705e+00 2.41573222e-01 2.95405238e-01 -1.58876988e+00 5.75748228e-01 2.64293425e+00 8.05906033e-01 -1.76341405e+00 -6.40886317e-01 1.67085862e+00 2.16140958e+00 1.89214047e+00 -3.22993235e+00 -2.69122511e-01 6.14974001e-01 -1.23688118e+00 -2.29484053e-03 -3.10786300e-02 -8.55044463e-01] Distance 8.965460962791566 Each least square approximations [ 7.52296343 -2.07935769 4.66893884 1.7779489 -2.19514978 1.06706899 1.55242831 2.73617795 -2.37748582 -1.32148279 1.56880689 2.04073892 2.15385968 0.96892274 0.30376201 -1.02920739 -1.09679465 -3.58918064 0.47007722 0.69194199] Distance 8.191543564871543 Each least square approximations [ 6.13547079 3.17483428 -1.76015461 -2.4235983 0.90160141 -1.4278374 -5.08232769 0.41491027 0.80530456 -3.3969041 2.50883429 -1.06941824 -1.61821536 0.72369129 0.79258898 0.55788787 0.07581593 -1.67342654 1.35381554 -2.59671784] Distance 9.150668937936214 Each least square approximations [11.21454035 2.83422642 -2.43277801 0.89125258 1.99899393 0.61246433 -0.08845114 -1.4956197 -2.09922673 -2.91167292 1.09397902 1.76260776 0.73439071 0.20037124 -0.5291231 -0.94971271 0.60350673 0.45876259 -0.76582231 0.16064909] Distance 6.091739869291925 Each least square approximations [-8.79180618 0.33946084 -2.24059068 0.89735362 -1.87251403 -1.03231958 1.47600604 -0.48211784 3.88485176 0.9596081 -0.23498908 -1.05180049 1.57538107 -0.64692889 0.28875955 -1.06239542 -0.81789627 -1.7817888 0.71130196 1.24939674] Distance 9.325021307874824 Each least square approximations [-4.78619803 2.55346263 -1.98315773 0.55147639 -1.66527678 -3.99242188 2.11359068 -0.32434417 -4.67654368 1.39303139 1.14176214 1.56938225 -1.81717358 1.14433111 0.17137377 2.29696573 -1.42405067 2.06998367 -1.76150865 1.34771552] Distance 10.4398438695582 Each least square approximations [ 6.49915753e+00 1.38027024e+00 -2.06990135e+00 -7.25651754e-01 3.03287977e-01 2.97254165e+00 -9.78412591e-02 -1.04709726e+00 2.97735699e+00 -1.09347540e+00 2.11802577e+00 1.42015241e+00 2.16229611e+00 1.97448247e+00 -3.77156840e-01 2.06394011e-01 1.13461562e+00 1.30703536e+00 6.26140778e-03 -1.81436353e-02] Distance 11.285346716387304 Each least square approximations [ 7.35049931 -1.95813686 2.19359141 -3.16671498 1.83053993 5.2931509 0.28521788 -0.119162 0.03287312 1.64063184 1.45267675 0.0650111 0.52994279 -0.30471946 0.74407478 2.09749696 -2.72424995 -2.92580977 1.87275662 -0.03668664] Distance 8.99299819325163 Each least square approximations [-5.2765206 -3.18609345 -2.91163719 -2.39458527 1.86391124 -1.21447592 1.43467426 1.1698221 1.66674101 0.10547855 0.84949136 2.05703794 -1.75123234 0.02841418 3.2995175 -2.1724852 -0.30172795 1.2917849 -1.51264612 0.43096333] Distance 11.110183795877271 Each least square approximations [-10.9404001 -0.14815789 0.85394112 4.5263002 5.13610251 -2.19158864 0.38561805 -1.0262146 0.62078184 -1.57197502 -1.61442584 -0.41918707 0.48604777 0.47448813 1.14111616 -0.71279298 0.06914766 1.8425192 -1.19097002 0.32999673] Distance 5.339853019763064 Each least square approximations [-5.54304053 -3.76413488 2.64760876 1.00280005 -2.26853849 4.34720366 -0.40633902 -2.32735868 -1.54356615 -0.32542391 3.8140658 2.06536108 -0.30093872 1.75973502 -0.23688474 1.69544618 -1.31916346 -1.86899425 -0.32254443 0.06175235] Distance 9.96847640235378 Each least square approximations [ 6.19610573 1.20913174 4.79523657 -1.78510614 0.96556034 -0.03147868 -4.73509283 1.03234803 -1.02021642 1.58513117 0.81499354 -1.3798258 2.78820702 1.09923335 2.16139909 -1.44862404 2.00946931 -2.90236087 -0.15111992 -2.02164538] Distance 9.260993270235334 Each least square approximations [ 8.60013534 3.07023083 -1.400003 -1.80138937 -0.61248384 -0.23125845 -0.4699876 1.42513234 0.06375163 0.73475357 0.2943876 0.8495153 -0.14518277 0.6201643 0.45002286 -0.57636909 -1.09764203 0.66997623 0.44449038 -2.45609098] Distance 10.640301988392123 Each least square approximations [ 7.59881943 -0.06118928 2.03750341 -2.33744565 -2.70174046 0.67134258 0.315455 -1.72545055 -0.37093759 2.1343954 -1.01392209 0.58336666 0.72540063 -0.83180785 -1.44430345 2.80161324 -0.39055721 2.79573076 -2.57223997 1.36596901] Distance 10.139681859672617 Each least square approximations [-8.90615912 1.36784697 1.85029022 0.62246513 -2.1656289 0.98238263 2.61469897 0.51693157 -2.18966088 -2.80085395 -1.08141226 -2.61040903 0.33107377 -1.78731647 -0.04080526 1.36939894 -1.91723002 0.29920234 0.82141822 0.34918795] Distance 9.302678669591817 Each least square approximations [-7.14591292 6.92661138 -3.41688563 3.58415484 -0.00777797 1.44898184 1.19985619 3.54538617 -1.87190501 -0.57863721 -1.01366382 -0.73781891 0.84602348 -1.34900113 -1.59748088 -0.40102144 -0.41362691 1.11886284 -0.41109699 1.78581086] Distance 7.875019693100692 Each least square approximations [ 8.68214044 -0.76331289 2.37413249 -0.739367 -2.16087162 0.80608431 -3.71389981 -3.07352798 1.95561505 0.80570694 -1.9486596 0.1658212 -0.47596228 1.16105659 -0.00945603 -3.1956184 1.60813452 -1.32595994 -0.1965434 -1.39983027] Distance 8.944092573262347 Each least square approximations [ 8.43232436e+00 -2.55260370e+00 -3.42183643e+00 -2.70779433e+00 1.80735519e+00 -8.63287491e-01 5.03951993e-01 -6.71887550e-01 -3.04264996e-03 2.86180625e+00 2.47856284e+00 -8.59727163e-01 2.01371671e-01 -2.54066301e+00 3.11244094e+00 -7.70767746e-01 1.05102194e+00 1.21739747e-01 -9.16685556e-01 -4.85584629e-01] Distance 9.03910244599729 Each least square approximations [-8.17944195 -4.91158538 -2.86775251 -2.60921525 -0.41754475 1.54413583 -1.41767954 0.21732615 -2.24916061 -1.90667443 1.18981742 -0.04978564 3.7802644 -3.25877284 2.44802085 2.35789878 -2.32332434 0.10989785 -1.90822429 -0.49581286] Distance 7.112091948291897 Each least square approximations [-9.15193563 0.97111865 3.33806466 -4.13190186 -0.54932295 1.13686844 2.01776353 1.48621556 1.12330018 2.49215 1.06467933 1.15661536 -2.56344633 -1.04223986 -1.41456318 -1.3216454 0.31236784 0.31970006 -0.54673855 0.19082814] Distance 8.628636475896986 Each least square approximations [-10.33854797 -2.48374176 4.88746861 0.13453542 2.35208767 -0.24833865 1.10647081 -0.3601632 -0.46126246 -2.84982514 1.69777787 0.88443115 0.04806764 -0.80885012 -0.61223506 1.82137976 -2.19025963 1.07109039 -1.56126844 -0.24015322] Distance 6.959378827045166 Each least square approximations [11.33657679 -4.9277059 0.05431546 0.42916259 -2.10187011 2.01534861 1.00247227 2.31140168 -2.16450744 -0.33363782 1.69808005 0.51458952 3.1155273 -1.76912468 0.29877718 -1.01439397 -0.31424659 -1.45078702 0.11117362 -0.5386891 ] Distance 4.990854877705836 Each least square approximations [ 5.8501312 2.67976156 1.87085141 -4.19223168 2.38048532 1.40303946 -0.98595341 -2.07578424 0.22357419 -1.90167888 3.24136159 -1.02667833 -1.34311139 0.27365963 -0.44285958 0.02187434 0.25949086 -1.43093138 0.61474828 -1.55351822] Distance 10.932683951633965 Each least square approximations [10.31024092 0.87648299 -2.65070526 -1.10724496 1.1853019 -1.92055951 -3.11408632 2.57781362 -0.94923927 -0.79879183 2.76979404 3.2991355 -0.08942679 1.10605833 0.73876152 0.7714215 -0.5909861 0.83787486 0.15690769 1.87633281] Distance 7.301148449908934 Each least square approximations [-7.43047852 -0.19369341 1.1069383 4.09116754 -1.59059541 -0.18975946 0.30203277 -0.43490342 1.53580914 3.12580576 -1.45730075 -1.07614837 -1.10878761 0.96960446 0.1887961 0.58914215 -2.29653964 -1.25312371 -0.93872502 1.8945604 ] Distance 10.573129808684552 Each least square approximations [-4.69728953 4.30238498 -5.93181531 4.82522018 1.86202973 -2.55064084 2.03593102 3.85676185 -2.72042044 1.38142576 0.49201943 -0.84736599 1.46281314 -0.2233008 0.27947402 0.47975833 -1.44376417 1.72244201 2.01810693 0.27977558] Distance 8.834046465595076 Each least square approximations [14.91256318 -1.30366031 -0.09899544 0.85079597 0.15254963 0.09140887 0.37281873 -0.22879561 0.6114501 0.68567796 0.80759798 0.31092528 0.17550511 0.0395859 -0.19113415 0.46212612 0.20036885 -0.39889371 -0.28362494 -0.2406705 ] Distance 0.8904181265219825 Each least square approximations [10.68462012 -3.59374723 -4.49413059 -1.44402338 -0.09147992 -0.27351587 -1.9715961 -0.14275253 0.31851412 1.36019308 1.09288105 1.99911418 2.07335586 -0.33942784 1.77073089 -0.31575503 -0.23229805 -0.10875976 -0.10174259 0.57693466] Distance 7.713405886491662 Each least square approximations [-8.84430374 -4.90031805 -4.86474522 -0.72297725 1.34001308 2.58620359 0.94385391 0.20682397 -0.25511705 0.02233437 1.1388869 1.19252302 -0.87423771 -1.88556212 -0.02725999 1.57525806 -2.86441625 1.32524593 1.33557732 -2.01692337] Distance 8.173498384005036 Each least square approximations [-10.80414269 6.24276496 2.47193941 -1.6959958 -4.26625778 -2.03270045 0.9668891 -1.04382971 2.48123864 0.30050572 1.33791392 0.50422471 0.98358176 -1.94510607 0.07317127 0.01953601 -0.68328811 1.54210845 -1.04049903 0.55978752] Distance 4.6596211085526775 Each least square approximations [-9.41747488 -1.72099074 6.92429653 -0.3194525 -1.52780175 0.75057544 -1.89006112 -0.48445294 -1.64064758 -1.42761933 -1.39445673 -0.68286485 1.24510287 1.12244861 0.68159805 1.30568575 -0.23375662 -0.09074705 -0.07939335 -0.53625857] Distance 8.316636860858797 Each least square approximations [10.1270221 -3.7158217 3.68507891 -3.47509728 0.80580413 0.49664288 -1.86751831 1.10823538 1.705831 3.78608329 -3.10955114 1.06175738 0.32682819 -0.56691992 2.04865324 2.42690257 0.0206539 -2.15388092 -0.43405485 0.68652622] Distance 6.046438409051223 Each least square approximations [ 9.96804039 4.2867615 2.28203335 -1.66027893 3.94661847 -0.24494782 0.56572249 -1.09542756 -1.17188383 -3.12294452 1.32967824 -1.70298884 -1.80204408 -0.26565091 -1.82072655 -2.68346669 0.40887402 -0.62607831 -0.63250473 -1.27430029] Distance 7.2785335350362175 Each least square approximations [10.9115869 -5.43849716 2.09429639 -2.83941634 0.31098907 0.9629431 -2.80237432 0.25577781 1.81839141 1.27591865 2.88237486 -0.31363021 -0.15957986 1.09006319 -0.28309984 -0.3132552 -1.25275071 0.24633239 -1.34111146 1.40807444] Distance 6.1539615477683425 Each least square approximations [-11.03284397 -4.40336337 0.96442067 2.22067894 -2.66438892 -0.41885156 -2.68846312 -0.24091985 -0.2503828 1.59084717 0.65257735 -0.5291115 -1.40909867 2.04394442 0.20782398 0.4605289 -1.78855818 0.23100098 -2.94509753 1.25730906] Distance 6.579278770856575 Each least square approximations [-4.77586028 3.408297 -2.46974554 1.21740829 -1.12686901 -3.86155416 2.20474024 -0.08515819 -4.41480116 2.04509405 0.51757397 -0.78748868 -0.31358806 1.0234451 -0.69218903 1.60475916 -2.09772047 2.73332019 -2.27762315 1.75387638] Distance 10.146905057344247 Each least square approximations [ 8.22922165 -0.34890641 -2.9469416 -0.9499072 0.73287468 2.28924748 -1.19263526 -0.60034648 2.06977537 -0.23484712 1.00407382 1.9013032 0.96654685 2.49510455 0.20323963 0.55845972 0.3311583 0.22209386 0.23351118 0.43934347] Distance 10.632101654506972 Each least square approximations [ 8.13105316 -2.2035327 -0.19936343 -1.36923631 0.47259448 4.15838197 -1.19811688 -2.40109943 1.32235869 2.03119459 2.40755347 -0.0806669 1.19917052 -0.37359115 0.78501325 2.72508832 -2.54198556 -1.09376641 1.88625626 0.03715033] Distance 9.208561170138426 Each least square approximations [-6.57446603 -4.39169364 -2.30374384 -2.76366494 1.67346212 1.1112637 0.76299945 2.07971264 -0.44895795 0.84008854 1.99532453 1.36430556 -1.4428429 -0.04648808 3.23804968 -2.44408859 -1.01679584 1.72087697 -0.71435275 -0.11861925] Distance 10.0350362517983 Each least square approximations [-11.63559211 2.88296557 0.94647596 5.01220727 3.54917296 -1.58428978 0.97836178 2.12310461 -0.38853087 0.3443477 -0.60018886 -0.20077029 -0.47450074 -0.4449065 -0.39016443 1.27793961 0.84745906 0.95876889 -0.37239173 -0.69222767] Distance 4.414836519239058 Each least square approximations [-7.28442615 -4.00799038 2.44360473 2.25929764 -1.32735418 4.60181123 0.21286776 -2.10063964 -1.59701961 -0.18425385 2.9513424 0.58776566 0.12229982 1.91635759 0.21011403 1.5365973 -0.54411398 -2.42757789 0.35703316 -0.24568735] Distance 9.121592996990096 Each least square approximations [ 6.73670409 0.43636625 4.93538218 -1.43399724 1.13368637 0.14052882 -4.81094187 1.20006974 -1.37967854 1.81931029 -0.19112753 -1.74230117 1.52450854 0.3889646 1.54965308 -1.43321599 0.52020144 -3.64175204 0.70606732 -1.16127189] Distance 9.297185845337603 Each least square approximations [ 8.72017201 3.8797205 -1.22419049 -1.25239919 2.46608208 -1.47295329 -1.73153443 1.39545993 -1.0251213 -1.57962489 0.03229764 0.29710629 0.33188894 -0.24564601 -0.71278246 -1.45950058 -1.63125556 0.56434777 0.7525225 -1.29478094] Distance 9.792277672154656 Each least square approximations [ 8.92133903 -1.54762751 1.72333083 -2.14430286 -1.26506671 0.25471664 -1.16156846 -3.74531439 -0.37737341 1.70184437 0.71195342 1.04034731 0.06339986 -0.74491717 -2.6695717 1.1311786 1.07459016 2.27138037 -1.46624423 2.04613145] Distance 9.059459996473693 Each least square approximations [-10.17430441 -0.29355202 0.27036902 0.82003211 -4.95014016 0.29363907 1.05735889 -0.83134013 -0.11149089 -1.74761443 0.7297747 -2.12214451 0.89286358 -0.87432497 0.16813389 0.90014224 -1.70569453 0.79275893 0.40479485 -0.27889231] Distance 8.359587813165453 Each least square approximations [-7.47976789 -6.78714198 1.64669333 3.26473182 -0.73741386 -2.88775188 -3.73662659 1.92857913 3.20585186 1.57927819 -1.12339243 2.51236423 1.39084773 0.3073286 0.23423139 0.41996797 -0.36201138 -2.49370535 0.99707238 -0.5039839 ] Distance 5.376204671809128 Each least square approximations [ 1.03597951 1.20621384 -0.42203159 -1.13474047 -1.35242268 0.21249656 -0.85088365 -2.17760932 -2.1059936 -0.56415675 -2.12785271 -0.26079071 0.70600235 -0.60720523 1.12408304 -0.09722229 -0.80480823 -0.88930119 2.40792205 -2.40307835] Distance 12.85375733323202 Each least square approximations [ 3.43884891 2.65159227 3.03163898 -1.39091043 -1.07665244 -4.99121484 0.70665461 -0.20440801 3.06040455 0.73772693 1.59387634 2.61910261 -4.6560848 2.59300207 1.15886661 -0.12416424 0.68538307 -0.41433251 2.07503035 2.58618921] Distance 9.151625494419424 Each least square approximations [-3.33743757 0.40994879 1.53096308 0.29340035 -2.62790711 -0.6075303 4.84652903 2.91337487 2.10890968 -1.43781857 0.13495061 -3.30541922 -0.64843231 -3.44657971 -2.86667218 -0.32187142 0.221124 -0.72719654 -0.29057928 -1.56391162] Distance 10.338201909059265 Each least square approximations [-0.22295711 0.02295134 1.02744485 1.29334734 -1.80320814 0.20231578 -2.31210024 -1.18785298 -1.72195324 -2.24986729 -0.16113978 0.7290688 2.13155456 0.19420672 1.52283649 0.14898827 1.55473641 0.64824322 -1.84376233 1.29697169] Distance 12.837450066046042 Each least square approximations [-2.61423732 1.45854711 -1.5755949 1.6916791 -1.46371881 4.14286397 -1.8891844 4.21348058 2.45159367 -1.73599058 -2.15259407 -0.40790017 2.29401305 0.96106277 -1.86729669 -2.82972566 1.12117861 1.64296265 -0.33327283 3.59419755] Distance 9.880787786522514 Each least square approximations [ 2.36687512 4.14197452 -0.86614161 -4.39743791 0.29927655 -2.83556757 2.32309868 0.57150922 -2.51815539 0.72915452 0.4496352 0.9042827 0.06324972 -0.95657454 -1.43576564 0.20232495 1.13314349 1.746819 -1.64404053 0.84616525] Distance 11.211004120449193 Each least square approximations [ 1.89855857 -1.29554528 -2.8244271 -0.03284735 3.25266982 -0.58057374 0.52493763 1.63585757 0.82416583 0.88338112 2.31632262 -2.50790165 0.96678669 -0.39519674 -1.92240769 3.3956541 1.29099847 1.23934993 -0.70108658 1.7512841 ] Distance 11.735903444888573 Each least square approximations [ 1.02873837 0.77435327 0.33458902 -1.59003933 0.93171664 0.04640451 -1.59848461 -2.39779863 2.09976944 -1.67446609 1.68341442 -0.01995363 -2.78843923 -1.3481636 -0.73584339 0.61650693 1.06956514 -0.53410353 -1.89887974 -2.63556818] Distance 12.451437285339884 Each least square approximations [-0.3908698 -0.70723229 1.88016988 -0.8299441 -0.80882121 -2.69424486 -0.34643058 -0.32463215 0.00312529 2.72027882 0.86374 -1.76816135 3.11480658 -2.7260398 -0.27733616 0.21224938 1.27139169 -0.47944443 0.07274689 1.62860747] Distance 12.450185245402121 Each least square approximations [-4.87012308 3.00457479 -2.99896773 0.31458656 -2.91615176 -3.70543637 1.27808259 0.01501742 -4.44530617 0.74442414 -0.39975629 0.05642597 -2.14264922 -1.76236198 -0.01146768 1.18375251 -1.41167948 1.35835123 -1.81495288 1.00820919] Distance 10.290620241792716 Each least square approximations [ 5.29036946 1.81214944 -0.66542588 -0.110797 0.400136 3.76677776 -1.54196177 -2.70783543 2.91355619 -1.62144193 1.52663114 -0.47537104 0.61240893 0.76171505 -0.72491438 -0.14239557 -0.07525277 0.17264392 0.36372034 -0.56153959] Distance 11.742380707138473 Each least square approximations [ 5.05803790e+00 -1.19073956e+00 -5.90094031e-03 -3.75731639e+00 3.42907421e+00 1.78689414e+00 -1.71780192e+00 -2.28825421e+00 1.68686592e+00 -6.09010224e-02 9.40094188e-02 -2.57853689e-03 3.94580202e-01 -3.42232996e-01 2.27964306e+00 2.42140076e+00 -2.58679531e+00 7.30447553e-01 -2.54975101e-01 1.07568721e+00] Distance 11.064909051081246 Each least square approximations [-6.71271358 -1.80994971 -1.68066814 -4.01304975 3.62462036 -0.25958153 1.00345933 -1.08567085 -1.41332912 -1.7063793 0.16971673 3.37333533 1.32776746 -0.45708119 -1.3571072 -0.80955756 0.23749469 2.25904607 0.27440355 0.08066653] Distance 10.032115215932246 Each least square approximations [-10.47298743 -5.28511224 -2.39175975 3.46440001 -3.80925727 -0.08115786 1.10203281 -0.59529784 -2.6289211 1.43191498 0.43262055 1.67932537 0.61681382 -0.6888064 -0.19147824 -0.4559375 0.89948581 -0.91799534 0.12728802 -0.22014256] Distance 4.8081844653523085 Each least square approximations [-7.17325378 -4.62299682 -0.09033256 3.09012886 -3.79013602 3.10705537 0.78564669 -1.69280805 -0.73757907 0.31356876 1.37697713 -1.32277345 -2.11940788 -0.32271828 2.19634652 -0.37103631 -0.45782632 -1.47805307 -0.49046731 0.63692238] Distance 9.08598054044924 Each least square approximations [ 5.0757734 -0.51514358 4.8963314 -1.9495936 3.00679267 -0.37460439 -1.90962504 2.12814254 -2.50539007 1.56201799 1.73245376 -0.6060389 1.66497733 2.72281942 0.47607971 -2.06575822 -0.34150567 -1.22413116 -0.75508896 -1.45043618] Distance 10.349525034562195 Each least square approximations [ 8.34421471 -2.68607996 -1.44818891 -4.20541817 -0.68255077 3.68704062 -0.80923956 2.72852261 -2.7688254 -1.48861794 0.9661646 -0.60688069 -1.79541298 0.65115296 0.76084928 1.93251237 -0.6899183 -0.31162805 -0.23447886 -1.42186672] Distance 8.291517522438957 Each least square approximations [ 7.53206849e+00 1.79036421e+00 -2.08835865e-01 -2.61681015e+00 -3.25085517e+00 -1.06310752e+00 -3.57375438e-01 -3.07182140e-01 1.27685787e-01 1.01429552e+00 5.26182623e-01 4.27594795e-01 1.04157926e-01 2.31200358e+00 -9.88028363e-01 1.96423125e+00 -6.20930288e-01 5.16958851e+00 -3.00490852e-03 -1.44697623e+00] Distance 9.469916741609966 Each least square approximations [-8.89994434 7.14988823 2.18551247 -1.10844542 -1.65084316 0.49829172 -1.85131592 0.18735194 1.80068661 1.17005625 0.56852938 -0.84187176 1.25528372 -0.47564628 -1.61443315 -0.22878996 -1.04426479 1.53119138 0.70694536 0.22067127] Distance 7.243550223846804 Each least square approximations [-3.75705638 4.60458123 -3.27755403 2.87931303 -1.07284477 -1.88444633 0.40369011 0.41544395 -1.73531175 2.41110145 0.04056352 0.79028173 0.58279981 2.82951063 2.40114251 0.83156197 -3.98448979 0.48646541 -0.18263746 0.13633465] Distance 10.498367608075439 Each least square approximations [ 8.54009226 -1.08525455 -1.8775148 -1.40382915 -0.1048679 2.73709725 -0.25953716 1.18002978 1.20185906 0.43536799 1.23365243 0.67845065 -0.0642514 1.69546327 0.30999497 -0.43530414 0.43556847 -0.13920844 0.73340201 -1.09707848] Distance 10.61705858415454 Each least square approximations [ 8.36917351 -0.11455372 0.5789206 -0.83125252 0.78721544 3.69844396 -1.6865702 -1.15438265 1.47121931 1.77061339 0.7656437 1.40547932 -0.37765103 -1.71182523 2.46430823 0.97638584 -2.04383235 -1.89730338 -0.8404296 3.32537968] Distance 9.108398361591416 Each least square approximations [-7.74709447 -2.25267226 -1.51844641 -4.53644849 0.87725286 0.0209021 2.9916879 2.60545097 0.68047816 0.60162933 0.58368843 1.33252258 -0.98135577 -0.1253646 1.28907947 -1.50304105 0.08739867 1.85934901 -0.67286915 -1.21578489] Distance 9.607289006581018 Each least square approximations [-10.06421005 2.66118632 -2.4529299 2.87061469 0.5558238 -0.42074205 -0.42690134 1.38672173 3.03245351 -0.81635619 1.12903686 0.51596746 -0.37615123 -0.79406503 -0.63840882 0.87032725 2.12228514 0.36007322 0.73517479 1.71469209] Distance 7.959204048272843 Each least square approximations [-7.51631544e+00 -2.21105463e+00 2.61258593e+00 2.05283473e+00 -7.99919677e-02 2.39950972e+00 -3.03080086e-01 -1.46934017e+00 -1.37301515e+00 5.67846572e-01 -7.81215931e-01 2.27322767e+00 -5.09154578e-03 1.45661313e+00 1.75449734e+00 1.15039841e+00 -4.60613970e-01 -9.16724251e-01 2.97461110e-01 4.52365732e-01] Distance 10.664396463782047 Each least square approximations [ 6.24965664 -2.19228012 4.48955912 -0.1644412 1.42759552 0.14370002 -3.63675422 -0.37595658 -0.64931132 3.77561919 -0.53622408 -1.22985493 -0.14412102 0.87841359 1.3515673 -0.63057783 0.26965239 -3.52414067 -0.06036718 -0.26814087] Distance 9.924074178161462 Each least square approximations [10.34435577 2.22438695 -3.48214261 2.47149641 3.37720777 -0.48694491 1.83362002 -0.44927591 0.05128442 -0.67023272 0.51878114 1.2357361 0.09953746 0.70277183 -1.88991441 0.7906308 -1.44280449 1.01248769 0.40058646 -1.93067665] Distance 7.119335288179772 Each least square approximations [ 8.98867661 -1.36757683 1.2218909 -1.47504587 -2.23828523 2.3598905 -1.16764535 -2.61170285 1.47579942 2.94746931 1.81096059 1.413949 -0.54274711 -2.21042475 -0.40322582 1.62337885 -0.63964365 -0.40848098 -2.39964039 0.85016446] Distance 8.58740925538571 Each least square approximations [-10.12992358 -1.04224116 -1.80648508 0.09775236 -3.66322463 -0.18245275 0.88148133 -0.35776389 -1.80754172 1.30255449 -1.95434494 -1.86334242 0.74686884 -0.11372488 -1.51363411 -0.66414422 -0.66729983 1.5190645 0.6928496 -0.58735647] Distance 8.339907373726307 Each least square approximations [-5.90603496 -1.72241665 -0.75587922 -2.98467821 -1.44912016 3.59438853 -3.15277756 4.58802829 0.83709942 0.97471279 -0.60212712 0.50282147 -2.65197835 0.66790388 -1.76048975 2.16432717 0.20720739 0.76073614 -0.75099025 -1.49353876] Distance 8.997163985981766 Each least square approximations [ 1.12467024 0.05927457 0.18852172 -0.15012409 -0.41535671 -0.44952292 -0.36011978 -0.37722758 -1.61833532 -1.2285214 -1.64914801 0.0597061 0.50247401 -1.26458378 0.3185038 -0.71327607 1.62479077 -0.61542292 -1.97768719 -0.62052771] Distance 13.290219990893384 Each least square approximations [ 1.51182721 3.47386385 -2.29944091 -2.76944882 -0.70709971 -1.05708097 3.0583508 -0.26283039 2.42821963 1.29298266 3.5058674 -1.54709033 -0.38773303 -0.91975958 1.18259407 -1.27703046 1.11072103 -0.53654614 1.69330766 3.83699918] Distance 10.558931643125927 Each least square approximations [-6.37557529 4.80136813 4.83530774 -0.42563742 0.90380584 -0.90550366 1.22008661 -0.82948817 -2.02966148 -2.91095639 1.22617 -1.49518037 1.71763658 -1.41156441 0.2758412 2.13964542 1.0139023 0.05886179 1.3006792 -0.53118224] Distance 8.672995899912506 Each least square approximations [-2.12292936 -1.45183535 -0.08431139 2.46603021 -2.97526613 0.16429975 -0.05898307 0.6221541 0.77209526 -1.33062489 2.37821813 1.05593717 -2.33624933 -0.86745356 -1.04953618 0.68261805 -0.65779782 -1.47770072 1.01505846 -0.81102065] Distance 12.330389681402536 Each least square approximations [-4.99898338 1.80448461 -5.47701991 -0.19726098 -0.81626689 2.95349326 0.66301726 0.79591992 -2.502006 -3.83095965 -0.65902903 0.07186319 1.53330287 -1.95540948 2.18978757 -1.06554143 -0.8113393 0.37262747 -2.52215067 2.85743983] Distance 8.813735663726053 Each least square approximations [ 2.85404676 2.31779517 -1.06509147 1.00981109 0.00565915 2.46075629 3.00108586 1.86045879 -4.44285002 1.76410075 -0.69586581 2.39766475 -0.72230017 1.52511173 -0.42228414 -1.06819207 0.65668748 -0.35054671 -1.24649977 -0.73008764] Distance 11.186794076935838 Each least square approximations [ 2.50364578 -1.29707644 0.40050903 1.63084883 -2.32552088 0.90760462 -1.32730491 2.01742238 -0.98911056 -0.70367685 3.77091408 -0.66082135 -0.03739012 -1.02866999 0.39310234 2.70662899 3.38875541 -0.86430837 -0.37123113 0.72677227] Distance 11.611654445507485 Each least square approximations [ 3.76889045 7.56511216 -0.8060278 -2.68180939 1.0971762 -1.77089113 -2.08050073 -1.04999167 3.50367879 0.01813803 -0.75557572 -3.61144467 -0.1781194 -0.13008866 0.38403626 -1.99704349 0.49900561 -0.1053407 0.9903627 -1.03942392] Distance 8.590003641085412 Each least square approximations [-2.78414076 3.78640868 -0.38093762 -3.30346778 -2.4008522 0.79671674 -3.11438576 -1.06233085 0.6827197 1.0359046 -1.4504947 0.97032345 -0.74678106 -1.90642815 -0.54145668 -2.60546536 1.3926743 -2.5586937 -1.61512524 -1.70912677] Distance 10.723040660402845 Each least square approximations [-5.20363514e+00 4.48066248e+00 -5.13871303e+00 5.08524894e+00 1.33939389e+00 -1.95455357e+00 1.84589957e+00 3.81144435e+00 -3.35401725e+00 1.92648716e-01 2.57902206e-01 -9.95926659e-01 1.52610397e+00 7.21810106e-01 -1.43420063e-01 5.31952435e-01 -1.78826935e+00 1.11302713e+00 3.28546721e+00 -1.24888421e-03] Distance 9.12177132897084 Each least square approximations [14.64912028 -2.4863228 2.47388749 -0.69559322 -1.76820515 -0.87862449 0.25832579 0.28102807 0.18537991 -0.58626415 1.12471896 -0.34678487 0.85495097 -0.11488807 -0.52838038 0.46929117 -0.40087482 0.01604445 0.24900349 0.09222741] Distance 1.49670511032906 Each least square approximations [10.44989584 -3.12771719 -3.99825488 -1.91622211 0.63938206 -1.73482426 -1.55111798 -0.16730216 0.8919369 1.36098015 1.1988736 1.87847415 2.44110403 -1.09973963 1.88285636 0.06195194 0.2864532 -0.07391821 -1.02157065 0.30651019] Distance 8.535554181100338 Each least square approximations [-8.45109485 -5.08174726 -4.41105422 -0.8620995 1.02134231 2.53283961 1.4019951 -0.05198057 -0.87479319 -0.372466 1.16076602 2.06706881 -1.0219125 -2.18865978 0.06923629 1.66631071 -3.22470638 1.37897068 1.00468643 -1.91327209] Distance 8.827364583572137 Each least square approximations [-9.90387249 5.51024374 2.48592424 -2.10981247 -4.96878992 -2.05746418 0.94044722 -0.50694766 3.90406016 0.27967369 1.22187827 0.82329207 0.9649901 -1.42701667 -0.20155574 0.06179642 -0.88047338 2.71588502 -1.58045846 0.67944609] Distance 6.012291797692757 Each least square approximations [-9.50498788 -1.9631951 6.49890116 -0.38785983 -0.96548698 0.75756832 -1.49989888 0.1643134 -1.56583758 -0.91239919 -1.3814059 -0.68688712 2.03291705 1.01495667 0.99037286 1.94546812 0.42247464 0.57063417 -0.33205333 -0.57067648] Distance 8.944514071207724 Each least square approximations [10.62323716 -3.94877843 3.54502325 -3.46479156 -0.20927475 -0.11297857 -0.74219882 1.61122034 2.55941572 3.0311793 -3.89621975 1.24457797 -0.59689787 -0.69310066 1.84342503 2.62314227 -0.94199526 -2.06848112 0.16380364 0.06285153] Distance 5.648282492391887 Each least square approximations [ 9.51198597 3.34418207 2.18311155 -1.56957633 4.23739905 0.05133501 -0.50998937 -1.26727695 0.21393413 -3.6247849 1.74041117 -1.87593983 -1.33340195 0.27239097 -1.44244646 -2.28313884 0.9714964 -0.69507665 -0.6234964 -1.82362274] Distance 8.612208645411437 Each least square approximations [11.02027266 -5.69590242 2.44773461 -2.2979086 0.3880864 1.14699722 -3.15601779 0.26773799 2.15455201 0.56468682 2.94961401 0.05157607 1.22877453 1.90081632 0.37014625 -1.14507842 -1.41271822 -0.21435157 -1.54565412 1.26151059] Distance 5.829934646157112 Each least square approximations [-10.42686318 -3.98804966 0.49370065 2.17686576 -2.98085123 -0.69707214 -1.93645252 0.64209004 -0.16519597 2.69583832 0.58433569 0.06597959 -1.41434749 2.22441972 0.55272252 0.2691807 -2.14802142 0.51987645 -3.06478087 1.93018303] Distance 7.797142175151365 Each least square approximations [-5.50900005 4.12613273 -6.26910889 4.68769233 1.62517889 -1.60715708 2.44483591 3.89431852 -2.83239814 0.42587904 -0.12836592 -0.2146509 1.67739619 0.0348286 0.1274809 0.70662923 -1.70153388 1.39252661 2.50651597 0.61173842] Distance 8.610393567142555 Each least square approximations [ 1.46907846e+01 -6.78179220e-01 3.31469900e+00 1.30390231e+00 -2.29703303e-01 1.64067182e-01 5.35453760e-02 -6.13492104e-01 -1.90638337e-01 -1.02166583e-03 6.86283589e-01 -2.58556613e-01 6.04872895e-01 -1.59682959e-02 -2.42592826e-03 -2.15455974e-01 4.73372786e-02 2.05547499e-01 -8.36180286e-01 -1.10804882e-01] Distance 1.0373860289951748 Each least square approximations [10.35822321 -3.38295961 -4.89044645 -2.41834222 1.3838097 -1.3569014 -1.07475439 -0.21643111 1.00689606 0.87254196 0.75951455 1.67669519 1.5803829 -0.91569223 1.81993662 -0.13662867 0.31468545 -0.38008287 -0.83379657 0.01482074] Distance 8.124959002799038 Each least square approximations [-8.92031251 -4.38674659 -5.22617397 -0.30773984 1.45023658 2.32063764 1.27105027 -0.0681214 -0.72668513 -0.6343122 1.01496376 1.30339872 -0.32497041 -1.99916079 0.01211265 1.20472398 -3.00156783 1.34234684 0.83859935 -1.52986839] Distance 8.59326239176491 Each least square approximations [-10.44620777 5.33883398 2.61247889 -2.33782415 -4.74492097 -1.27665874 0.58059059 -0.91996118 3.28845162 0.62949624 0.73880309 0.11799788 1.29232087 -2.02129412 0.0673225 -0.07591231 -0.96748301 2.201041 -1.85261367 1.28336863] Distance 5.348277690968564 Each least square approximations [-9.83961765 -1.54053261 6.54166043 -0.77666103 -1.35195158 0.83897072 -1.92537441 -0.65898732 -0.87838743 -1.2103447 -1.31554954 -0.74552509 1.31722627 1.28447021 0.60212853 1.46740741 -0.32920179 0.94586494 -0.49698219 -0.23646774] Distance 8.441192733421895 Each least square approximations [10.74909914 -4.11842605 2.98076534 -4.10309087 0.50237507 0.69507442 -1.45245003 1.52173815 1.97210232 3.71277106 -2.73437101 1.80020087 -0.33399841 -0.5865891 1.7497576 2.01273964 -0.44211011 -1.82015815 0.07061119 0.50931941] Distance 5.396847648607529 Each least square approximations [ 9.83623471 3.337683 2.87498506 -2.59982228 3.78538672 0.43718595 0.26889732 -1.0504437 -0.47464014 -2.83090107 1.79911738 -1.28443426 -1.74990267 -0.54353157 -1.06573734 -2.07415509 0.713593 -1.04038484 -0.52908152 -0.93189315] Distance 8.304856174822877 Each least square approximations [10.86574624 -5.41023709 2.05263602 -3.44621531 0.11869255 0.05843704 -2.83186545 0.20233751 1.44715654 1.06401027 2.92906167 0.05368569 1.39550144 0.98080894 0.95596258 -0.42225819 -1.39341842 -0.0945201 -1.31331181 0.9551396 ] Distance 6.351666380688485 Each least square approximations [-10.60837398 -3.53368544 1.86962246 2.58672532 -2.29464536 -0.4258929 -2.29951136 0.14490724 0.09964981 2.56471856 0.24301675 -0.51028155 -1.48402224 2.43917617 0.29626129 0.0613891 -1.48253992 0.2324777 -2.81050799 2.25967052] Distance 7.4746189118751944 Each least square approximations [-5.15707912 5.21511898 -4.35590404 5.44737231 0.38943079 -2.0064712 0.88071534 3.05055775 -4.48851762 -0.49053278 0.37019815 -1.53664487 0.10464183 1.97027088 -0.66545759 0.04330258 -2.22184666 0.67876436 3.84854908 -0.62765521] Distance 7.989899618500114 Each least square approximations [13.03609151 -3.20245021 2.5411329 -4.16092432 -2.68055142 -0.25603983 -0.93197368 1.34423027 1.6112372 -0.16489362 0.14700123 -0.7331643 -0.60696916 -0.12452388 0.01436447 0.03242266 0.28392568 0.02180813 -0.18212802 0.58550277] Distance 3.232210180223051 Each least square approximations [10.49005799 -2.625798 -2.5239416 -2.53138827 0.46741449 -1.64949898 -2.06803965 -0.22763027 1.06380905 1.74220664 1.12794587 1.11127826 2.95144591 -1.64042626 1.84798152 -0.11937459 0.44506359 0.11763649 -1.66650184 -0.23483806] Distance 8.175099355972941 Each least square approximations [-7.79938202 -5.49751693 -3.77819348 -1.19163452 0.80735095 2.51978152 1.10161763 -0.12293165 -1.05722269 -0.35265474 1.52787544 2.67470943 -1.32430412 -2.4395032 0.36161639 1.81330015 -2.78361787 1.50208731 -0.06355899 -1.27992801] Distance 8.937859669126192 Each least square approximations [-9.15922968 4.49181427 2.21386451 -2.37374509 -4.57731237 -2.02349631 0.54675192 -0.40999864 4.59148118 0.21964441 1.07958262 1.962329 -0.18368269 0.96228662 -0.24196889 -0.41459918 -0.18135141 3.18504796 -0.97891376 -0.28346328] Distance 7.049453977099141 Each least square approximations [-9.08577767 -2.78180117 6.08303756 -0.633029 -0.38715796 0.42587635 -1.15229856 0.61765474 -1.31632313 -0.06429829 -0.90070244 -0.2838637 2.48847089 0.35335236 1.45531045 2.37439967 1.83767145 0.57620151 -0.20205873 -1.25253268] Distance 8.752683365998568 Each least square approximations [10.77666602 -4.17776586 3.570744 -3.13417326 -0.86565446 -0.97505619 -0.05642102 0.5149431 2.52141779 0.34759293 -3.59494265 0.50837616 -0.60718007 -1.06213639 1.13301213 1.89414155 -1.46504913 -2.51508086 -0.3217539 -1.07431607] Distance 5.871452247222061 Each least square approximations [ 8.99940542 2.80572428 2.24765153 -0.84789294 4.82209794 0.59512085 -1.44102306 -1.34806877 1.90860867 -3.72188408 1.66366383 -1.85385978 -0.26271861 1.63364882 -0.58992659 -1.5074613 1.80591507 0.18335266 -0.83111937 -2.3517926 ] Distance 8.225370807722861 Each least square approximations [10.9395597 -5.00346025 2.26602443 -1.20974406 0.75312813 1.68708611 -2.82589109 1.1800647 1.39846253 -0.15684154 3.30981927 0.23324684 1.05805652 2.23039747 0.59529943 -1.24756169 -0.79330998 -0.76091051 -2.1528286 2.42228459] Distance 5.617890219122384 Each least square approximations [-9.72012344 -3.71025684 0.04322749 1.83348392 -3.03774145 -0.34869462 -0.63420748 1.77073199 -0.04926364 3.18943616 0.0639616 1.24424508 -0.92796638 1.42853277 0.35331875 0.76569597 -2.42240761 1.60553963 -2.62313577 1.52630547] Distance 8.418456575586449 Each least square approximations [-5.1981958 4.18465102 -5.63065306 4.63355375 1.29438334 -2.4347501 1.56121246 3.30099996 -2.84915499 0.70951095 0.59942984 -1.05086606 1.42312639 0.20158659 0.30232238 0.59409615 -1.45291883 1.36617557 2.77549251 -0.15345345] Distance 9.265055895920305 Each least square approximations [14.78946181 -1.71905007 -0.41460562 -0.7351352 -1.80243365 -0.38580607 0.74351225 0.23818094 -0.12142145 -0.46265838 0.64869107 -0.34665989 -0.09114685 -0.38407506 -0.30789512 0.17434491 0.08653934 -0.25211709 -0.04614502 0.14344957] Distance 1.1123314454640485 Each least square approximations [10.66301742 -2.74739474 -3.95274591 -1.87739027 0.18381662 -0.78896669 -2.28857687 -0.52100195 0.72584674 1.51331015 1.07036025 2.00755467 2.68238037 -0.49531114 1.66162442 -0.52234098 0.02482383 -0.06877101 -0.35873345 0.73182206] Distance 7.9426430632372895 Each least square approximations [-8.88828382 -4.98118366 -4.54580854 -0.9440618 1.24527841 2.47777084 1.20932726 0.02015603 -0.2215165 0.29499312 1.01815468 1.56968535 -1.04319194 -1.89409095 -0.04339948 1.54860854 -2.98512849 1.011185 1.36246036 -1.86559849] Distance 8.263139607437651 Each least square approximations [-10.28564221 6.05464929 2.20595669 -1.81757971 -4.95138684 -2.42098805 0.9799435 -0.93886053 3.02511739 0.07538072 1.07477213 0.73242035 0.93949401 -1.22180659 -0.04064414 0.66100336 -0.56387809 1.70669547 -1.17945268 0.52828943] Distance 5.232475707979851 Each least square approximations [-9.65384595 -2.11076504 6.45940388 -0.36542207 -1.40721078 0.44100389 -1.93307414 0.21229709 -1.97832707 -1.05423039 -1.35896702 -0.91616183 2.04261938 1.07967833 0.77029354 1.18285366 0.43511011 0.02165126 -0.12714306 -0.68867566] Distance 8.22170873150398 Each least square approximations [10.48233641 -3.26455832 3.54490441 -3.27475171 0.70074552 -0.22057745 -1.36846372 0.71719034 1.93698853 3.28540198 -3.43036378 0.77192514 -0.16280148 -0.24905116 1.72615919 2.58245807 -0.46888675 -2.15852921 0.10759076 0.40281352] Distance 6.350713364446786 Each least square approximations [10.21738125 3.70263012 2.08544006 -0.92201093 4.01684442 -0.2874153 -0.46025336 -1.28225576 -0.30847756 -3.16375316 1.27902399 -1.79947813 -1.06913129 -0.02754181 -1.72141585 -2.20628806 0.48473051 -0.53793513 -0.48691456 -1.28783287] Distance 7.812439388873625 Each least square approximations [10.98063668 -5.47453953 2.06546623 -2.671215 0.47240926 1.31559659 -2.80142046 0.16284461 2.72281392 0.63904151 2.55662767 -0.19496095 0.10598835 1.97384074 0.09837089 -0.17297577 -0.74374726 0.12826969 -1.49524749 1.74309219] Distance 5.729101114381548 Each least square approximations [-11.04361462 -4.49796156 0.40429462 1.61193438 -3.06959954 -0.60917022 -2.03232621 0.4626237 -0.47160379 2.26925238 0.63012124 0.21406265 -1.20495507 1.9851961 0.3803751 0.46070377 -1.72384279 0.68931817 -3.04649985 1.05311839] Distance 6.655087414451279 Each least square approximations [-3.61798136 0.73317404 -1.78351433 3.18356506 1.68575457 -3.90283491 -0.41571838 0.27881162 -3.54578098 1.907062 1.38967616 -1.26701176 2.29682698 -0.51678979 -1.89543742 -0.03584376 -3.24775812 2.01579164 -0.38904148 2.45188309] Distance 10.5040669773097 Each least square approximations [ 6.90557781 -1.34650355 -1.81256681 -0.86552044 1.6089758 0.93181142 -0.92349636 1.05103927 1.40808446 1.69487787 -1.10412169 -0.36169357 -1.58015529 0.68949769 -0.47756225 1.01089094 -1.43355306 -0.83480551 -0.07410214 -1.94354382] Distance 11.373150328762698 Each least square approximations [ 8.48740278 -4.51693936 1.06638728 3.06565935 -3.33944372 1.15275349 -1.07371737 -2.36006217 2.89089243 -0.50502782 1.4104784 -2.23726096 -0.38533881 2.63193178 1.42928962 0.77055916 2.01036646 1.74552 -1.21503172 -0.8365826 ] Distance 6.964087684089923 Each least square approximations [-4.47630592 -3.00249412 -1.93515159 -3.1141299 -1.00378613 3.09711741 -1.00023621 3.70846472 -0.97995682 -0.09749119 1.8072507 -0.51537509 -0.55217107 -2.88245344 -1.05595826 -0.91855416 -3.03644463 1.17850986 -0.50449179 -1.22953604] Distance 10.486338666365786 Each least square approximations [-6.41577602 2.35654103 3.87839103 0.66081078 -0.8236227 -1.44554714 0.26443551 -0.30688854 -0.16791694 1.18649977 -0.84837846 4.18207223 -0.71817727 -1.05269233 0.13937944 0.021299 1.49448777 0.32925946 2.99398943 0.58986667] Distance 10.353301409208324 Each least square approximations [-5.85839101 -1.8618608 1.64874195 3.04417587 0.52038227 1.93731767 -0.67616693 -1.43647982 1.09272277 -0.96829624 0.39813731 -1.66441953 0.46528594 0.26362826 -0.53949275 -0.17692452 0.62222898 -1.31938683 1.6650653 -0.2864099 ] Distance 11.759742744399516 Each least square approximations [ 5.91756504 1.42410368 2.14249258 -3.17697876 -2.0483609 0.18487439 -0.90312885 -0.00659653 0.7821067 -2.33419665 -1.2581783 -1.17327109 0.70767927 -1.92201521 3.09742297 -1.14373168 0.73003764 -0.35730053 -3.07475945 0.71515191] Distance 10.665001229671097 Each least square approximations [ 3.82374198e+00 4.25033006e+00 -9.62111822e-01 -2.29433080e+00 3.67307777e+00 1.00593972e+00 1.75613146e-01 2.13936982e+00 -3.28882011e-01 -4.43690924e+00 2.14570509e+00 -4.29367057e-01 2.10344566e-03 -5.47858040e-02 4.32752804e-01 -2.09387052e+00 -6.36310518e-01 1.07966294e+00 -5.99801239e-01 -2.09755836e-01] Distance 10.776889916804775 Each least square approximations [ 5.76748731 -1.60944029 -1.24672363 -2.01387238 -0.3688749 1.24852347 -2.20366936 -2.110197 -0.61343231 -1.05595077 3.42897112 0.13038479 -2.28508567 2.00649075 -3.45597723 -1.02851971 1.72682686 -0.22681852 -1.22144737 2.07667556] Distance 10.413384012028262 Each least square approximations [-5.5121418 -0.79590991 0.10807488 2.13102406 -4.19744632 0.9939627 -1.04428711 -0.85804048 1.68860745 -0.19362557 1.78759905 -0.6877431 1.82420698 2.01233251 -2.01849203 1.55601925 -0.5673819 0.63994245 -1.92678128 0.37667085] Distance 11.146332775309684 Each least square approximations [-6.24974573 3.62847107 -4.33620178 1.15655616 -1.89447497 -0.97313315 1.6469649 -0.94390064 -4.3287334 2.31937135 -1.63293392 -0.67926283 0.67474543 1.73382864 0.01552811 1.45893658 -0.23643585 3.25919782 -0.95281532 -1.11458346] Distance 9.561019932797594 Each least square approximations [ 8.07305308 -1.12251275 -2.43516462 2.14752693 0.18204323 4.51827339 -2.12089339 -1.00063949 1.20751593 -2.79454202 -0.58598445 0.04959132 0.69075536 0.27031082 0.63089793 -0.02934369 0.85525294 1.07671506 -0.12302949 1.28541742] Distance 10.026845113864864 Each least square approximations [ 7.91894337 1.02620714 -2.36984445 -0.770128 4.04307244 2.95494895 -1.09512794 -3.12648422 0.61414842 0.63816627 2.65940469 -1.12286926 0.57989959 -1.00170253 -0.32694665 0.91669279 -1.30783932 -1.53222144 0.58122363 1.11152505] Distance 9.722211253753947 Each least square approximations [-9.49434448 -2.08075445 -1.44324264 -3.53736133 1.41673879 0.42311086 -0.0290423 0.37273737 0.43311617 -0.32905915 2.92116585 4.43432105 -0.20453229 0.78014156 0.90742448 -0.38115782 -0.37064499 1.46408429 1.15589196 0.4170502 ] Distance 8.502090276869865 Each least square approximations [-11.58530643 1.1193038 -5.1671218 0.34893821 0.3032635 -1.43287597 1.27688834 -1.0726612 -1.14625418 0.09621863 0.3639927 1.0674767 -0.07308491 -1.37927008 -1.88291576 0.34686665 0.06795713 -0.4393938 1.91640122 0.67215922] Distance 6.154022008526918 Each least square approximations [-9.05684108 -3.76998672 1.67753625 1.96834106 -1.47799099 2.58035674 -1.27484859 0.0797284 -2.59940018 0.43804861 0.56090324 -0.67981638 0.37822319 -1.03957948 2.74388659 -0.67181539 -1.13326133 -1.69008599 1.34597556 0.00992064] Distance 9.016535675499382 Each least square approximations [ 6.49188649e+00 -1.68494476e+00 3.61671918e+00 -1.97898236e+00 3.01732592e+00 8.62446592e-01 -2.57556359e+00 2.00879305e+00 -6.03031993e-01 1.51142443e+00 9.00127796e-01 4.96388004e-03 1.94062639e+00 2.63726903e+00 2.17474857e-01 -8.24237709e-02 1.65657678e+00 -3.17145011e+00 1.95960648e+00 -7.88195566e-01] Distance 10.177773913994153 Each least square approximations [11.0224661 3.50466586 -2.96107852 -2.88518167 -1.98987659 -0.02164984 -1.14543407 0.34443821 -1.19701559 -0.2878859 0.81976234 0.10904362 -1.76377576 -0.4898985 1.00585965 -0.67467892 0.03268753 -0.66071361 0.15046363 -1.31560298] Distance 7.218925129974507 Each least square approximations [11.31057525 0.82886738 -0.06704647 -0.31991149 -1.9277159 -0.6570441 -0.07106141 -3.74783466 -0.13411916 0.59829026 -2.22963773 -0.25273236 0.4571598 0.27778895 0.01819445 1.59103298 0.34524788 2.26474415 -0.04641124 1.0761126 ] Distance 7.484808639089616 Each least square approximations [-13.0322366 3.25135986 -1.56583587 0.15254056 0.60212042 1.90946683 0.0259085 -3.82040807 0.46575024 -0.32028257 0.24664633 -1.1838776 1.78836896 -0.03224804 0.30041981 0.47714934 0.70291055 -0.73033813 -0.1370388 -0.40935456] Distance 3.0949069862894985 Each least square approximations [-6.32984809 4.33897941 -3.736446 5.020527 -0.22610848 -3.35308873 2.92462528 2.52319582 -0.51446052 1.78759018 0.20204446 -1.05736594 -0.50637359 -1.16055458 0.17352664 1.2102247 -1.16819364 0.99635842 -0.05090296 1.33713001] Distance 9.285840064496801 Each least square approximations [10.93686571 0.12852503 -3.15407693 -1.40394641 -0.76219142 1.74256068 -3.7380792 -3.19170673 1.43725496 0.77986253 0.22621013 -0.68407943 -1.74543083 0.85145506 -0.02128504 -0.32364728 -0.73437576 1.05967597 -1.17164695 -1.36968438] Distance 7.145436898166942 Each least square approximations [11.4227937 -2.42604576 -2.12017795 -0.05556314 0.03455528 -1.30549827 -2.33014774 -0.52007142 0.4125019 -0.70744507 0.70306302 3.69121527 1.52200281 -1.40185236 0.59221908 -1.99847086 -0.94514019 0.78971899 1.05560899 0.55686148] Distance 6.909350375714277 Each least square approximations [-8.3005771 -5.20253389 -5.66093292 -1.21510363 -1.38495406 0.62517484 1.24742973 -1.72977712 0.75230517 -1.30081169 1.29981171 -1.13611433 -0.92215555 -1.70599477 -0.26653476 1.24680626 -3.74290622 0.58177004 -1.11413994 -1.5748751 ] Distance 7.57144244507019 Each least square approximations [-9.99627329 2.42501358 2.95179154 -4.7417129 -2.8312787 -0.55860159 0.82660893 -3.62415919 -1.06734325 0.27373481 0.43403255 2.98418983 -1.29119742 -0.66077139 0.2152908 2.59504726 2.33414736 0.89014328 -1.28553372 -0.74173226] Distance 5.965041300895403 Each least square approximations [-9.15097177 -1.24002845 7.04433747 2.05175324 -3.19573783 -0.43292682 -1.73745677 0.50884081 0.58786933 -2.47663332 0.86050927 -0.02220289 2.03312316 0.87476243 0.07731835 0.13332094 0.40595181 1.16245279 -0.30779166 -1.68368301] Distance 7.279415429251377 Each least square approximations [10.76586791 -2.50458303 2.69996243 -1.84702213 1.76355692 -1.02504382 -2.90187937 1.98197837 -0.79293834 -0.17373196 -1.02511827 0.12211902 0.79273567 -1.93656997 1.2918264 1.26474166 0.93583618 0.82218632 -0.26165871 1.04233829] Distance 7.803834541639159 Each least square approximations [ 8.66733819e+00 3.17469170e+00 1.98127198e+00 -3.16436675e+00 3.64199321e+00 7.28377060e-01 9.97210437e-01 -1.39548267e+00 -8.11595446e-01 -7.99629340e-01 2.40996267e+00 -8.55706804e-01 -1.86364851e+00 5.85649363e-01 -7.95789605e-01 -6.39973177e-01 -1.21085193e+00 3.17166280e-01 -6.72069845e-01 8.41218004e-04] Distance 9.579889551559745 Each least square approximations [ 9.62782276 -3.27761194 -0.66207865 -2.24712989 0.42246111 0.12101207 -3.04747316 2.70384108 0.73334535 1.78561263 1.90773314 0.9607081 -1.49012385 0.57695779 -0.73623496 2.28423264 -0.07162284 1.89363658 -1.29561766 1.00283721] Distance 8.589113381639248 Each least square approximations [-8.89943067 -2.47786708 3.15483433 3.11200261 -0.58522937 -0.52877945 -1.44500521 -0.10109316 1.0482749 2.20661865 -0.8460528 -0.16641421 -0.47504677 1.44823844 -0.26257077 1.61757912 0.13760049 1.77150303 -2.65687984 0.11769156] Distance 9.629059250655576 Each least square approximations [-8.59197233 5.26625016 0.43345803 0.7102911 0.36081433 0.60168479 -1.77547359 2.10693051 -1.02056345 -3.56072452 2.52353729 -2.71607964 0.33987614 1.26262304 -2.1236319 0.73031005 -0.06082343 0.15525537 1.61523002 1.6249981 ] Distance 8.161744836346337 Each least square approximations [ 5.82485871 -2.42909812 2.30639571 -2.8210631 -3.99979232 -0.71710263 -1.94183793 -1.20087563 0.37120219 1.45671267 -2.02880901 -0.07746809 -1.15802142 0.13743012 -0.29559781 0.58191361 2.09881244 1.27666444 0.10700633 -0.16528503] Distance 11.285710605860215 Each least square approximations [ 8.10541741 -0.09058056 1.58423557 -1.65903111 0.01047056 -1.29991881 0.05871426 0.88284248 0.5292055 5.22390587 1.6663287 -0.75465305 0.66238207 -1.98925353 2.43136892 -0.47405786 4.47623606 -0.31866305 0.49398073 -1.03685992] Distance 8.949615566638172 Each least square approximations [-6.25203194 -2.36274869 -0.34614761 -2.59007896 -3.24320106 0.76314608 -1.49030655 2.09721295 -1.22390254 -1.65253599 -2.53385041 -0.3152481 0.53091778 -3.15247077 1.64365662 0.96372273 -4.69672299 0.5642083 -1.87553813 -0.22674135] Distance 9.83245068129142 Each least square approximations [-5.61776204 -1.22941826 3.39027068 -4.53636341 -0.15489535 -3.29471505 3.36237294 1.84495574 3.94416166 -0.41335126 -1.3764411 1.58337846 -1.95167417 0.71511171 0.04454165 -0.49947728 1.61192402 2.75372476 0.53405696 -0.82729833] Distance 9.4793402865799 Each least square approximations [-8.63141498 -0.80364347 0.56874677 0.25013232 4.16790594 -0.10954271 2.72106861 0.11476163 0.80346548 -0.47923161 1.64460519 2.24620631 4.92065046 -2.01184475 -1.01997813 1.16728717 -0.01037536 2.01637259 -1.22162887 -1.08616599] Distance 8.371427823552116 Each least square approximations [11.57260157 2.9486727 -0.03624005 4.34596987 -4.35805025 -0.18745328 2.63277623 0.09883879 1.04652743 -0.07412179 -1.30983913 0.60076619 1.81922666 -1.93214192 0.96944504 -1.75319273 -0.01967615 0.15819632 0.11936091 -0.31465004] Distance 3.8199016472271956 Each least square approximations [ 3.17014867 2.64131454 -0.2303916 -2.47300463 2.04207512 0.83410083 -2.85128775 -3.05459527 1.97544533 -3.45407487 2.23914088 -0.55329893 -1.06739014 0.33839856 0.73531934 0.18157067 1.73891855 -0.51383345 0.26997378 -1.65941648] Distance 11.909039989589246 Each least square approximations [ 7.2867739 2.46933924 -3.13825001 -2.97887702 2.28708847 2.55743713 -3.70797455 0.3359206 1.84876272 -1.89363726 1.12175611 2.98909555 0.62738608 2.02417343 0.92983463 -1.01098034 -1.57334878 -1.16570552 -0.64647729 2.13276665] Distance 8.97306794627602 Each least square approximations [-4.42730852 -0.77616934 -1.20896079 4.31143166 -2.89623036 -0.64764562 1.8909166 1.40291802 1.13817154 1.11451757 -1.67962792 1.12675175 -2.22981773 0.39325149 0.6009475 2.80026949 -1.78937508 -0.77038299 -0.53293748 2.52910558] Distance 11.463121508691259 Each least square approximations [-6.11414208 4.05997535 -4.09409513 1.78066965 -1.95375968 -1.046117 1.45291252 -1.51112106 -4.36611585 2.86942256 -0.6970473 -0.64241999 0.15954784 1.3307415 -0.51625849 2.11239978 -0.91927411 1.98385276 -0.95470938 -2.1775327 ] Distance 9.27432147302675 Each least square approximations [ 7.76714859 -0.69577857 -1.90240291 0.80836041 -0.36950046 4.74557764 -1.10182346 -0.67818835 0.95424144 -2.63379634 -0.45121409 -0.12318805 0.67043032 0.74250488 0.05521343 1.01864584 0.32729089 0.37010269 -0.01780346 0.80162644] Distance 10.670549039070746 Each least square approximations [ 7.63154084 1.26660958 -1.16718148 -1.54046079 4.50629874 1.72863817 -2.51010941 -2.87442592 0.78375144 1.23333485 1.42440426 -1.00916391 0.41182478 -1.20687333 -0.51511727 0.10900843 -2.51840343 -1.31829079 -0.85677066 0.6797931 ] Distance 9.82197381760622 Each least square approximations [-9.69739996 -2.19922747 -1.36467736 -1.75214211 0.42276397 -0.75162215 1.11124856 -0.27389563 0.27812088 1.48420822 2.8571632 5.40837624 0.29901006 1.01226174 -0.25875085 -0.41572433 -0.11858418 1.68856465 1.23147403 1.01711214] Distance 7.870526850922094 Each least square approximations [-11.02382709 0.49093195 -6.3175572 -0.5038344 -0.29423402 -2.56919904 -0.15621009 -1.32139237 -0.30450816 0.16876639 0.67311629 1.55315772 1.29704833 -1.20620357 -1.5901085 0.35415196 -1.0468205 0.05848622 0.91792532 0.261021 ] Distance 5.7528197220421795 Each least square approximations [-9.39328517 -2.42213847 1.10940558 0.73065346 -3.64603544 1.24141067 -0.81577669 0.773454 -2.24180047 1.90660216 0.75421483 -0.25876505 -0.41962278 -1.34304859 2.43638133 -0.14136714 -0.71623014 -2.04356722 2.71018136 -0.22620746] Distance 8.543431441429243 Each least square approximations [ 6.26286394 -1.22138473 4.03635034 -2.04862295 3.50481833 0.04516576 -2.23891841 0.85872572 -0.20300247 1.09869024 1.23624976 0.45864634 1.90577544 2.78949848 0.60752764 0.74335034 1.03974436 -3.14547357 2.75853108 -0.37280461] Distance 10.049176515761118 Each least square approximations [11.52532506 1.89656953 -3.31758495 -3.27780735 -2.77142603 0.17891457 -1.24600122 -0.2424857 0.11605467 -0.64749623 -0.43794283 0.13437956 -0.82312005 0.61658165 0.14581717 -0.97088 -0.33733796 -0.04635352 0.25554519 -0.81968299] Distance 6.576453085046847 Each least square approximations [10.75407049 0.32506709 -0.98977827 -0.18091417 -1.45757573 -0.71578133 0.95859433 -3.41879751 0.62524911 1.44125531 -1.0672425 0.14580844 0.99989283 0.9665326 0.09992707 1.11975913 0.01939694 2.10547199 -1.3807591 0.69910685] Distance 8.28279598616814 Each least square approximations [-1.31492494e+01 3.17339870e+00 -1.77436999e+00 -7.99038669e-01 2.94730884e+00 -1.39919712e-03 -5.18412509e-02 -1.68735298e-01 1.04555653e+00 -4.31217044e-01 5.17874774e-01 -1.40802462e+00 1.53982863e+00 3.77609014e-01 3.50976558e-01 4.01691759e-01 2.90566196e-01 -4.56874392e-01 4.23356576e-01 -9.13156708e-01] Distance 3.3405758452641288 Each least square approximations [-5.4821699 1.8518111 0.77447975 0.54688633 -1.74570369 -2.37160361 -1.93411727 -3.05965322 -2.32464775 0.62184435 -2.5265049 0.28761613 -1.7260144 1.7245509 1.47148502 3.14552633 -1.65078837 2.52679301 2.06090043 1.41914723] Distance 10.089338436258013 Each least square approximations [ 3.73733758 -0.8383179 -0.60917584 -1.77014925 -1.06634275 1.13978549 -0.72220086 1.34756598 0.56661279 -1.34898947 -1.73764741 -0.73944945 -0.41403701 0.10028515 0.00702229 -0.44486842 -0.8520253 3.24028337 -0.66255718 0.50883269] Distance 12.752779406379052 Each least square approximations [ 8.14886312 2.85014707 5.77018728 0.60214768 1.83416405 3.7651636 3.88312808 -2.34432243 2.27493416 -0.01912404 1.78873147 0.88028445 1.39459665 1.07977687 1.27637527 1.1218692 1.74379313 1.73531785 -2.0399595 -1.32838089] Distance 5.492254538787396 Each least square approximations [-4.82953713 -0.75862413 -0.7671333 -5.20957467 -3.05870095 0.8595806 1.71116656 -0.64923374 0.82174988 -1.0127667 -0.559768 0.29360174 -3.90725517 -3.28316634 0.8220651 -2.62287272 1.11084239 0.12124727 -1.20598879 1.34701176] Distance 9.914660295313743 Each least square approximations [-5.26612482 -1.80714047 1.30769475 0.13769088 1.59960192 -2.38557075 0.38028252 0.40650016 2.58665965 -1.59364291 0.96455508 0.89533911 -0.45439952 2.50087781 2.92789151 1.4197832 1.50800262 1.2977199 0.62362343 1.65633277] Distance 11.27844149420894 Each least square approximations [-3.83975309 -1.15946101 0.95423923 1.86659561 0.75525724 0.6072735 -1.45992637 -0.83400073 1.4482428 -0.10091225 2.71246996 2.01308632 4.97446024 -1.06288299 1.23543052 0.20007221 2.84011409 0.01799439 1.60583661 -0.32373106] Distance 11.29751766123094 Each least square approximations [ 5.45122463 2.71767499 1.83032652 -0.50866898 -1.19774227 -1.88466147 -3.05547662 0.30748888 -0.0663882 -1.46295224 -1.68504943 -2.18434101 1.10260329 0.32856896 0.68857552 -0.19338782 0.44010702 -0.85370169 -0.85665249 -0.38499641] Distance 11.621926650435991 Each least square approximations [ 6.15806354 0.97133269 -2.20432766 2.2708394 0.61745096 0.3509071 -2.29262573 -0.6815325 3.17805239 -1.2024339 3.04353381 -1.50955115 0.18591253 -1.12966023 2.83203663 0.05661582 -0.56624491 -0.44047687 -2.09365333 -0.57255716] Distance 10.527958956481326 Each least square approximations [ 5.22408267 0.73819814 -0.25000467 -1.57350773 -0.22293091 4.10470951 -0.0646155 -1.39402213 1.46755487 -0.62810646 -1.42519163 0.66764467 2.71472333 -0.7539867 -0.35342743 2.07301898 2.03763054 -0.63682104 -1.16872186 2.41184341] Distance 11.191315253432762 Each least square approximations [-5.22690054 0.87258138 -0.82577319 0.30233574 -3.86289118 -0.67909616 4.72425598 1.26335289 0.58078543 -0.04092516 -1.57461507 1.34866255 2.12525229 -2.33682026 0.15372091 0.66591547 -0.93794522 -1.24551095 -0.98945903 0.28342929] Distance 10.810489556501771 Each least square approximations [-8.79504505 1.45521937 -1.11691199 -0.59478321 0.46197241 3.28108408 -1.89336053 3.85447549 0.61504835 3.51224336 -2.77361228 1.18110843 -1.70408622 -1.60124808 0.01177086 2.49095137 0.08297977 -0.17231668 0.35556958 -1.34702387] Distance 8.06584358318816 Each least square approximations [ 4.66093683 -0.82657285 0.53221748 -0.53742918 -0.48650788 0.91861654 -1.78840002 -1.23439462 -3.45555504 0.37893667 -2.81130906 -0.44217851 -0.03017269 -0.89051159 0.25117959 -0.70756958 1.25295177 -0.75003487 -0.75754186 0.97258346] Distance 12.53104635274969 Each least square approximations [ 5.81479995 4.99020404 -2.55829988 -1.95952568 2.50107212 -2.91095011 1.07151674 0.71106946 1.63034442 1.09503942 3.3827794 1.93278126 -1.5694865 0.30566194 0.0437975 -1.35073977 2.52861675 0.23432009 -1.26129511 0.66072356] Distance 9.67605151549838 Each least square approximations [-11.33311176 3.35844092 2.46839525 2.04850347 -4.36810314 -1.57399507 1.50067203 -2.28914636 0.36599345 -0.31946384 -0.27213659 0.25942036 0.58164635 -1.63353719 -0.83747075 1.28734898 0.93476501 -0.19212927 0.6183974 -0.83854723] Distance 4.919943015317975 Each least square approximations [-4.18345976 -0.46203279 -1.00319469 -3.50769344 -1.57670648 -1.77410831 -3.40091363 1.12611775 1.05020432 0.3480765 3.20445155 1.32611553 1.82467088 -2.11410534 -2.07758979 1.41145531 0.98505236 0.5588605 -0.54161446 -1.17606127] Distance 11.453910002756034 Each least square approximations [-8.41024627 5.9155889 -1.08900258 -1.62236736 -2.21419928 0.46984647 -0.53118396 2.6890845 0.29847896 -3.29608002 -1.55793689 0.54113876 3.23381187 -3.47081104 0.03035576 -1.71363126 0.93759513 0.01256414 0.04099136 0.97853075] Distance 6.91869512177341 Each least square approximations [ 5.98509372 0.59063624 -1.05567646 -0.80317676 0.80298049 2.33623651 1.22766541 1.14661532 -2.59163625 1.95662301 0.4554531 2.21328705 -0.02136508 0.60210961 -0.21143498 0.1533529 -1.37129687 -0.88972833 -0.81768342 2.7273088 ] Distance 11.716961976398727 Each least square approximations [ 5.96268145 1.26548329 -0.50488165 0.10794378 -1.04088519 -0.70069336 -3.19723565 -0.93859245 -0.48119782 0.09409047 4.60620993 -1.00240689 -0.65291423 -1.29338722 -1.37845121 3.2805791 2.07558932 -2.37566536 -0.17703815 0.78712017] Distance 10.633760294146542 Each least square approximations [ 7.4456999 2.72764016 -3.79991647 -0.87466348 3.11147982 -1.00274569 0.90431235 -1.99923232 2.47585675 0.47913022 0.39375413 -3.2521653 0.22706447 -0.39601162 1.35575703 0.59939426 -1.80444262 -2.30737488 -0.78178074 -1.64336862] Distance 9.275221666966157 Each least square approximations [-6.10286131 -0.91543132 0.58601162 -1.73317069 0.93646389 -2.661604 0.47330559 -0.85107291 3.78230544 2.32083602 -1.06629209 -1.02282222 -1.04528204 -2.53477231 -1.93818066 -3.18829692 3.04137806 -2.86119611 -1.31799898 -0.35227844] Distance 9.902055807366338 Each least square approximations [-3.26254349 1.55000883 -4.9719834 3.74389734 -0.64293839 -2.17764043 1.56778242 3.21257614 -1.42488448 2.27950081 -0.37624664 3.05955776 -0.17462988 0.31473325 -0.31186003 0.50672354 -2.48418319 1.20526468 -0.92085744 -0.29790795] Distance 10.380618142101925 Each least square approximations [ 7.79769497 0.87207415 1.54607148 -0.61814745 1.98224759 2.10385164 -2.7493876 -0.48058743 1.86786686 -0.71052706 0.38296707 -0.78123695 -0.29789896 0.82829783 0.23779743 -0.58877279 -1.12712955 -0.11502721 -0.30810264 -2.41000238] Distance 10.471405852323835 Each least square approximations [ 7.10950055 -3.43799963 -3.97593839 -2.73349604 -0.54777021 1.83968639 0.11507565 -0.44101839 2.56211632 -1.04104932 1.5671384 -0.67587094 0.328596 -1.082973 1.50474748 2.22590555 -1.55285065 1.00782718 0.22135473 1.42332678] Distance 9.441857063771225 Each least square approximations [-6.13214796 -3.18141768 -3.18658566 -0.46752598 3.71432193 1.05909978 2.49061979 0.82417065 -2.01172548 -1.39228686 1.95120332 -1.66855576 -0.45168205 -1.13981646 1.40343643 0.43168136 -0.60889039 0.0750566 0.1289131 -1.59379175] Distance 10.206929205410905 Each least square approximations [-8.22620601 3.59163154 4.72821608 2.44569798 -1.94747972 4.05544317 -0.9709368 0.25924857 1.17308975 0.33889403 0.41369441 2.64785037 -0.96065186 -0.71524625 0.68041026 -1.08957519 -1.25177211 -1.6106463 -0.04236255 -0.10683664] Distance 7.560378270606532 Each least square approximations [-5.9843997 -2.27983496 3.47452882 -0.44265046 -3.51998862 3.4629595 -0.34200936 -2.67663775 -0.8831942 -2.2244036 0.27213078 -0.29459129 -0.86086421 2.06924098 0.6681349 1.73606528 0.67661536 -0.83781189 -3.54487253 1.22187864] Distance 9.418854211325488 Each least square approximations [ 5.42679871 -3.09567468 4.9092737 -2.94258791 0.52535557 3.17500133 -1.50959512 3.10674214 -1.34925527 0.84298641 0.2139082 0.09564855 -1.30118849 -1.60124047 0.20508346 -0.70050779 -0.56919296 -0.04940905 -2.06242491 -1.54420447] Distance 9.737940604674971 Each least square approximations [ 6.33612096 1.92912759 3.16772026 -1.33275267 4.00815738 1.99181362 0.6929669 3.29532388 -0.07631798 -1.57320505 3.60926871 -0.79434062 -0.65611117 2.40205186 0.94265307 -1.11903092 0.83812026 1.18173109 -1.02670131 0.26618161] Distance 9.407130777868042 Each least square approximations [ 7.22056477 -2.12029127 2.28808083 -3.53708709 -0.67115942 -1.67090834 -1.24557012 1.19133141 0.21121453 -0.60023697 2.87334644 -1.38177996 0.71051002 -1.01234948 -1.77017152 -0.53384955 0.42686351 0.34395024 -0.36722018 -0.0079378 ] Distance 10.329709010120308 Each least square approximations [-6.4618234 -0.51395203 4.25661957 1.15554224 -3.95869009 0.28165428 -1.51576615 -0.14056862 -0.53788574 2.00371863 -2.09243782 -0.44027923 1.92370005 0.87249991 -1.26414626 -2.2727585 -1.83548999 -0.40389788 -3.34699253 -0.49175415] Distance 9.414302810001093 Each least square approximations [-9.44601293e+00 5.19773402e+00 -3.64201395e+00 2.04359331e+00 1.39144525e-01 2.52519619e-03 1.07540818e+00 1.79778466e+00 5.37470867e-01 -3.05198967e+00 1.93958657e+00 7.28202248e-01 -3.09540670e-01 -5.94309174e-01 1.49813597e-02 3.34918421e-01 -1.42619121e+00 1.20943865e+00 1.04619933e+00 1.38811027e+00] Distance 7.4673519407012225 Each least square approximations [ 8.57420375 1.82703508 1.24975943 -1.15002228 -3.49634962 3.03293358 -2.53242826 -2.0590495 -1.60074508 1.29719952 -1.08449467 -0.27722285 -0.23496103 0.40081678 -0.77709823 -1.9280943 1.12960076 -0.02528604 1.0101218 0.7277195 ] Distance 9.494803358318016 Each least square approximations [ 9.12781852 -1.38795496 -1.13343858 -4.18319666 3.16183128 -2.21059951 -1.35992599 -1.76682322 -0.753994 1.71367426 1.02907272 0.59962825 -0.0658298 -0.33711049 0.62965056 -1.94652233 1.72240269 -0.58845932 -0.05802298 0.73853499] Distance 8.823693296012763 Each least square approximations [-8.5012549 -3.57775157 -4.54926977 0.09140974 -0.81922559 -0.42869185 -0.70804719 0.46480183 -0.96410447 -2.60396786 -0.95839093 0.49510109 2.5973286 -2.68492103 0.73196482 0.48539132 -2.03622883 0.59756378 -2.65577567 -0.3942707 ] Distance 8.495211611887841 Each least square approximations [-8.78271548 0.712722 2.32371144 -5.63105419 -1.93034087 -1.53387242 -0.01528303 -0.41362309 0.90523024 -0.24573814 0.78226246 -1.13445007 -2.03138124 1.33285899 -0.076231 1.3121246 1.41382119 0.55439931 -1.35770648 0.17807823] Distance 8.901426444347242 Each least square approximations [-10.83506244 -1.73080321 3.71322851 -2.09418287 0.68633558 0.11399434 0.94522046 0.62723201 2.23534077 -2.02335995 -0.07648033 0.70202142 1.29309671 0.12879178 1.11288516 0.79289399 -0.53424854 1.87549487 -0.15299181 -0.82892366] Distance 7.538645380394697 Each least square approximations [13.25813321 -1.50128031 -2.81382657 0.74595964 3.0532017 0.74592051 -0.02895493 -0.32910993 -1.58067004 -1.02618998 1.11531019 0.10995382 -0.89960382 0.64644905 -0.42562047 0.35262907 1.16012763 -0.12118059 -0.12117 -0.48440839] Distance 3.2225675093165598 Each least square approximations [ 7.78902918 1.46497578 2.03249843 -4.132801 2.27646812 0.81488533 -0.75134421 -3.18082568 1.08256134 -0.37376932 1.69480621 -1.08923586 0.81574848 -0.19669439 -1.37770849 0.99194963 1.29845398 0.05246739 0.52821351 1.35271746] Distance 10.075702515236316 Each least square approximations [ 8.61960834 0.06540124 -2.01852561 -5.00729289 1.27239949 -1.25269593 -3.47737818 1.18899665 1.10063382 1.55380405 1.45784677 2.84864075 -1.42704277 0.75053775 2.71206143 2.98030486 0.21138007 -0.54317438 -0.45750762 1.53233841] Distance 7.686686013684688 Each least square approximations [-7.82343243 -0.90465542 2.03522419 3.8878318 -0.40641515 -1.14974434 -0.37029559 1.20631606 0.07440066 4.28175676 -1.22615993 -0.54880601 -2.90884883 0.00895983 -0.85974713 1.83592484 -0.18154384 0.45347746 -0.95139999 2.18842749] Distance 9.582253654129504 Each least square approximations [-7.80882489 -0.57093184 -1.87509602 0.37490144 3.76346291 3.13791603 0.18986266 -1.02977745 -1.77030667 2.25718391 0.04204487 0.47425435 -2.69439585 0.90915856 1.74118615 -0.91019328 -1.41549761 0.27375693 0.87505637 -2.39945119] Distance 8.503883984755591 Each least square approximations [ 3.7312094 0.06826495 0.42391372 -1.19482645 0.05206613 2.64462751 -1.38345625 -0.1534647 -3.07656454 0.35545654 -1.54515132 -1.43993171 -1.05686648 0.04353398 0.16933772 0.00511882 1.85643422 -0.40682083 0.47648582 -0.76282409] Distance 12.136625126090166 Each least square approximations [ 5.47003027 0.34672087 -0.53456182 0.73272367 4.726326 0.07259309 0.72573208 0.06449118 0.83297477 3.29980336 1.50832452 1.23379727 -0.54104213 2.79551984 0.61116787 -2.31885608 2.41037292 -1.20963402 -1.42238386 1.91552427] Distance 9.769579137350132 Each least square approximations [-6.52152561 5.19792172 -4.15897674 0.1577361 -2.76699737 0.67729319 2.77099401 0.56806577 0.15961977 1.13438275 -0.11436059 1.53782167 -0.22481879 -0.57316845 -0.21721943 1.65094201 0.40904832 -1.32109279 0.58934354 -1.74856311] Distance 8.731573740185755 Each least square approximations [-4.44462834 -1.35592385 0.02810075 -2.69965297 -0.30425794 -1.79067095 -1.95991066 0.91752041 1.94357389 -0.74295018 -0.23336704 0.62240319 2.75389235 -0.87196483 2.18533773 1.59674325 0.10803352 -0.2651452 2.71002795 0.14977479] Distance 11.253126434073168 Each least square approximations [-5.73728839 5.75123468 1.89077019 -1.09441427 0.52163538 2.60576067 -2.01650573 -0.28234566 0.50446881 0.80401408 2.42146141 1.2817255 0.22269943 -1.49061484 2.6277133 -3.56192526 0.78479826 -2.94016718 -1.84301904 2.33485771] Distance 7.812357715662685 Each least square approximations [ 4.70769487 1.99937721 0.38036121 -2.0704242 -0.29836763 4.36319411 0.74798716 1.32580655 -1.60594976 0.9799027 0.67804334 -1.74319893 -0.65925846 2.21170348 0.48535061 1.16837493 -0.52943481 0.59083184 -0.00778294 0.54083099] Distance 11.156392211926006 Each least square approximations [ 5.34097747 1.90783117 -2.4045392 -0.83160357 1.27613991 2.04749995 -1.08617142 -0.78859705 1.35426271 -1.03405858 0.36000998 -0.15166319 -1.80969415 -2.14703229 -0.78249016 2.96786087 1.66718383 -0.47625441 -0.76001848 -0.3240863 ] Distance 11.003403272585404 Each least square approximations [ 5.27251732 0.67306373 -3.28085651 -2.54181947 0.57658493 0.74816564 -1.09872088 -0.96585779 0.55233181 0.96762696 -0.83361642 -2.09962494 1.59770163 0.07408941 -1.24023915 1.01975984 -3.20825716 -3.3814468 2.51983372 -0.62376607] Distance 10.145461731033963 Each least square approximations [-5.27623895 -0.55572067 1.96556993 1.25354868 -0.67414878 -1.54752056 3.63758402 -0.8887944 0.58989143 0.25797904 -0.46515385 0.30375223 1.11529713 -0.04761938 -2.73385715 -0.42345315 2.89982605 -2.75183121 -0.56121933 -0.22524547] Distance 10.722087992778434 Each least square approximations [-6.74082614 5.23840063 -4.33015513 1.60373971 2.07317706 1.84947444 0.89358672 3.87124061 -0.82963597 -0.64439626 1.46355528 0.91436648 -0.92048705 -0.90298075 -0.31836298 -0.97909939 -1.88434973 2.26502618 1.88520019 2.97283552] Distance 7.961210922287791 Each least square approximations [ 8.7368446 0.11701356 1.85866985 0.11326332 -1.49643135 1.98574937 -2.04216002 -1.55553501 -0.66328139 1.68783668 -0.26401996 0.01420682 -0.23802109 0.6919169 -0.8696714 -2.9638434 0.95646305 -1.25044096 0.40783137 0.43201351] Distance 10.00555063143148 Each least square approximations [ 8.54754795 -2.17273115 -2.45329772 -3.35113149 2.40745838 0.22893476 0.19891631 0.20670797 -1.13756164 2.18977863 1.09669453 -0.89214866 0.83597353 -0.56550632 1.72811578 -3.01757246 2.72240098 0.06765172 -0.44549518 0.70262674] Distance 8.87107358359691 Each least square approximations [-8.07346399 -1.98129843 -4.56348032 -0.15684631 -0.93589206 0.78107108 -3.02318516 0.50644645 -1.61015063 -1.27145073 -1.12069517 -0.61180826 2.58264618 -4.44895838 2.07086075 1.08950787 -1.93152398 0.47287759 -0.84356006 0.69580178] Distance 8.074443588152024 Each least square approximations [-8.35302806 1.41338101 4.05758144 -4.57338463 -0.17022819 -0.16787718 -0.33738658 0.19245477 1.93697987 1.32744343 1.99011806 -0.49849222 -1.38221755 -0.2931197 -0.7464468 -0.91013021 1.31104416 1.65664326 0.17939479 -0.01094247] Distance 9.055617902279302 Each least square approximations [-9.67033164 -0.61960407 4.18237526 -2.73595772 2.70968334 -0.357 -0.09731506 -1.91883164 1.62777763 -4.09518059 -0.08130897 0.30274979 -0.03531082 -0.95056059 0.61481851 1.91830356 -1.54336228 0.45663894 -0.15111167 -0.7497038 ] Distance 7.1602188093745065 Each least square approximations [11.4234391 -3.26545034 -2.51584653 0.43520593 0.26996817 3.93523078 -0.4727 -1.08002789 -2.34891511 1.04987652 -0.89393916 -0.92768748 1.95475768 -1.4064283 2.61749545 -0.5861332 0.73031801 0.3799931 0.24841807 -0.79834224] Distance 4.656975599239974 Each least square approximations [ 6.35604357 2.8276319 2.46446341 -2.77593438 2.46747996 1.21414638 0.25171828 -2.26178448 0.11651082 -1.09609014 2.69903247 -0.58024128 -0.84076389 -0.31337592 -0.64569097 -0.75495457 0.47153462 -0.4535285 -0.25005395 0.14304684] Distance 11.08639535589918 Each least square approximations [ 8.326106 0.07149962 -2.04249826 -4.7036167 0.62574038 -1.44721902 -3.54885622 1.53186992 1.37544866 1.22628148 2.03882951 1.42909857 0.04821151 0.55806632 0.95162708 2.07814266 -1.27303393 -2.52633609 1.17290288 0.95139644] Distance 8.396118072302018 Each least square approximations [-6.76802662 -2.06570673 2.55808976 3.17352592 -1.26322438 -1.06140611 0.38878229 0.44601091 0.31489007 2.31903573 -1.66161257 -0.46831905 -1.36319477 1.81767874 -0.27996649 1.52962971 -0.86288534 -1.28199988 -1.76174799 2.32335723] Distance 10.595989512934253 Each least square approximations [-4.43926984 3.24856728 -5.72947986 0.78791058 -2.73867529 -3.20304098 -0.55592027 2.18183203 -0.90276596 0.18565195 -0.16483862 0.50043637 -2.75116912 0.62531292 -0.20618952 1.10061337 0.04663907 1.11897736 0.5641517 -1.03604514] Distance 10.052038146466485 Each least square approximations [ 7.78052832 1.44914712 -0.51799747 -1.36428899 -0.9167677 2.06342817 -1.79386732 -1.32226237 1.69887399 -1.83386448 0.29837738 0.7585618 1.63526843 -0.08677943 0.63829309 0.84085777 -0.20003427 1.17501905 -1.35406323 1.00144615] Distance 10.524730924987951 Each least square approximations [ 8.10808116 0.02801288 -2.69885219 -4.36840061 -0.03635355 2.0613785 0.16209359 0.97678274 -0.72322468 -0.51800391 1.79871205 -1.13584663 0.03386151 -1.59153468 1.50967923 0.42577965 -2.08234082 -1.49765826 0.91514335 1.39850505] Distance 9.140253967388315 Each least square approximations [-6.88947441 -1.74306349 -2.38536483 -1.96232893 5.28654179 -0.06206976 0.3203706 -0.76295576 -0.67338691 -3.54364895 0.04323104 -0.46009895 -3.25324475 -2.15304999 0.89760337 1.78203634 0.73518084 -0.56280838 -1.38794146 -0.29645366] Distance 8.75163436591246 Each least square approximations [-8.7753736 0.97538645 1.144737 1.94989714 -2.55522286 1.47932175 1.63110868 -3.30375489 1.2887244 1.37682409 1.70988448 -0.86570676 -2.34581373 2.39655126 1.48566856 -1.02590758 -0.25515557 0.40111468 -0.63866502 -0.50426249] Distance 8.519381397733351 Each least square approximations [-5.94236108 -5.39585663 1.86755284 -1.45797985 -1.97912971 3.60005982 -2.12727876 -1.55073583 -0.94392499 -1.51349315 -0.78398806 0.62892895 3.20713626 0.95836518 2.82657932 1.00303503 -0.84553682 0.29204391 -1.24279967 -0.15539935] Distance 8.941987409714264 Each least square approximations [ 7.01545142 -2.07378197 5.76929718 -0.26698049 3.15220775 0.96852771 0.3622149 1.54179912 -1.37863192 0.44045628 -1.70913296 0.55254131 0.99982503 1.67365426 0.43214792 -0.26337846 1.098411 -0.64136296 -1.27790481 -2.3144312 ] Distance 9.073375611635132 Each least square approximations [ 8.09012654e+00 6.31517147e-01 3.82813624e+00 -2.26761010e-01 1.16462811e+00 1.68760166e+00 -1.02002842e+00 2.05492316e+00 -8.37973044e-01 -1.09010318e+00 1.20313227e+00 -1.89727343e+00 -1.73957677e+00 9.00583562e-01 1.36752438e+00 2.45859088e-03 6.90486285e-01 3.93787497e-01 4.86823618e-02 -2.13370453e+00] Distance 9.628766454515933 Each least square approximations [ 8.65001603 2.14381906 4.87920389 -4.78440442 -1.14156573 0.32990798 -2.76066379 3.74859169 0.44638019 -0.02030918 -0.36097964 -2.40174273 0.538027 -0.72028359 0.80014595 0.72053895 1.13760762 2.35439451 -0.19612196 -0.50537472] Distance 6.014087787644015 Each least square approximations [-7.87594467 1.31763073 3.68053379 -0.09745842 -3.97935513 2.33351076 -1.94810378 -0.97552883 -0.72747043 1.74638606 -1.77929197 3.34180522 -0.4017946 -2.13075048 1.92007099 0.78248531 -2.64626901 -0.05525874 -1.05668532 -0.25454548] Distance 7.881466727786331 Each least square approximations [-5.43470587e+00 5.11601463e+00 -5.79147678e+00 2.23195015e+00 -4.08304890e-01 -3.18132888e+00 2.17200032e+00 -5.41294949e-01 -2.31866339e+00 -4.65787597e-03 -6.31056362e-01 -6.11955491e-01 -1.02083246e+00 1.74846742e+00 -4.55976313e-01 7.04253251e-01 -1.73526780e+00 2.28230061e+00 -2.51897263e+00 -4.49669802e-01] Distance 8.834399224384633 Each least square approximations [ 9.20683436 1.77047011 -1.72145493 0.06848426 0.73950592 4.49276199 -2.42656404 -0.98930706 2.33049484 0.65553453 1.17074266 -0.04027271 1.44757487 1.79221304 0.4593587 0.55420175 0.78054958 1.38254444 0.87128649 0.59731705] Distance 8.839349835857703 Each least square approximations [ 9.29312907 -2.44607193 -2.10856856 -1.99612366 2.44915744 4.04400092 -1.21634493 -2.69237536 0.37131335 1.16146802 0.88952026 0.27803068 -0.07508322 -1.081319 1.00781771 0.78089048 -1.59638296 -1.86898904 0.44752794 0.50017779] Distance 8.354169032558119 Each least square approximations [-8.62412189 -3.04289206 -4.10770744 -2.20964554 2.5251644 0.769497 0.2972398 1.66697079 0.3031326 -0.49463119 1.95508947 2.03755591 -0.86090927 -0.60633413 2.14506749 -2.40576061 -0.83087766 1.2659185 -0.52360265 -0.19654654] Distance 8.698074232679968 Each least square approximations [-12.90293954 2.26728257 -3.21268322 0.25103137 2.01096272 -0.10515469 0.10565435 0.47752362 1.11320418 0.06018657 -1.40480238 -1.33091714 -1.24358428 -0.34993609 1.94270954 0.04358039 1.01800843 -0.17179998 -0.3945423 -1.27298833] Distance 3.7036606700197146 Each least square approximations [-9.18854623 -3.90079148 3.66585826 -0.31700557 -0.61252341 3.48495716 -0.82407639 -2.58058252 -0.37737263 2.0081894 1.30065283 1.22921768 0.25743132 0.51002164 0.86990751 1.28532296 -0.0343154 -1.2670965 -0.10702597 -0.35678231] Distance 8.270127218543374 Each least square approximations [ 8.20981052 -1.20817723 5.17521338 -1.07445409 3.86462863 1.66051583 -3.05440667 1.47604339 -0.57713877 2.26266178 1.10397486 -2.09904281 1.07630834 0.25808207 0.67929419 -0.32425512 1.17497696 -2.19512985 1.00848175 -0.67835247] Distance 8.170223158847831 Each least square approximations [10.87273913 4.73319187 0.11589775 -3.29817375 0.90435886 -0.63044203 0.55295582 -0.58737122 -0.92775342 -0.97577028 -1.1122308 0.6191649 -0.58461843 0.75549979 0.56262999 -0.04407579 -0.18897982 0.45432334 0.17661885 -1.39412069] Distance 7.282753104894561 Each least square approximations [10.63604281 -1.8292862 0.95327804 -3.71454463 -1.02349856 -0.32010322 -0.09184043 -1.63416861 -1.17358394 3.26144242 -0.99075154 1.40690659 0.44452125 -0.90122071 -0.59691719 2.19518356 -0.56878513 1.25994896 -0.01595141 1.55658277] Distance 7.266023644692825 Each least square approximations [-12.14195238 -0.11391963 1.29846737 3.28662205 -1.01845161 2.01034615 0.24668712 -1.41982408 -1.00871447 -1.0331743 -0.72210371 -0.77441279 0.02720218 -0.61573554 0.21895351 0.13461842 -1.4002948 0.43217352 1.5833079 0.31997156] Distance 6.148535225096791 Each least square approximations [-5.86226016 3.45658227 -7.7705504 2.07589651 -1.67775805 -1.95348416 1.14154033 0.01374258 -2.2758943 1.56203081 -1.03281403 1.72324407 -1.56514139 1.29349212 1.65541105 2.88855562 -1.29953767 1.50303273 -0.88818125 -2.1434358 ] Distance 8.185481234336626 Each least square approximations [ 1.01230048e+01 2.48009294e+00 -2.41274464e+00 -7.78879119e-01 -7.76238479e-01 5.24918437e+00 -1.15026150e+00 -1.40798749e-02 -2.83007950e-01 -2.23003814e+00 3.17240324e-01 -7.07643700e-01 2.19226700e+00 9.16032120e-03 1.98733587e-01 -1.91087619e-01 1.48078088e+00 2.01075498e+00 -1.15608328e+00 1.00243914e+00] Distance 7.647702191242946 Each least square approximations [ 9.93801332 1.57840703 -2.85017369 -4.1519524 3.68392073 3.73981782 -1.18087886 -1.6758473 -0.51744652 -1.78472442 0.18617388 1.50187552 0.53918759 -0.23975649 -0.24119776 -1.28287459 -1.6032932 -1.88166237 -0.52584798 1.63651299] Distance 6.848044268590936 Each least square approximations [-10.67071019 -1.84126779 -3.9595099 -0.69470272 3.37392053 -1.3860112 1.3482563 -2.05447093 2.84002986 0.69863258 1.65623567 1.89681998 -1.48325091 -0.45032343 0.77709218 -0.7267382 0.30641976 -0.11470244 0.0957894 0.39647729] Distance 7.118590473711218 Each least square approximations [-11.42073075 2.6397114 -2.84870083 -1.33719711 -0.6047813 -0.67312043 -2.31878559 -3.33607224 2.37190028 -0.74578155 0.67861387 -1.14168579 0.69463978 1.12267096 0.70301787 1.10989022 -0.06067381 -0.3576468 -0.76518352 0.18747191] Distance 6.733386355672957 Each least square approximations [-9.22035044 -3.27922984 3.85644284 -2.25692706 -3.79843911 1.17737691 -3.39322722 -1.22672041 -1.09549756 0.16865878 0.10290995 0.14157303 2.11866807 0.65186972 1.05088436 -0.31085923 -0.06523127 -0.87686383 0.50529997 0.25070407] Distance 8.312802745445975 Each least square approximations [ 8.33630374 -2.11504711 4.27152197 -3.34908155 4.78553832 1.13164337 -3.33994713 -0.58344734 0.67809292 2.43764423 0.85088276 -0.53783885 0.76780405 2.31295267 0.20419549 0.10498311 1.77603607 -1.33827891 2.02239217 -0.01673681] Distance 7.783639999318793 Each least square approximations [ 1.39308688e+01 3.05115579e+00 2.08392198e+00 -3.68239926e-01 -2.18942182e+00 -1.37568244e-02 -3.17781816e-02 -4.39253150e-01 1.37609233e-02 1.95318022e+00 2.00380381e-02 -6.32012425e-02 -1.43367398e-01 5.25897900e-01 1.36861416e-01 -4.94883561e-02 7.84167163e-01 -4.79456306e-01 -6.46151572e-01 -1.77492473e-02] Distance 1.9723177522218396 Each least square approximations [10.63534172 -2.18966951 0.80073747 -3.53300596 -2.28809178 -0.98780804 1.94316279 -0.17896285 2.0251459 1.77354228 -1.18029219 -1.90281006 1.12089331 -0.84860603 2.50856731 3.46842229 0.31360344 0.25968408 -1.06871809 2.22220016] Distance 6.502438730902974 Each least square approximations [-12.97108882 -0.65564032 3.24546144 -0.52256123 1.5458441 1.14990041 0.74750031 0.34662914 -2.33325476 0.791233 -1.84125963 0.21121681 -0.47385952 -1.08235327 0.039554 -0.35219882 0.14181957 -0.46174792 -0.70860759 -0.64366224] Distance 5.107140232962618 Each least square approximations [-5.3089329 3.4851862 -4.14343084 0.09115405 -2.73004006 -4.13681667 1.67506053 -0.72689285 -4.50573156 0.98701872 -0.02491602 0.13113364 -2.28378334 0.04622336 0.31106085 0.70958695 -2.39133793 1.59189405 -1.94801652 1.12458277] Distance 9.241664996776692 Each least square approximations [ 6.52748538e+00 2.30318283e+00 -3.41335039e-01 -1.62936218e-01 4.47808526e-01 3.90222331e+00 -1.61782094e+00 -2.80159093e+00 2.59661232e+00 -2.02531004e+00 1.54057701e+00 -7.23120291e-01 1.52530663e+00 1.13935908e+00 -2.61248140e-01 -2.85829580e-03 -5.16216982e-01 8.41645073e-01 3.08230817e-01 -2.16011366e-01] Distance 10.89680772292404 Each least square approximations [ 7.45787013 -1.39000981 1.15552347 -4.33206434 3.26696552 3.80151844 -0.75820623 -0.28113376 0.66475176 0.40755495 0.34564649 -0.40304676 0.50817472 0.39721999 2.64968733 0.72739865 -2.9874816 -0.85646737 -0.01640113 -0.55554933] Distance 9.433159067183212 Each least square approximations [-6.11838111 -2.01139043 -4.14865923 -3.27882664 3.30141319 -1.61919172 1.30554457 0.06233378 1.33466608 -0.66750224 -0.79039654 2.90420903 -0.54671001 -2.0992749 0.53414765 -1.39641181 0.19617709 1.39022484 -1.15399536 0.72112014] Distance 10.223426594289654 Each least square approximations [-11.39392807 -4.3554551 -0.12938416 2.75136614 0.45304579 -1.11767808 2.06149384 -2.80242506 1.00725311 2.71331526 -0.25603823 -0.06478102 2.15273789 0.8517363 1.74496534 -0.82995246 0.85730099 -0.17328067 0.06125567 -0.39836958] Distance 4.778799492111427 Each least square approximations [-6.6237715 -5.31347492 1.82841333 0.8820003 -2.49556738 4.24125014 -1.98651404 -2.47160317 0.39545893 0.41100713 3.28385287 2.31141187 -0.89797397 0.90296074 0.43126173 0.81694482 -0.48707397 -1.77169452 -0.39258876 -0.05964055] Distance 8.847616484485457 Each least square approximations [ 6.59704955 -0.08934201 5.69528368 -1.9966826 2.25771607 0.57634094 -3.33185296 0.89457173 -0.70950583 1.43758708 1.15055923 -0.89388035 3.15682824 1.54520074 1.03692797 -2.16801412 0.87743617 -0.80251827 0.44919431 -2.9446078 ] Distance 8.991627343192752 Each least square approximations [ 9.73007301 -0.86326413 -1.11590217 -3.67878003 -0.65572357 4.18655818 -0.48298943 2.50477771 -1.36376277 -0.99083042 0.87792333 0.21224081 -1.70528222 0.33729139 1.29204996 -0.55408446 -1.5668579 -0.21826087 -0.72868772 -2.75283397] Distance 7.570363993598933 Each least square approximations [ 8.25294111 0.56212731 1.67285894 -2.87855148 -3.56304763 -0.72774364 -0.48617462 0.61204226 -0.21233146 0.96763735 -0.29651074 0.25962238 1.97798047 1.41950567 -0.96409673 2.99745146 -0.65116587 3.47234879 -0.21989737 0.02348035] Distance 9.401301896278378 Each least square approximations [-9.22303264 5.12403547 4.68515783 -0.05965502 -1.68295915 -0.02059037 2.08604497 -0.09123259 0.56228275 -1.12826161 -0.99098001 -0.73915361 0.93185493 0.14374709 0.18175106 2.32378015 -2.87538599 1.04155463 -0.20352993 0.3833718 ] Distance 7.1967167719270515 Each least square approximations [-12.30705502 2.94162394 -2.58200161 -4.0019495 -1.2551742 -1.18395417 1.37704544 -0.39003002 1.2131282 1.10968082 -1.92685132 0.10447616 -0.32807107 -0.47407064 -0.63614106 -0.27568085 0.29300876 1.64813617 0.0555826 0.06623988] Distance 2.987878685906568 Each least square approximations [ 5.08988431 3.278715 0.98784313 -1.93422484 -0.89872877 2.35235107 -2.94347334 -2.44350648 -2.86058991 -2.3227195 -2.65974787 -0.57969701 0.92351348 -0.65617523 0.54906112 -0.96199875 1.65337017 0.38359102 -0.33620157 0.50414246] Distance 10.849191671072166 Each least square approximations [ 7.58378483 2.27423939 -0.87316355 -4.250846 5.30055181 -2.02823167 0.84827329 -0.51085039 1.5654597 1.51570694 2.24062065 -0.88101168 -1.38329064 1.04290347 0.88323749 0.48571303 2.34759511 0.40425279 1.11422036 -1.01293756] Distance 8.342031151282475 Each least square approximations [-9.32740871 -0.33623828 -2.61609347 0.89856527 -2.15761935 -2.00053555 0.90980456 1.01412472 -0.75556522 -3.80678651 -1.10027378 -0.02330044 1.22601187 -1.10944712 1.87005074 -1.02325835 0.18213193 -1.71299958 -2.04539449 1.57447118] Distance 8.266863198630688 Each least square approximations [-7.56859476 -2.30460307 1.34394503 -1.8122465 0.02842563 -2.64396629 -1.93995507 0.54626509 -0.28546491 2.10370123 -2.3281719 -1.12576556 -1.04253544 -0.97231381 0.13371793 1.95685254 -0.01838092 -0.10960464 -0.87700921 -0.6267871 ] Distance 10.479244150772644 Each least square approximations [-9.12745982 -0.17323791 -0.81858144 -1.2202815 -1.93392513 3.39216822 0.18292363 0.59321245 2.35102297 -1.13399542 2.68901223 1.91998735 1.24063353 -1.75149944 0.2684826 -2.64914637 -1.4547709 2.3925666 -0.32003846 -0.04246203] Distance 8.264218263679187 Each least square approximations [ 9.35710838 3.13860167 1.62242316 0.71473887 2.5728588 2.86024198 -0.22435005 0.83696111 -4.13628385 -1.32715876 1.93216559 2.79960363 0.70517283 0.64942287 -2.0233841 -0.75928663 -0.75915002 0.25392249 0.22130107 -0.40841325] Distance 7.335756355523473 Each least square approximations [ 6.9831996 1.1755373 0.40241824 -3.5107599 1.40308854 1.13164027 -4.43634348 0.50107001 0.6551248 -0.87122225 1.50303098 -0.09075272 0.79035725 -1.99160729 0.66930003 3.159336 0.04884241 -3.07215466 0.37337685 -0.21483024] Distance 9.637612744852964 Each least square approximations [ 8.47788915 3.7599366 -1.95084131 -5.04533525 1.71293937 -1.67171095 -1.2967215 -2.24979569 -0.92286439 -1.03152569 -0.62976714 1.36292995 0.92977335 -0.23884531 1.20081331 2.78934793 1.63491108 -0.56571933 1.16097981 -0.72389716] Distance 7.738092998540514 Each least square approximations [-7.2480696 0.69423902 3.0160181 0.98364275 -2.09581859 0.47841727 2.52446148 0.30059708 3.83869379 2.82628457 -0.31369389 -1.68642042 1.31550285 -1.74260769 -0.13380578 0.50561528 1.62507268 -2.69607054 1.9060802 0.80300413] Distance 9.36708598053978 Each least square approximations [-5.76311653 3.64009073 -7.90239022 4.05033554 1.4873373 -3.4501935 2.69198826 2.94634145 -1.59023491 0.7049253 0.10987833 0.08006098 0.64895675 -0.69700958 0.4245287 0.16467844 -1.40729015 1.11754256 1.15544172 0.7811804 ] Distance 8.595311402676826 Each least square approximations [ 1.50568290e+01 3.23166170e+00 1.33655427e-01 6.69378266e-02 2.84964144e-01 -1.06985231e-01 -2.75146886e-01 8.48533234e-02 2.77619501e-01 -1.72533191e-01 -4.08621646e-01 -7.96827017e-03 1.52372466e-03 -2.97420263e-01 -4.86385966e-01 1.18950463e-01 -5.60185282e-02 -6.78526369e-02 2.06297739e-01 -9.41317968e-03] Distance 0.7483365392775727 Each least square approximations [11.09418952 -3.8694406 -5.00150898 -3.03293738 1.22167605 -0.62480244 -1.63892955 -0.31119252 0.65162888 -0.11323502 0.12415788 1.66925109 1.40761239 0.15200786 1.80002215 -0.27047693 -0.582647 0.22407743 0.01377798 0.1161831 ] Distance 7.258066402527445 Each least square approximations [-9.46813392 -4.24693089 -6.34981613 0.51617554 2.57004204 1.86125671 1.25488487 0.11632647 0.0967025 -0.67575356 1.01612879 0.64846197 -0.76130609 -2.07197488 -0.49203147 -0.11432479 -2.50450974 0.61263801 0.77516953 -1.29099895] Distance 7.917356896973051 Each least square approximations [-11.32948535 5.34515744 3.00457918 -1.82781932 -4.61956034 -1.40246867 -0.87298293 -1.43026976 2.85026574 0.98594487 -0.26054655 -0.80774731 0.65881244 -1.71314553 0.74595863 0.57308654 -1.12398463 0.84768987 -2.42244166 0.8015908 ] Distance 4.538588107757041 Each least square approximations [-9.89086868 -2.14689825 6.73195938 -1.205912 -2.70585152 1.53650324 -2.60193328 -1.59459681 -0.04551407 -0.7708318 -1.32496714 -0.71639505 0.7980515 1.29666169 0.58757912 0.14346042 -0.39142625 0.43621914 0.01386539 -0.40660127] Distance 8.019213553486406 Each least square approximations [10.50621736 -3.00865232 4.31405875 -4.21527394 2.89501266 1.0493931 -1.7501493 0.47903736 1.26154179 2.99148541 -1.65837863 0.73047021 -0.01925725 -0.96912893 1.53894348 1.61918971 -0.11431374 -1.05403127 -0.3157397 1.06267176] Distance 6.919468444992631 Each least square approximations [10.83488821 3.58879174 3.93794326 -2.77380002 4.18487796 0.631367 0.62875891 -0.25185332 -0.67440646 -2.40194036 1.18308008 -1.25562039 -0.92395084 -1.2461492 -1.71216793 -2.24005956 -0.20376329 -1.07637425 -0.26397228 -0.88079278] Distance 6.71751175415747 Each least square approximations [10.61563446 -5.13674036 2.25937463 -5.1382004 0.14395696 -0.74326192 -2.11397923 0.40692709 0.65259142 1.44132981 3.14994301 -0.20477871 -0.14640644 0.77951899 0.37145367 0.70982526 -0.48188134 0.14488834 -1.15122625 1.29052373] Distance 6.7675317647438975 Each least square approximations [-11.2393885 -4.09439521 3.543778 2.47354431 -2.48664481 0.59770532 -2.59155846 0.87392588 0.4998508 2.30720826 0.5174042 -0.78941208 -0.95028676 2.0946246 0.25047715 -0.12081344 -1.82758393 -0.02424834 -2.24197814 1.02850892] Distance 6.4444617842285465 Each least square approximations [-6.50749843 4.89157134 -6.11349414 2.13419006 0.22504466 -3.86236664 2.33582542 -1.24242941 -2.45698697 -0.85483173 0.15134427 -1.05442761 -1.48536614 1.55714184 -0.42721307 0.74213123 -0.54761913 1.6200362 -0.14935303 -1.3679088 ] Distance 8.278194903531169 Each least square approximations [10.13234912 1.825669 -1.54870056 -3.04977676 -1.08591459 4.11065432 -2.07161231 0.91303854 0.39067408 -0.91970694 1.15663101 0.06933217 0.42226007 0.56640178 0.24891532 0.80392373 0.96755952 1.01289253 0.28713389 0.12908392] Distance 8.383135360718295 Each least square approximations [ 9.52710365 -2.04667843 -1.26169679 -3.31779514 3.42932017 3.04622434 -2.49659929 -2.98193792 0.56468149 1.28793082 -0.26593571 0.69504676 0.79652062 -1.1172753 2.27200319 0.16644407 -0.90347993 -0.97067821 -0.32700718 0.47259775] Distance 7.834164926048164 Each least square approximations [-8.57525409 -2.08920648 -5.03158837 -3.05610375 3.18310502 0.9273671 1.28844441 0.78877299 0.40093985 -2.19916495 0.66206107 3.59407125 -0.87722669 -2.11958773 1.04786722 -1.54080096 -1.50834555 0.08353415 0.66221127 -0.9099078 ] Distance 7.766551878872776 Each least square approximations [-12.41075952 0.37041728 -2.04350736 0.12025599 -2.8544682 -1.01811859 0.32453081 0.56451858 2.44068717 0.11513113 -0.94288803 -1.7624086 -0.82387508 1.66647683 1.46692996 1.6697106 -0.09548745 -0.56629875 0.90102191 0.18526954] Distance 5.411616139001585 Each least square approximations [-9.20594076 -4.24075983 4.07291823 -0.57279321 -0.68668517 3.68598117 -0.54935349 -1.57575509 0.56585328 2.73620444 0.56808044 0.0236315 1.80312698 0.37042948 2.07437545 -0.5195888 0.54659364 -0.61383992 -0.09798849 -0.77236044] Distance 7.932170115133175 Each least square approximations [ 9.19127543e+00 5.05995620e-04 6.23167386e+00 -1.26172505e+00 3.64293102e+00 7.70711520e-01 -1.63192889e+00 8.05216250e-01 -3.91616556e-01 1.60253792e+00 7.61398317e-01 -1.11313728e+00 -4.16584918e-02 4.19634846e-01 1.33083251e-01 7.90516218e-01 1.97160139e-01 -2.12757069e+00 1.17018214e+00 -1.11710103e+00] Distance 7.884196175452115 Each least square approximations [11.46530968 2.72993436 0.69592071 -2.12184571 1.62516447 3.75807805 -0.82196128 -1.15545013 1.15364701 -1.23217739 -1.61804417 -0.42551694 -0.26005019 -0.46649456 -0.31718248 -0.62725934 1.36061973 -1.20085939 0.73958184 -1.35855274] Distance 6.481106345193218 Each least square approximations [10.25226679 -1.24878221 0.8059627 -5.15854312 -2.03916784 1.43640568 -1.55223625 -0.0589402 -0.50972257 2.06075132 0.20010217 0.82210244 1.03263949 1.6950377 0.64242528 1.37156747 0.1142463 1.42906604 -0.82250082 2.6783457 ] Distance 7.270601164262192 Each least square approximations [-12.28132685 0.55797406 1.19246842 2.41592433 -2.30481901 2.82495622 1.36808298 1.69600341 -0.64025147 1.76538627 -0.07477672 1.62892872 -1.2366717 -0.54443957 -0.65101671 1.81950618 -2.33322954 -0.74388506 0.23484266 -1.26139176] Distance 4.577640709222733 Each least square approximations [-8.30323693 5.77851601 -4.7194257 4.30911407 -1.04699685 -2.07394397 0.48796189 1.20788693 -0.97502487 -3.23494556 0.56415588 -0.01282969 -1.04869107 -0.14148705 -0.28014617 1.00174147 -1.01433613 -1.16656589 1.10336833 1.05649151] Distance 6.665844934132617 Each least square approximations [ 9.80960691 1.66898341 1.16586908 -2.736089 -4.17476572 2.80598716 -3.20164846 -2.38437129 -0.02859195 1.08553566 -1.0903059 -0.1712465 -0.56163368 0.84210313 -0.32708407 0.51398124 1.32244613 1.48944157 0.56797525 0.8031376 ] Distance 7.452398587504566 Each least square approximations [ 1.03030416e+01 -1.18137660e+00 -1.19211788e+00 -4.79868790e+00 2.47867734e+00 -1.49991981e+00 -2.33520200e+00 -1.66516126e+00 2.51106663e-01 1.32565289e+00 -4.47942306e-03 1.32266533e+00 1.75116092e-02 -9.19585868e-01 1.22598446e+00 -6.34208219e-01 6.21254300e-01 -7.38531656e-01 3.83683287e-01 -1.30175095e-01] Distance 7.571691927151712 Each least square approximations [-8.67576665 -5.2923129 -4.18368059 -0.64235911 0.99026886 0.7532414 0.62989705 0.20630439 -0.31408011 -1.84442762 -0.29396112 0.70216852 0.79705586 -2.48039399 -0.42858042 0.03624108 -2.37327676 0.38557828 -3.34064181 0.12025532] Distance 7.885097798567078 Each least square approximations [-9.72302605 1.37652897 2.00975712 -4.18756336 -2.99984314 -0.93366229 -0.09653266 -0.96718387 2.41012497 -0.12650965 -0.14167206 -0.34321397 -1.28483231 2.05682611 -0.13688078 0.6461377 1.71744521 1.33171543 -1.95104062 -0.02979083] Distance 7.983135325129097 Each least square approximations [-10.4209248 -3.32539516 4.58207555 -1.16584064 -0.53884635 0.52895854 0.34760812 0.148657 1.40024296 0.27426687 -0.40608794 0.47089302 2.62643831 0.46736392 0.2932368 0.4841342 0.48510679 1.7445948 0.37236643 -0.50440376] Distance 7.557140795396526 Each least square approximations [13.12330189 -2.08109409 1.75380434 -0.15192323 2.17110403 -2.64233207 0.5974159 -2.18124898 0.23966251 -0.56749078 0.97326861 -0.46945454 0.07206657 0.49220312 -1.01249251 0.11474169 0.17922956 -0.72922806 -0.42887576 1.09974915] Distance 3.4802429944600246 Each least square approximations [ 8.94753367 1.60409482 2.64251476 -3.29106487 3.58747187 1.01044632 -1.25474172 -2.27566535 1.54123875 -0.54748285 1.29247402 -1.15994837 -0.05973607 0.10873398 -0.57035921 0.81376097 0.62571349 0.4261946 0.77797556 -0.03465145] Distance 9.186971391639222 Each least square approximations [ 9.58905813 -1.53943218 -0.1410246 -4.42205263 0.8618031 -0.16091241 -2.47879778 1.74051915 0.20300915 0.47416793 2.40086069 3.06287207 -0.75158915 1.39632409 2.86236679 2.50273834 0.55739997 1.15873285 -2.44247966 2.19957562] Distance 6.684815551567784 Each least square approximations [-8.89972311 -1.74740739 2.44913266 3.34041472 -1.19578646 -0.40895539 -0.47220949 2.17372147 0.22388242 4.21693021 -1.31578575 0.26927717 -2.17835596 -0.53029894 -0.19113477 2.07041645 -1.15555575 1.24552929 -0.78674623 2.52073609] Distance 8.27994258575708 Each least square approximations [-5.10129171 2.77797279 -7.08159662 -0.17075325 0.20480857 2.25418176 -1.76397614 2.82356344 -2.06532893 1.87418791 -0.71758249 1.77462745 -0.8504756 -1.08533604 -0.34208185 1.07039353 0.11308938 0.65618274 -1.05257089 -0.96331477] Distance 9.356685849559602 Each least square approximations [ 7.0075231 0.81092028 -0.82608254 -0.39712773 -0.35483133 2.77641935 -1.25310627 -1.17612007 -3.20249172 0.90947205 -0.78483011 -0.97776106 -0.42426459 -0.05545625 -0.70621448 -0.620252 1.37303974 -1.85139076 -1.76567555 0.92920479] Distance 10.97053159948846 Each least square approximations [ 6.85134644 2.63580664 -5.63533265 -3.73991321 1.59024244 1.2259254 -0.79850515 -1.02307709 -0.55089311 0.68041589 1.73119442 -0.8279618 0.89115961 1.63717924 1.12158424 -0.60299759 0.3768721 -0.05157718 -2.42237912 1.53854743] Distance 9.026952932265004 Each least square approximations [-11.62629496 0.90291916 -0.06284563 -0.38144034 2.2754476 -1.24568762 -3.20302345 -0.57246715 2.66687308 2.25522639 0.84300541 1.52589842 2.07784457 -1.74063984 -0.24671044 0.85775586 -0.25767734 1.06335823 0.7259811 1.0591289 ] Distance 5.008003954803777 Each least square approximations [-7.32759014 0.61279701 -1.47997103 -2.94340504 -1.69875396 -0.09175643 -3.01867132 -0.72026636 1.83019577 2.02818002 2.05134353 1.69199761 1.73294834 -1.01106367 -2.33302013 0.50034182 0.38280432 -1.89272453 0.04925402 -0.88495109] Distance 9.92690956227441 Each least square approximations [-9.80090093 -0.60952723 0.71578214 -3.05670455 -0.58454373 -2.20077028 -1.54745298 -1.47131778 -1.38928669 -2.93699272 -1.22348757 -1.11624176 -0.59377574 -3.49486012 -0.65739169 -2.03602936 0.14146861 -1.60439317 1.96898761 0.83920374] Distance 7.1492134757668655 Each least square approximations [ 6.84772801e+00 -2.09470425e+00 5.52746565e-01 -2.08016995e+00 2.88485164e+00 4.30716511e+00 2.19433722e+00 -2.08075206e+00 -7.02986345e-01 1.22240597e+00 3.11646025e-01 5.22525937e-03 1.86878214e+00 1.06391250e+00 1.80374457e+00 -1.34348538e+00 8.21444836e-01 -2.22231141e+00 1.18837956e+00 3.06038405e+00] Distance 9.201558100124 Each least square approximations [ 8.46920975 2.42431839 1.98834324 -0.64443388 -2.2909586 0.28759598 -0.83092608 -0.12749486 -0.75976805 -0.15842098 3.9010804 0.89675296 -0.09238938 -0.0917547 -1.46727965 1.38345983 0.33539501 -0.01166503 0.95406103 -0.02169193] Distance 9.747588817738169 Each least square approximations [ 8.95084313 0.97957615 -4.40177151 -2.32326899 0.81996892 -2.56186104 3.23593216 0.13964407 1.70471307 1.00336171 2.10884441 -3.88670675 -1.5566822 -0.23260597 2.16650557 0.68757464 -1.27976569 -1.13018352 -1.17842129 0.84571462] Distance 6.712164444456565 Each least square approximations [-8.62436468 -0.45645765 1.82643391 -0.86115503 1.6644913 0.12635064 -0.79478792 -0.53598198 2.72505807 0.39796014 -1.82645985 -0.09649736 -1.57034719 -0.01401018 -1.93120009 -2.61470968 1.22837475 -0.5577344 -2.21889678 -1.19458674] Distance 9.500298126406138 Each least square approximations [-5.93305155 4.39677366 -5.70258641 0.98218342 -1.11541656 -3.67854805 -2.07377957 2.54551114 -1.82742274 -0.43490255 -0.24804867 -1.18274683 -2.56407164 0.38341446 -1.08536907 0.17075796 -1.57420453 0.41574913 1.8167866 -0.59404938] Distance 8.59188047118307 Each least square approximations [ 8.60911913 0.13097283 -0.38528114 -2.04716439 -2.35009856 2.38060089 -2.30707846 -1.7292436 1.12933563 0.36057456 0.69862886 0.80326447 1.71858647 -0.09255447 -0.359493 -0.46333925 -0.38702186 -0.40553554 -0.44526947 1.3748222 ] Distance 10.01956579198847 Each least square approximations [ 9.61398197 -0.26645358 -2.35414205 -4.05725663 -0.08450898 0.1025598 -0.2892968 0.08866084 -0.70926028 2.29825346 0.55887793 -1.67482027 0.86906622 -1.92870842 1.41148357 -0.21810745 -0.01548298 -0.82917213 0.17210335 1.47172497] Distance 8.58502496445111 Each least square approximations [-8.73737601e+00 -2.06216418e+00 -2.32498454e+00 -1.26957852e+00 3.21124039e+00 9.64592585e-01 2.28446590e-01 1.22209324e+00 -1.11586495e+00 -2.74119647e+00 2.72383492e-01 5.30048017e-01 -3.14982932e+00 -3.18168022e+00 3.34514043e-03 2.63681776e+00 -2.55207105e-01 2.64450339e-01 -3.02684847e-01 6.93530158e-01] Distance 8.330445561343335 Each least square approximations [-9.27605517 1.57701049 -1.35668635 -1.23766773 -2.94362707 0.6204655 0.88633416 -0.81491756 0.99568954 2.2653637 0.79021214 1.52315752 -1.17289661 0.62788069 3.10628588 -1.71831009 1.25951588 0.87115657 -1.36711988 -0.07847007] Distance 8.749385325998484 Each least square approximations [-8.56793491 -3.59488051 2.28639042 -2.42821478 -1.05525116 1.84114285 -1.57112482 0.16056012 -2.93704906 0.62282924 -0.655193 0.87843657 1.69872083 -1.42919515 1.18523939 -0.05950323 1.46525582 0.60416273 -1.35459473 -0.75022083] Distance 8.983325485947175 Each least square approximations [ 8.91709579 -1.33868049 4.91614985 -0.71610071 2.83751238 0.42726837 1.75538733 0.84358269 -2.82266258 0.93595976 -2.28699777 0.23829577 1.78089385 1.42053663 0.79477586 -0.38631473 0.19255798 -0.45754488 -0.784612 -2.2492771 ] Distance 7.910644081848594 Each least square approximations [ 8.46147061 2.69177508 2.27691155 -1.27712571 1.26368003 1.61444476 -1.4191302 0.79906748 0.5052783 -2.53115569 0.87643287 -1.41405329 -0.57710226 1.65037472 0.81356245 1.48914528 -0.12455093 -0.32661629 -0.23713636 -1.73565469] Distance 9.77473648894696 Each least square approximations [10.56677126 1.04811023 2.15086412 -4.63611264 2.10787883 1.00612298 0.38203826 4.2410558 2.15526814 1.01645777 -1.37433177 0.4805435 0.08970458 0.92705141 -2.07883422 0.99092594 -0.63121502 1.23847742 -0.75206777 -0.80463251] Distance 5.199846413371073 Each least square approximations [-9.04092061e+00 -1.04775941e+00 1.71711242e+00 1.29148130e+00 -2.38344760e+00 1.35231295e+00 -4.85996909e-03 3.36253734e-01 -3.26075882e-03 2.10040948e+00 -3.13841210e-01 1.58441562e+00 -5.26748770e-01 -4.88256297e-01 3.17415564e-02 -7.85083188e-01 -1.28225838e+00 1.31391017e+00 -1.58531443e+00 1.01556022e+00] Distance 9.82199401324297 Each least square approximations [-6.45079819 3.37748479 -7.656063 -0.23472669 -1.68496187 0.71061622 -1.16257586 2.52561512 -2.91679127 0.76819945 -2.1571776 2.29494099 -0.50921694 -1.5321271 0.68587043 1.55655354 0.7536312 1.41562757 0.68457478 -0.60513673] Distance 7.730182509079206 Each least square approximations [ 7.7731285 1.8388916 0.72619261 -1.02669586 -0.29964622 3.151278 -1.83874174 -1.53875579 -1.94869805 -0.78123714 -0.71426494 -0.87496407 0.33622567 -0.2329089 -0.64226794 -1.04188821 2.05464155 -0.35801519 -2.16552036 1.44012621] Distance 10.527577085444602 Each least square approximations [ 7.95728556 2.42601068 -4.48424012 -5.42218595 3.07621805 2.16173534 0.27432401 -0.86916987 0.77554184 -0.21767447 1.57333335 -0.35447621 0.70105681 0.2265735 1.76939711 -0.14208552 0.32797267 -0.04199365 -2.15016945 1.54603108] Distance 7.918313344573746 Each least square approximations [-11.61589796 0.24064579 -1.90265233 -2.95395599 3.9479128 -0.4708819 -2.01927943 -1.27353311 0.05751889 -1.64404493 0.34996216 0.23891661 0.90377207 -2.00319012 0.88265896 1.71407655 1.21827905 -1.58774449 0.95655897 0.22039034] Distance 5.0203809578922645 Each least square approximations [-9.0661043 -0.89858127 -0.9349777 -1.64101193 -3.24749369 2.5041944 -1.75181047 -0.05751406 1.13428127 1.72216875 1.71122683 0.68572823 -0.37341521 -0.11160625 -1.21218092 0.07958221 -0.49031061 -1.64007068 -0.56852606 1.2569129 ] Distance 9.480265486117531 Each least square approximations [-9.83852 -3.06009181 1.61033055 -1.98625069 -0.11136192 -0.53607535 -1.03581954 -1.56347668 -0.68473025 -2.90738165 -1.12961765 -0.91419723 0.43082432 -2.38215742 0.31128698 -3.1156454 -0.82543913 -0.58236203 -1.18219156 0.91538285] Distance 7.998460273877915 Each least square approximations [ 8.09250284 -2.37702984 3.19140131 -2.02378841 1.95424153 3.36219077 1.27585367 -0.3950055 -2.56955508 2.09995541 0.84935498 0.34251724 0.88880037 2.0298902 0.5440696 -1.17483853 0.20010181 -1.2345532 -0.158666 0.98537696] Distance 9.333835217541386 Each least square approximations [ 9.70982168 0.80362838 2.82875104 -0.46847906 -0.53628799 2.50755551 -2.65062098 -0.28185232 -0.14076748 0.62896957 3.32254859 -0.98151548 -1.87163827 -0.81252228 0.70336194 1.46212556 0.14171138 -1.92182679 -0.09493061 0.06386087] Distance 8.406935809773216 Each least square approximations [10.1948392 1.85637584 -2.94483477 -4.47628075 -1.47190655 -2.29285804 1.98530251 1.87979738 1.44131134 -0.68581716 0.19077472 -0.965643 0.46443866 -1.27193097 1.912516 1.46504283 -0.45343911 -0.04096744 -0.36663527 0.5503535 ] Distance 6.90347113857815 Each least square approximations [-9.40341734e+00 1.50407169e+00 2.49170775e+00 -6.22082292e-02 -1.67731977e+00 1.85405433e+00 5.13164899e-01 -1.77973028e-01 1.35443627e+00 4.23693531e+00 -2.57480552e+00 1.01373660e+00 -8.83466950e-01 -1.23424225e+00 2.83226313e-03 -3.37644791e+00 4.39424236e-01 -1.99534417e+00 -1.61999040e+00 9.17402394e-02] Distance 7.684114022069589 Each least square approximations [-7.36961686 5.07826111 -2.62081994 0.58761961 -1.98812268 0.61231482 -3.09294242 2.08452823 -2.09866285 1.4617874 1.39849258 -1.45574892 2.5563523 -1.49328383 -1.30533144 1.29589093 -1.30042747 0.03082174 1.08290177 0.91035406] Distance 8.741076672910745 Each least square approximations [ 6.95905526 -1.79603446 -0.05643304 -0.90759903 -2.23060302 1.15579246 -1.40657153 0.10153618 -0.87678965 -0.33107171 -2.65804152 -0.6844462 -0.77180951 -0.80964257 -0.02565881 -1.04669107 0.80306074 -0.95739031 -1.0530768 -1.87495155] Distance 11.431997726366275 Each least square approximations [ 7.16663773 2.22824173 -0.96701701 -3.33346759 -0.00956299 -1.09291397 -2.00115091 -2.37188403 2.4465373 4.30906703 2.48972943 -1.22480402 0.29574013 -0.64665201 2.20413916 0.96323581 1.06007309 2.04202644 -2.14099098 0.52186117] Distance 8.973594044437316 Each least square approximations [-10.71110093 -2.41343418 2.10331752 -2.74783841 -0.07011742 0.6283562 1.53619657 2.7016679 -4.25168742 1.02602996 -2.47487871 0.51579342 1.36396944 -0.16678089 0.08718526 1.26407851 -1.48123982 -1.37844018 0.91305992 -0.19881874] Distance 5.643574510134461 Each least square approximations [-7.14426966 1.30353103 -0.64972024 -1.62618136 -2.50907344 -0.20808829 1.05132013 3.56630194 0.17513281 1.05142385 0.05349892 2.49416272 -0.46873567 -2.18565682 -2.45982574 -0.18607631 -0.21629133 0.98188338 -0.35062197 -0.29855315] Distance 10.619949897856591 Each least square approximations [-10.86240931 -0.70504267 -1.47173456 -0.31765123 -0.41535654 -1.23873121 3.94618375 0.53301546 -3.06345931 -0.32354405 -0.64861675 0.18035893 1.99334282 -1.22962925 -0.30437763 -1.66729251 -0.37554397 -0.45414804 -0.9873338 0.33048142] Distance 7.096896214630412 Each least square approximations [ 8.27783079 0.19703469 1.81701896 1.15068091 -0.33233925 -0.06760355 2.12290231 1.52500049 -3.01952909 1.73612782 1.41575742 1.94316771 1.39164206 1.29905061 1.27824293 -1.84755071 -1.88337772 -3.31409443 0.3087111 1.48777227] Distance 9.211967392320082 Each least square approximations [ 7.00554546 0.82886275 -1.51819671 -1.97047741 0.91080018 -1.39554034 -3.62442822 -0.4454776 1.57426989 -3.43061319 2.32037487 -0.5304208 -0.09655944 0.46127776 -0.3022789 2.01962861 0.6249771 -1.23954211 -0.88001769 -0.13928504] Distance 10.455939116338076 Each least square approximations [ 8.87670883 2.30127698 -5.02417888 -3.20818018 1.70754122 1.60394219 -0.1234261 -1.30914601 2.72591973 -2.60103646 3.00130226 2.0792767 -0.38635005 1.39218099 -0.64183152 0.09128824 -0.28377906 0.09464223 -0.8491295 0.29885788] Distance 7.116067748491981 Each least square approximations [-8.38132278 1.00882618 -1.69056276 0.8938076 -2.94383589 -2.03420898 0.6395915 1.04029101 0.7735853 2.73557916 1.49430291 -0.5164095 0.31994994 0.96256149 -1.99285031 -2.24572061 0.96375917 0.16653264 -0.69436942 -0.19159434] Distance 9.853939289899191 Each least square approximations [-5.96850774 5.57149262 -4.05708687 3.06165617 -0.43423552 -1.80975435 -1.46990275 0.84177932 -2.77131594 1.69118424 1.22446236 0.84100281 -0.28056096 -0.76335532 0.497153 2.67382213 -3.2819807 2.42086308 0.45103142 -1.84614186] Distance 8.492986816684246 Each least square approximations [ 9.17645431 -0.13482382 -0.86722411 -1.04614259 -1.59885961 4.09390186 -1.50859302 1.0614109 -0.01554045 -0.13834399 -0.93252213 -1.28849409 -0.91329009 -1.96435255 0.35103403 -0.04817996 -0.91357752 -0.38588524 -1.23549103 0.24299338] Distance 9.658323154671322 Each least square approximations [ 9.01241433 0.82409571 -1.2533801 -3.85155509 1.02992829 0.32815742 -2.77809421 -2.49050189 0.60377903 1.13341662 -0.01482552 -0.27776328 1.67901444 -0.8589075 0.13382246 -0.12822789 -2.11995393 1.51148255 -1.92639484 0.31017297] Distance 9.094493924173829 Each least square approximations [-1.01180566e+01 -3.51654062e+00 -1.50470230e+00 7.32170418e-01 7.73543030e-01 9.16159044e-01 3.38006411e+00 -2.95106416e-01 -1.33902406e+00 1.55202938e+00 -9.39565016e-01 3.95447595e+00 8.96875578e-03 -5.87627839e-01 -1.64194594e+00 2.32599683e-01 -1.03651090e+00 -3.44659171e-01 7.85823782e-01 1.19254191e+00] Distance 7.380301452522795 Each least square approximations [-9.29901325 2.38516511 -0.9835227 -2.6599026 -3.84129564 -0.55459981 -0.3158853 0.90168991 1.25146567 1.20741016 1.2335461 1.69652003 0.36544108 0.65028163 -0.5813059 0.28295735 -0.90504904 1.93445096 0.06458771 -0.45965366] Distance 9.091570378387269 Each least square approximations [-9.48274105 -0.81814838 2.49091211 -2.74932676 -4.90472631 -0.40362194 0.07740407 0.92954091 -1.77946916 0.91281256 -1.73792322 -0.35206411 1.89765468 -0.35254572 1.08712175 0.80777424 -0.43434733 -2.13168945 -0.06827861 -1.07068082] Distance 7.9986578231196805 Each least square approximations [ 8.12372950e+00 -1.96453952e+00 2.55766470e+00 -1.58553900e+00 3.40418601e+00 -3.21272305e-01 -7.03217103e-01 1.55534767e+00 1.81145176e-01 2.04606870e+00 7.80852737e-01 -3.73540001e-01 -2.10857466e-02 1.77540760e+00 3.46092086e-03 -8.11627478e-01 -1.42029022e+00 -1.18563871e+00 3.47765092e-01 -1.64591089e+00] Distance 10.17165618625442 Each least square approximations [10.32443177 0.60460285 0.62181023 -1.7340338 1.59347394 -0.14664817 -2.28357809 -0.59431639 1.89797387 -2.4848928 2.08949317 -1.43243739 0.35007271 2.60998105 -0.39221833 0.67424194 1.06376493 0.84336718 -0.61321226 0.33386028] Distance 8.213451899979724 Each least square approximations [ 9.29663966 -1.09478178 -0.86605659 -3.6256834 1.21021632 1.10202463 0.62773338 -0.09037939 2.93989265 0.42070448 2.41376488 -0.63985008 0.23111741 1.02803417 -0.32956068 1.41093641 0.66538706 0.30350895 -1.74785776 0.26404784] Distance 9.245687061246716 Each least square approximations [-10.91317458 -0.34711168 0.99251612 -1.12666467 0.42846526 -3.02120329 0.07293405 2.55892289 0.60566711 2.87523637 0.30350062 1.11081882 0.69459669 0.77149269 -1.8330208 -0.55962793 -0.41821574 1.43588482 -1.65815928 -0.20226817] Distance 7.411871196442255 Each least square approximations [-6.18916923 5.04641175 -5.33077426 4.7883251 1.12582711 -1.21347027 0.70252073 0.72022346 -3.16014155 1.26211928 2.44206424 -0.58296968 1.46003524 0.20873818 1.48571368 2.36084002 -1.35169155 1.97596629 -0.02618861 -2.99882118] Distance 7.896613759217294 Each least square approximations [ 1.07609614e+01 -1.21217628e+00 -2.45686380e+00 -9.84866476e-01 -2.24277941e+00 5.66332974e+00 -1.34867583e+00 1.09273067e+00 -5.83237312e-01 -2.59304831e-01 -5.67764765e-01 -1.04758184e+00 -1.60211108e+00 -1.35755019e+00 -7.34961547e-02 -9.13422232e-03 -9.98666947e-02 -3.22705639e-01 -3.74630118e-01 -7.00467432e-01] Distance 7.239661575987654 Each least square approximations [ 9.81866933 -1.09101902 -2.42668486 -1.90438819 2.01570629 1.15815014 -3.9357731 -2.86862889 -0.97243982 2.19891075 0.75043812 0.3140272 1.12244062 -1.45984606 -0.13323814 -1.87125604 -1.06338397 -0.58182748 -1.07564379 0.78450757] Distance 8.423762371838187 Each least square approximations [-9.99163551 -4.43990866 -4.15153038 0.20787592 0.2294615 1.0231117 2.21375849 0.15431217 0.51248981 3.27015765 -0.0896169 3.03512815 0.02452973 -0.23869072 -0.9221017 1.09877806 -1.33914176 0.49697895 1.74208531 -1.17155946] Distance 7.225160058389342 Each least square approximations [-10.47861516 4.75651265 -1.07908619 -4.32144246 -2.45941544 -1.03235559 0.29973414 0.49146417 0.7796503 -0.24093071 0.92141954 0.99319422 2.20986771 1.43602559 -0.16951819 1.17400782 -1.15311931 0.97323195 1.05918073 -1.07155055] Distance 6.976989987847084 Each least square approximations [-10.5764831 -0.82491374 5.21279404 -2.5415549 -3.2580436 -0.89254117 -0.31774348 1.45152512 -1.36333193 1.71463767 -0.92653208 0.08890608 1.98701736 1.09802252 0.46324776 0.7607344 1.20460841 -3.11337806 0.39478794 -0.5433379 ] Distance 6.386569787902334 Each least square approximations [ 9.26670727 -2.11818174 2.51320892 -1.75165218 2.9613533 0.61289751 -1.38523856 1.20218945 1.69782967 1.9662485 1.55218013 -0.17687989 0.53951126 1.34191084 0.22248567 0.91026335 0.41035378 -1.62468383 2.0003998 -0.52595916] Distance 9.606897323599672 Each least square approximations [11.46341324 2.94678331 0.25413312 -2.72248118 1.22838642 -0.55540505 -1.15206376 -3.15419306 0.67551995 -1.83324258 0.20369914 -1.35277297 0.7471339 1.67367173 -0.89613819 -0.44456224 1.69499174 0.98403913 0.7809164 0.77762704] Distance 6.929815767098594 Each least square approximations [10.1179169 -3.85865609 -2.22382599 -2.69993477 1.43181952 1.50736668 -0.53940146 0.21989238 3.12900131 1.03733431 1.70739154 -0.16513045 -0.19793326 0.5436298 1.07085563 1.11326206 -0.17282714 0.10053125 -1.29654913 1.65208413] Distance 8.285644207496553 Each least square approximations [-12.33149251 -2.45476568 0.42321806 2.07242505 1.22999967 -3.71509692 0.11560645 1.4691801 -1.32243092 1.67480981 -0.27702512 1.75257773 -0.40105616 0.35737025 -1.8252617 0.75448496 0.20835572 1.01469744 -1.67154061 -1.95639507] Distance 4.914466548468524 Each least square approximations [-6.80003971 3.38662618 -9.32482336 3.20756343 0.72221867 -2.88167745 2.27861723 1.43888647 -1.44623234 1.47186726 0.26297814 0.46439806 0.66423621 -0.0626893 0.70902769 0.28726011 -0.64720321 1.45028211 0.09313675 -0.74483304] Distance 7.1987826847444 Each least square approximations [12.93192461 2.58882032 -1.43453942 0.14420887 -0.29849508 3.63037129 -4.17772798 1.14886349 -2.24554947 -2.46843483 -1.10215968 -0.88984073 0.77434654 0.08354335 0.37469124 0.88758743 -0.34647268 -0.35491352 -0.61192968 0.39648987] Distance 2.82983440248299 Each least square approximations [11.3978334 -2.57997674 -5.68948104 -3.12160038 2.03738761 0.55635776 -1.31463424 -1.19108672 0.39948577 -1.08548186 0.57296857 0.37779566 0.69462903 1.00459603 0.53851205 -0.93495645 -1.11135605 1.35748342 0.89901014 -0.32161875] Distance 6.064391497410307 Each least square approximations [-1.05606870e+01 -3.70127765e+00 -6.69509984e+00 1.26397402e+00 2.84733005e+00 1.09844227e+00 1.12853415e+00 5.80694848e-01 -1.99209048e-01 3.06855667e-01 1.40127330e+00 3.29413201e-01 -1.25464257e+00 -1.15950347e+00 -1.59153135e-01 -2.35240564e-01 -1.48078369e+00 2.50502085e-03 7.84342185e-01 -3.78546448e-01] Distance 6.386659461962783 Each least square approximations [-11.30618954 5.27765186 2.95618379 -3.12965314 -3.5956147 0.08382926 -1.36958922 -1.32592362 1.05697275 1.77220717 -0.71540312 -0.84586605 1.4384948 -0.40110805 0.47401502 0.84522424 0.12018635 -1.16109206 -0.34107299 0.47088821] Distance 5.511653391695092 Each least square approximations [-10.30549547 -2.61644864 5.64277326 -2.55807695 -3.6576907 1.64612454 -3.17178951 -2.24090365 0.38118919 0.09934442 -0.49208614 -0.33112748 1.23444407 0.41975837 0.96437084 -1.04150973 0.05523979 0.04317768 0.15651335 -0.1492522 ] Distance 6.681507976604223 Each least square approximations [ 9.95564045 -2.4300423 4.86177105 -4.18687435 4.2895222 2.15700086 -1.26108001 0.26449194 1.24473352 1.58979385 0.79177992 0.51719701 -0.13012583 -0.22028374 0.66370814 0.09626312 0.57522694 -0.18424034 1.371061 0.54242245] Distance 7.252252405687915 Each least square approximations [11.6751817 3.50682827 4.7551315 -3.16521373 3.4854199 -0.09226814 -0.26021831 0.48430214 -0.29722747 -2.30951159 1.26906293 -0.99724607 -0.57529056 -1.68078221 -1.60801676 -1.57853707 -0.56643949 -0.86210624 0.09028819 -0.07624207] Distance 4.526012540447689 Each least square approximations [10.91841335 -4.62334688 0.78044974 -5.60425076 0.68884941 -2.20695343 -1.00293119 0.55854837 -0.11683798 -0.18522615 1.71450955 -0.67934897 0.24410797 0.31010736 0.66621452 -0.14012259 1.4040295 -0.32583851 0.16881471 1.6106741 ] Distance 6.5942940996458725 Each least square approximations [-1.19751728e+01 -3.77755602e+00 5.06110108e+00 2.41185626e+00 -1.91287934e+00 9.35683457e-02 -2.12501051e+00 2.40346684e-01 1.18226513e+00 2.00933381e+00 1.97431836e-01 2.02774706e-01 5.08985202e-01 2.07061562e+00 6.18085201e-05 1.83474601e-01 -1.00669065e+00 -1.13567648e+00 -1.89221839e+00 -7.04742386e-01] Distance 4.206714675516452 Each least square approximations [-7.22533855 5.00124462 -5.28692193 4.90381803 0.6869772 -0.9508801 -0.38637082 0.45615846 -2.9833028 1.06188617 2.70377812 -0.90637809 1.69251558 -0.06807789 1.88538574 2.07714512 -1.01404479 1.25695986 -0.25557382 -3.42366133] Distance 6.954316428089378 Each least square approximations [ 1.03664960e+01 -1.37809777e+00 -1.98362973e+00 -1.71856290e+00 -2.61622776e+00 5.56156067e+00 -1.83610411e+00 2.28016698e-01 -1.08961691e+00 -7.73049987e-01 -1.85274256e+00 -6.63875388e-01 -7.21927783e-01 -1.15826053e+00 -4.87190406e-02 3.72721777e-01 -4.00256304e-01 -4.83692363e-01 3.23218323e-03 -5.05117283e-01] Distance 7.539489381891658 Each least square approximations [ 9.89262703 -0.34973582 -2.47736946 -2.39169141 2.15001924 0.45059178 -4.05350613 -2.79244549 -1.18796486 3.03289447 1.01305507 0.42934201 0.23462452 -0.76760695 0.026048 -1.59929603 -1.32144902 -0.35190058 -1.16361738 1.08549707] Distance 8.017632306906355 Each least square approximations [-10.32273759 -4.68002438 -4.04840632 0.17112309 0.07078857 0.95007714 2.26275577 0.58930316 0.55811842 3.53290652 -0.60803491 2.64985493 -0.16839258 0.10142124 -0.78391732 1.45046571 -1.22139351 -0.19069782 1.06737301 -1.33627959] Distance 6.629942420740581 Each least square approximations [-10.09219844 4.51332187 -0.9476949 -4.5857822 -2.2149419 -0.57689545 0.93080571 0.72163619 0.75049129 -0.26322044 0.53898144 0.78024466 2.72087804 1.74773918 -0.27750965 1.46075127 -0.51670832 0.60372612 0.92222364 -0.57887374] Distance 7.470782024378987 Each least square approximations [-10.89843781 -1.17145718 4.858409 -2.55602608 -2.61269647 -0.48720938 -0.25738637 1.53737714 -1.17771467 1.96227099 -0.92860811 0.37760183 2.72064695 1.22579398 0.57570656 0.23337228 1.13067486 -3.14240102 0.31939354 0.17889976] Distance 6.000591477355931 Each least square approximations [ 9.71564402e+00 -1.71994966e+00 2.58236070e+00 -1.40276015e+00 2.71511063e+00 5.21370783e-01 -5.37431891e-02 1.17005965e+00 1.83797721e+00 1.83275897e+00 1.79096272e+00 -6.16261342e-01 7.28349172e-01 1.72908020e+00 -3.77549817e-01 6.53437868e-01 9.22455087e-03 -1.91112979e+00 2.11033466e+00 -4.46384811e-01] Distance 9.213178585720843 Each least square approximations [11.22746511 2.56609533 -0.07217307 -3.0899331 1.64035495 -1.16582263 -1.980345 -3.00209317 0.7130286 -1.94910119 0.49138829 -2.04590492 0.44730397 1.56853907 -1.15987605 0.47718204 1.10104552 1.18015045 0.73691152 0.07217872] Distance 6.877991701657619 Each least square approximations [10.25804614 -3.72302499 -2.38710033 -2.83147787 1.57195659 1.28327441 -0.89216285 -0.23535357 2.9003408 -0.39459486 1.68734325 0.26371085 -0.41332097 0.40218186 1.40547503 1.28933635 -0.40535428 0.16858372 -0.75697747 1.77998846] Distance 8.089753466766561 Each least square approximations [-11.9422673 -2.26571975 0.82107182 2.58494939 0.72618679 -4.10393913 0.47897426 0.6380534 -1.0795836 2.57565677 -0.06248199 1.95577472 0.02168941 0.07196771 -1.11569333 0.6009893 -0.31993612 1.13895797 -0.85143894 -1.49904782] Distance 5.646302108591015 Each least square approximations [-7.43085033 -0.46524681 -5.69976936 2.99285135 1.75651236 -0.4054708 0.75126783 -0.02584058 0.45371611 1.81519475 -4.92636741 -0.72925129 -3.10878431 -0.82662634 1.35918102 3.53074765 -1.38680228 1.29706703 0.15788543 -0.13351753] Distance 6.90564433484912 Each least square approximations [ 7.14825413 2.84752265 -0.03507873 -1.60252412 0.22205979 3.0093852 -2.67431751 -2.34315695 -2.6548136 0.15094965 -1.7447794 -0.86216175 0.48432013 -0.83329598 0.78852539 -0.1614364 0.28858423 1.56053111 -0.15689113 -1.42317169] Distance 10.220844197892328 Each least square approximations [ 8.35920264 0.76922483 -2.8663199 -1.29469171 3.48980864 -0.55621222 1.49747269 -1.01627465 1.67402897 -0.70316256 -0.11410113 3.02949046 -2.04238284 0.96233753 1.42805107 -1.04595232 -0.4918068 -1.87202454 0.6320651 -0.3279096 ] Distance 9.159560894494176 Each least square approximations [-9.37038336 2.39124731 -3.6300517 0.02859652 -0.83460533 2.48645971 4.24978031 -2.05103679 1.91502516 -3.4059355 2.45767827 -0.93269111 -0.67958221 -0.43233558 -2.5259128 -0.64793375 0.38698394 -0.94772056 0.34414394 0.05237612] Distance 6.192763305976934 Each least square approximations [-7.3647363 0.64685305 -0.39380662 -2.1712177 -2.79585 0.60843995 -3.56383625 -1.43977292 0.59198272 0.11149589 0.11200228 -0.48254874 1.1513542 0.29558817 1.25201761 1.39718975 -0.24384658 0.18369233 0.30317861 1.58544634] Distance 10.68948651590894 Each least square approximations [-7.84975229 3.78154484 2.66633733 -0.17293543 -3.58833787 1.71980932 -3.6982193 -0.41022371 0.40395356 1.06969134 0.17717655 0.38535072 1.56460265 0.97165453 1.93875884 -2.61829567 -0.08147945 1.29274668 -0.62772334 1.34687848] Distance 8.536751669316589 Each least square approximations [ 6.70959483 0.38146504 2.64893486 -4.85232773 2.46389677 2.00552973 -0.25582944 1.19771242 -1.73441999 1.72137912 1.76429154 -1.17354473 -0.85778498 -0.13554539 -0.42629908 2.01930066 0.09877912 -0.59917219 -1.88237466 0.12796691] Distance 9.9131455629093 Each least square approximations [ 8.38346548 1.93762816 1.6346432 -1.16853936 0.90778698 2.28499313 0.47287866 -0.40518823 0.56254705 -0.36963599 3.26563908 -1.39968334 0.58191705 -1.60372819 0.49495982 1.36031249 0.11959946 -1.86200416 0.32550134 0.30727011] Distance 9.935837816520777 Each least square approximations [ 7.45209995 -0.66810903 -0.69698229 -4.47784408 -0.14002692 0.30409278 0.19480121 -0.56545222 -0.05832019 1.44427746 -0.31602411 -2.17988494 0.27199341 -0.2829628 0.42863234 1.09986887 -0.32307797 -0.10057839 -0.77528578 -0.25061175] Distance 10.896740368472118 Each least square approximations [-7.60489084 -0.54771839 3.22602944 0.76870339 -0.50373089 1.2940908 -0.12448731 1.31612742 1.80982593 3.12967265 -1.37704139 -0.18232692 1.03403881 -0.45847972 -1.57394118 -0.90289452 2.2400148 -2.6275497 -1.82307289 -0.14830627] Distance 9.866359423737384 Each least square approximations [-4.31954706e+00 -3.14068204e-01 -7.02757433e+00 -1.95088345e+00 8.82233576e-01 3.07499029e+00 -3.06911111e+00 1.14516848e+00 -1.28631102e+00 9.05740911e-01 -2.32135195e+00 1.96915190e+00 -3.90493811e+00 -1.46186904e+00 1.16694936e-01 2.16559819e+00 -4.58021487e-01 5.97782302e-01 -2.74102693e-03 -1.20700357e+00] Distance 8.57875292419948 Each least square approximations [ 4.24967481 2.2478108 0.10032732 -0.76925819 0.22983097 1.7643618 -0.81821602 -1.52076315 -4.47021841 -0.17445535 -1.25802835 -0.89997062 0.73480861 -1.39818486 -0.22819707 -0.57848688 1.71137876 -0.60765134 -2.14533414 1.1404287 ] Distance 11.747897690020162 Each least square approximations [ 4.70745819 4.05113377 -4.9761709 -3.57586277 1.44228036 0.48891519 1.76258115 0.79988409 0.93675176 0.30488573 -1.42096574 0.25496289 -1.08097999 2.13579445 1.18510768 -0.61001552 0.6927179 -1.48852172 -1.20235327 1.88008244] Distance 10.096531907781332 Each least square approximations [-9.55297757 7.32914231 -0.079667 0.2725148 4.54136644 2.31239577 0.54060593 -2.15634214 -0.31626416 0.25404622 -0.60739905 -0.4757707 -0.9540182 -0.21598594 -0.7888891 1.74198302 1.40619422 -0.60871343 -0.94973213 -0.64456318] Distance 4.165983005646285 Each least square approximations [-4.28508363 -0.24207445 -1.71692406 -0.82769175 -3.28520125 1.5031174 -2.37244211 -0.51307409 1.19106189 1.37431939 0.38404346 -1.80500581 0.91988509 -0.11326835 -1.50068346 0.62812334 -0.24727351 -1.2506481 0.17588062 0.56039975] Distance 12.213844738322804 Each least square approximations [-6.58784123 3.10271282 -1.43778714 -3.25871662 -0.342875 1.3472004 -3.04713454 -3.18745792 -3.51587647 -0.54597227 -2.25988956 -0.82236 1.4161629 -0.42487521 0.81687606 -4.41918591 -0.25302687 -0.53635949 -1.34578384 -0.52929551] Distance 8.485582619365157 Each least square approximations [ 3.76331615 0.81964247 1.73487362 -3.03296012 2.27338431 4.37754288 2.97330575 -0.32219571 -1.876023 3.47730329 1.19805562 -0.9199805 -0.58724915 2.86836727 1.85003397 0.09124748 -2.17511478 -0.80906715 0.21293576 0.92601169] Distance 10.28886023482338 Each least square approximations [ 6.55367543 -0.72869225 3.33721964 1.63474753 -1.63407258 1.46253796 -1.90624512 -0.11464028 0.17440888 -0.0489186 2.83876637 0.35872572 -0.27957672 -2.32121575 0.17314273 2.24413254 0.86746198 -0.595492 -0.33329311 -0.36066837] Distance 10.794256397082183 Each least square approximations [ 5.7136085 2.6199617 -1.14290544 -5.15459876 -0.72487127 -2.04374842 2.49975929 1.07553602 2.17447192 -0.63475071 -1.40248056 -3.68683883 0.17548676 -0.38880879 0.90924847 -1.31598656 -2.39623754 -2.31392192 -0.01934906 -0.62002771] Distance 9.378582213668402 Each least square approximations [-5.4744069 1.06000697 2.54789759 -1.66987355 -1.39710086 2.06117055 -0.51152962 0.34610522 0.43584805 2.69833634 -1.48377188 1.23111902 -0.65609947 -0.89183047 -0.78759504 -3.52269824 2.42897932 -2.50291794 -2.28141174 -1.00938089] Distance 10.563006332156466 Each least square approximations [-7.71298672 1.95609219 -7.92745766 0.80624943 -0.54298055 1.28624878 1.03513497 -0.16615494 -1.55880843 0.64448332 0.94399241 -0.65029565 0.51830397 0.67931322 0.11782442 1.12745702 -2.93066512 -0.14919987 -0.36010604 1.49008111] Distance 7.999390898826077 Each least square approximations [ 8.47585904 2.23808261 1.38727468 -1.39546315 -0.98381471 3.57874899 -2.49143795 -1.0931869 -2.42906044 -1.24648182 -2.04445935 -1.38250266 -0.45213997 0.95693074 0.27550601 -0.82309075 0.67831008 -0.12553202 0.05912049 0.0248902 ] Distance 9.653382630567709 Each least square approximations [ 8.96470866 0.07507547 -3.92477458 -2.21443241 4.04208857 0.31896542 -0.22413506 -0.27716723 2.12554031 0.87387793 1.50361901 -0.61129863 -0.55191448 1.67646271 1.64957862 -3.26699584 -1.1329446 0.88545205 0.19522784 0.30689563] Distance 8.192262783050701 Each least square approximations [-8.82987543 -0.28115956 -5.62555559 -0.75433296 0.54927829 -0.78393667 0.75095538 2.2314932 -1.71484439 1.3500731 1.61233793 0.70146114 0.53778871 -1.74969285 -0.24846394 -0.31600133 -0.40999982 0.63569061 -1.99831566 0.26564821] Distance 8.846493272653046 Each least square approximations [-8.87142797 0.68753515 1.72976036 -2.37750433 -0.25814799 0.67280748 -1.22773854 -1.81481017 1.40119297 2.4369244 -0.33559727 -0.64903043 1.63014823 -0.32713602 0.80251708 0.75896437 0.07389829 -0.34068344 -0.46756353 -1.17898891] Distance 10.183075937883782 Each least square approximations [-10.8235878 -2.09064414 0.51161479 -3.06244008 -0.37143014 0.48512922 -3.36039656 -1.34662845 1.87034402 -1.97006438 2.23307084 1.08268874 -1.14212942 3.05810088 2.17596134 -0.8153761 1.44596191 0.55372923 0.41964378 -0.13718973] Distance 5.844525404518409 Each least square approximations [ 9.4900463 -1.50062124 1.4856955 -3.71096473 1.96989332 4.1320857 -0.68597659 -0.15833355 -0.27966844 -0.67831034 1.67579433 0.42886606 0.45354908 1.33302318 -0.41008128 0.96750975 0.97357277 0.28700889 2.35046028 0.41627223] Distance 8.240021406361702 Each least square approximations [ 9.58686375 0.74543458 1.53056712 -3.90635516 0.77491662 -0.32926585 1.42043403 1.12283352 0.8100602 -3.42544087 1.93980079 1.7173469 1.13398163 -1.43011377 0.39399373 1.09132818 -0.77922426 -0.24351135 -0.44050495 1.29433974] Distance 8.40338296109599 Each least square approximations [ 9.36582331 -1.65909775 -2.20257993 -3.26239002 -1.8432101 -3.05583922 -1.77146396 1.50164721 -0.52181242 1.6899586 0.64699104 -0.25119682 -0.33385166 0.30243997 -0.68828087 0.5702138 0.87710131 -2.62932441 0.87302107 0.59913149] Distance 8.571770999592268 Each least square approximations [-8.71146984 0.5582016 4.87423876 2.64007228 -2.06932287 -1.4502323 -0.35239587 0.47047508 1.44154639 -0.06015057 -1.38128172 -0.59896525 -0.39510071 1.88149377 -1.30694281 1.21392944 1.1073994 -0.20576131 -0.90351241 1.083977 ] Distance 9.101575330702623 Each least square approximations [-4.05106493 2.19195824 -4.07453527 5.18698383 -0.83524445 -3.32939376 2.92331087 -0.32351633 -0.68570466 1.74320936 0.87260513 3.55217422 -1.70076348 0.54923126 1.10687369 2.73911479 1.43756078 2.34801203 0.92159425 0.86132209] Distance 9.099369581830613 Each least square approximations [ 6.01775549 1.32812802 -1.37516626 -0.07200635 0.92154623 5.36203054 -2.30628444 -3.04393102 2.01773201 -1.50318078 1.33211665 0.58718963 0.31486317 1.57755055 0.5900169 -0.34927646 -0.33470823 0.86308082 -0.1864333 -0.2428077 ] Distance 10.460306299271966 Each least square approximations [ 8.00893259 -2.66791184 0.93398859 -2.65419725 3.12938786 3.38610996 -0.46638824 1.48035793 -3.20449037 -0.54462405 -0.28300977 1.39691554 -1.95561918 -1.07108997 -2.20118635 0.23899109 -1.94819817 -1.44697728 1.66301514 -0.3317445 ] Distance 8.47667163904317 Each least square approximations [-5.80377153 -4.06449598 -5.54527179 -0.29179297 -0.14082124 -0.05779112 0.35424828 -0.55237663 2.74058197 -0.69175146 0.85164817 0.2570029 -2.71034676 0.94199862 0.81203723 -0.14800311 0.28388586 0.99221003 0.06736081 0.51159484] Distance 10.267221826021999 Each least square approximations [-9.11397834 0.77821605 1.71020471 -2.53319831 2.9510396 1.40881859 -1.94999968 -3.50444639 -2.19945943 -3.15134295 -0.08887034 2.10689863 0.93219105 3.77371541 0.52344277 -1.40461216 -0.29058525 0.88932169 -0.39411038 2.52662444] Distance 6.493024285963293 Each least square approximations [-5.21546457 -1.74306258 6.13781504 0.31261405 -3.97944554 0.53462896 -0.86502853 -1.94477439 0.63121291 -1.17573965 0.60455778 0.40512828 0.03010844 0.5376571 -0.12822171 0.48562037 0.02910472 -0.23261669 -0.31288869 1.92688761] Distance 10.514507292064705 Each least square approximations [ 6.6219423 -1.04013583 3.40938599 -2.54047936 1.77382891 0.4728118 -3.42829377 0.08103006 0.98156638 0.71746919 2.47797786 -1.57249399 2.17704994 -0.45541136 1.97159368 -0.65705552 2.31980705 -0.44980493 -1.05613882 -1.11766767] Distance 10.024469275146949 Each least square approximations [ 7.42771907 3.39936084 0.87812902 -3.78137347 0.33730318 0.20241402 1.44043792 -0.89392025 -0.47432606 2.90028332 2.393847 -1.91892145 -2.252034 0.06813832 2.09038244 -0.64544786 -1.86446889 2.08643382 0.44703843 0.29675385] Distance 9.223922379411869 Each least square approximations [ 6.59136626 -3.64064947 -0.98704912 -2.97327608 -1.68540722 0.07035508 -0.36554119 0.91943435 -1.21413821 0.32766697 -2.09308264 0.38722116 -0.35125623 -2.05416062 0.11764575 2.84489785 0.10670996 2.56211748 -1.23040016 -0.89559419] Distance 10.399099595571101 Each least square approximations [-7.259059 -0.26082673 3.46988886 3.4880948 1.76794837 -0.54637375 0.34541102 0.84152857 -0.60812021 -0.3467164 -3.32351992 0.21611087 2.69021678 -0.39050523 0.02855387 1.07814283 -0.10027625 0.72035683 -0.81312138 1.1935685 ] Distance 10.097751563921424 Each least square approximations [-4.81033639 2.59763404 -3.13149388 4.21471694 0.41441243 -4.4083793 1.01461472 -1.54850814 0.06968334 2.65538145 0.12429015 2.30356492 0.29858563 3.93488873 1.33982678 1.25801121 -2.01169379 1.33752811 0.3892336 1.5258551 ] Distance 9.499614714560444 Each least square approximations [ 6.74906055 1.03654217 -1.6586832 -0.9313666 0.45343076 4.54453593 -1.40791842 0.29307983 1.39219609 -0.1030528 0.05541962 -0.14786955 -0.51843284 1.11092883 0.1025842 -0.55427664 -0.79556529 0.94273197 1.12869972 -1.61834377] Distance 11.313608641279247 Each least square approximations [10.52026181 -0.97211382 3.3224041 2.16567643 1.37085632 1.66999555 -2.23077607 -0.01511407 -0.92854171 -3.52385993 -0.42161511 -1.01920877 -4.5519645 -0.1394742 0.22872299 -1.92187599 1.30753426 0.13704726 -0.16975664 1.55811912] Distance 5.49682492326155 Each least square approximations [-6.01007538 -2.02916165 -4.94074823 -1.96784648 -2.4532275 1.16012064 2.34785783 2.45140027 2.47523686 -1.31355721 0.47869937 0.15342803 -2.95684378 -1.99356018 -2.00899015 0.14461192 -0.37678349 0.40732359 -1.59814781 0.82066538] Distance 9.723880514736495 Each least square approximations [-7.83782005 1.46543548 0.12366135 -2.46008269 0.58542587 -0.59469738 -3.09538329 -3.32890768 0.61672216 -0.52957783 0.78253394 1.80393163 -0.74644619 1.89633434 0.55112194 1.37748499 1.11205018 1.30786304 1.11249937 1.55298918] Distance 10.094170747464558 Each least square approximations [-5.88857334 -0.89527541 4.09170266 1.78821402 -1.80393943 1.57245467 -2.45985358 -0.34165596 2.67809329 0.4385508 -1.60610011 0.64092412 0.6861165 0.73197522 0.33053129 -0.40806443 -0.44717538 0.56152834 0.53455668 -1.16617707] Distance 11.36957201330774 Each least square approximations [ 6.80056377 -0.14950034 3.11082098 -2.27966516 1.16517844 0.52576907 -3.2089789 -0.54411989 1.16690361 -1.38088182 -0.76552019 -1.73042052 0.14814101 -0.02305357 1.78451818 -0.89166091 1.91419383 1.53328993 -1.17775765 -0.44431313] Distance 10.888248708758942 Each least square approximations [ 8.04195981 3.69502927 -2.52051944 -1.04354488 3.43663813 1.18621028 2.75214786 0.22119152 1.4637662 0.58764659 0.88552505 -1.02251886 -0.69958771 -0.09279672 1.52693345 -0.58050394 -1.23865881 0.97890633 -0.76548222 0.83170148] Distance 9.61835292222726 Each least square approximations [ 6.80685265 -2.66599719 -0.73161342 -2.80365725 -2.28935746 2.63693585 -1.35938222 -0.43429249 -0.45363434 0.49415181 0.80082531 0.47545932 -1.35567189 -1.65855774 -1.18056694 2.74826414 1.12853509 -0.31873313 -1.01210306 -0.56338835] Distance 10.804582423165364 Each least square approximations [-7.48151437 -1.7793071 1.42043014 1.79732836 0.06415771 -0.45841476 1.34738471 1.11898753 -0.39035735 1.21760055 -2.2710396 -0.29859635 2.9908707 0.73343807 -1.32509594 2.28316617 -0.12066725 0.5564916 -0.80281673 1.33415129] Distance 10.799308711205974 Each least square approximations [-7.95567077 4.43504976 -7.24096748 3.4166734 -1.0231313 -1.58335493 -0.44203805 0.9663992 -1.90055873 2.01851868 0.90110179 -0.55532236 2.08906992 -1.1002659 0.88814294 0.68113166 0.41639459 0.01758068 0.25977724 -0.60852065] Distance 6.902908697012277 Each least square approximations [10.11724508 0.55953003 -0.40063984 -0.71513642 -1.37879433 4.01719999 -3.26738398 -1.33352437 -1.82616952 -1.80661755 -3.04495423 -0.10956069 -0.46003664 0.65383027 0.16642354 0.86118839 -0.2630087 -1.69049075 -0.33764373 -1.74375826] Distance 7.644443421422589 Each least square approximations [10.30172157 -0.41547521 -3.76793603 -3.17161038 1.93318131 -0.90797687 -1.98839484 -2.18147859 0.522789 1.88489997 1.37661165 0.31525898 -0.90038328 0.30949147 1.19635039 -0.53304203 -1.37829703 2.14032347 -0.82808955 0.35457016] Distance 7.488892591880885 Each least square approximations [-11.67180915 -4.71330845 -3.81527636 -0.95795703 0.85249488 1.27733901 0.29245572 1.79642683 -1.47915989 1.63377673 0.19607124 0.05841477 0.1390438 0.43831185 -2.20927667 0.68608178 -0.02924451 -0.74422084 0.35364537 -0.25489587] Distance 4.984834658559562 Each least square approximations [-9.96055558 3.09967242 1.17416035 -3.8671282 -3.02384665 0.95779445 -0.24355019 0.30156667 -0.94042479 1.42832611 -0.41283305 2.12011243 1.85574077 -0.02412864 -1.54664291 0.77798463 -0.68885215 -1.08323674 -0.15691293 0.01640564] Distance 8.03599620278783 Each least square approximations [-11.49332399 -2.38179286 3.32095019 -0.7020464 -2.94546729 -0.8194164 0.59773026 -1.24218979 -0.40623768 0.11709483 -1.03721233 0.09576433 0.93300713 0.33681748 0.71242301 -3.13116702 -0.21529956 -1.40423494 0.93054805 1.10320658] Distance 6.200616739025203 Each least square approximations [ 9.92807313 -1.67001938 4.13716676 -2.15736121 2.60090842 1.10304431 1.54811643 0.56335145 -0.39493322 0.70621947 2.34973298 1.02449607 1.57746244 1.72512356 0.9992929 0.0106085 -0.95466505 -1.25871599 0.53584369 2.05690568] Distance 7.818118903400308 Each least square approximations [ 9.8778417 1.84665055 1.3300947 -4.06641942 3.30263395 -0.81910393 -1.34421132 -0.74110423 0.78187899 -2.38101048 2.67910682 -1.86803485 -0.87764583 -0.97471921 -0.48155366 1.1047211 -1.39220586 0.04121867 0.33263629 -0.30974125] Distance 7.756204044095049 Each least square approximations [ 1.07322519e+01 -2.52378939e+00 -3.31136234e+00 -4.40232021e+00 1.98183899e+00 -9.68396230e-01 -9.69405405e-01 -4.33258253e-02 2.87532714e-01 -2.73840304e+00 2.44723999e+00 1.27023780e+00 -1.22867167e+00 6.88841176e-03 3.34263348e-01 4.65391568e-02 1.27490228e+00 7.87529897e-01 -2.59043863e-01 -5.39561012e-01] Distance 6.207418449689158 Each least square approximations [-10.61392944 -1.13039272 2.40686958 3.28334899 -1.06321185 -2.07564671 -1.44468008 0.68030955 2.9060365 3.26139211 0.30062053 0.23064583 2.24540302 0.82752356 -0.64992229 -0.5061565 0.42236283 0.05601228 -1.89221547 -0.41915183] Distance 6.8980636006654805 Each least square approximations [-7.74042289 4.02721629 -7.37346056 2.95612252 -1.38500213 -1.66852202 -0.05006189 1.42574638 -2.09806971 2.07431649 0.35206962 -0.35192378 1.9176583 -1.34671009 -0.02639586 0.28553166 -0.18260275 0.22221842 0.35828722 -0.09155147] Distance 7.444617893688951 Each least square approximations [10.01289333 1.3086543 0.14489099 -0.64088145 -1.51170604 3.62740129 -3.17181334 -1.3327031 -1.35287924 -1.53304355 -2.60086697 -0.90210425 -0.90717031 0.47689065 -0.04015872 -0.11798365 0.62018608 -1.50175605 -0.74475226 -1.90694138] Distance 8.173517738704428 Each least square approximations [10.16355265 -0.58066776 -4.0000473 -3.35202002 1.90291523 -0.91746793 -2.14529846 -1.94906068 1.76883919 1.11837673 1.20217676 -0.38146349 -0.27677621 0.03548205 1.3419316 -0.93253454 -0.56418015 2.56693578 -1.07220659 0.18098232] Distance 7.456570446225616 Each least square approximations [-1.13672746e+01 -4.55330944e+00 -3.97966224e+00 -9.24759781e-01 1.09669646e+00 9.15468052e-01 -3.44731444e-03 1.61083828e+00 -1.74149935e+00 1.47958320e+00 6.13676764e-01 -4.64028310e-01 9.76961136e-01 -8.32894947e-01 -2.58484612e+00 7.40436475e-01 -8.89728520e-01 -1.25154635e+00 -3.21908377e-01 6.56252836e-01] Distance 5.22341887702064 Each least square approximations [-9.58593926 2.90878546 1.60014751 -3.56493538 -3.4839463 0.95040399 -0.84975029 0.12602624 -0.4029057 2.70410331 -0.96540339 2.72721718 1.26791816 -0.50326314 -1.20326828 0.49460706 -0.2608594 -0.96335981 -0.57909075 -0.31614683] Distance 8.118842406575446 Each least square approximations [-11.43000609 -2.56891457 3.03476951 -0.70699226 -3.22777174 -1.22493279 -0.02410265 -1.26984094 -0.0131035 -0.36745459 -0.46512527 -0.38136921 0.75745372 -0.27120148 -0.21708134 -3.04109839 -0.39603224 -0.78533093 0.58815099 0.68118757] Distance 6.605675968492791 Each least square approximations [ 9.9970648 -2.05794383 3.84296869 -2.69430724 2.10633639 1.31816858 1.25210561 0.19728995 -1.15564978 0.08402486 1.92302742 1.56980964 1.93029794 1.12578825 1.03425294 -0.8318529 -1.5434253 -0.63895506 0.59964336 1.92674832] Distance 7.8126041147655565 Each least square approximations [ 9.57406371e+00 1.89295224e+00 2.00207509e+00 -3.81016200e+00 3.25811672e+00 -9.49208738e-02 -1.10781137e+00 3.02832294e-01 1.28195026e+00 -2.32689733e+00 2.46398565e+00 -1.00527141e+00 -7.18046950e-01 -9.50809873e-01 7.14315626e-04 1.12794857e+00 -8.13549898e-01 -3.41551794e-01 2.46447775e-01 -3.80128049e-01] Distance 8.521386745363932 Each least square approximations [10.62415474 -2.14849224 -3.35326472 -4.46002752 1.6259467 -1.28909392 -0.19622519 0.44633661 0.2676226 -2.81768628 3.24831296 1.0796893 -0.91468682 0.7230176 0.09805539 0.95773353 1.46529891 0.29432113 0.27417254 -0.59417124] Distance 6.18867250399892 Each least square approximations [-1.02021891e+01 -1.54278905e+00 3.47116742e+00 2.25557380e+00 -1.07071463e+00 -1.44528017e+00 -7.76106816e-01 8.93103125e-01 2.81415588e+00 3.01161828e+00 6.93307085e-01 1.69825011e-01 1.99084730e+00 1.39317738e+00 -9.03318358e-01 -5.60425881e-01 8.75180817e-01 6.55546768e-02 -1.81875768e+00 5.54347918e-03] Distance 7.7003925223159815 Each least square approximations [-6.75764231 4.92289297 -5.92954648 3.50355416 0.29773002 -2.80006452 0.77886436 -0.01155179 -2.57539565 2.01375391 -0.33058868 -0.58236262 0.27161801 1.93280446 0.48436787 0.96045789 0.13539848 2.79337635 -0.37368783 -2.29652179] Distance 7.422385771972535 Each least square approximations [ 9.9369817 -0.07687262 -2.28310466 -0.39319568 -1.10071324 5.81409877 -2.83984251 -0.22097543 0.66473018 -2.14177675 -1.48365021 0.39645002 0.61387625 -0.53462614 0.56492065 0.58046171 0.16185293 -0.43490314 0.5020752 0.82518924] Distance 7.293856740737363 Each least square approximations [ 9.97354107 -0.49534786 -2.86314015 -2.37139535 3.04719689 1.43760557 -2.21150162 -3.75381063 -0.97799152 1.29089631 1.03395059 -0.42491352 -0.57632863 -1.35368869 -0.507365 -0.14309427 -1.13514636 -0.25187776 0.25145171 0.34337426] Distance 7.653781146373691 Each least square approximations [-10.44167103 -4.30961421 -3.32618776 -0.04274748 0.978365 1.90555191 0.74261568 0.5899132 0.61450003 0.10133291 1.87259063 2.85735608 -1.07944066 0.40498554 0.24973133 0.03981838 -0.37820159 1.20783384 1.256176 0.55839608] Distance 7.014429277524951 Each least square approximations [-11.59295374 3.96774228 -3.06008335 -2.5502905 -1.2646972 -0.69488016 -0.63087226 0.14551706 -0.65897423 -0.12401468 -0.29083417 0.32250518 0.23856334 0.95803992 -0.40036177 0.17333532 -0.59347842 -0.9216212 1.09198776 -0.21780817] Distance 6.127520806335988 Each least square approximations [-9.85835346 -2.61748166 4.41141453 -0.7533636 -2.83090324 2.15129751 -1.10777 -0.27353547 -1.75225418 2.16458563 -0.89054623 -0.49541842 0.68454587 -0.98575978 2.10608208 0.01940716 0.39945485 -0.81690235 1.26334874 -0.30238788] Distance 7.423266623400686 Each least square approximations [ 8.447735 -1.8271967 4.14916503 -2.34876025 4.55000537 0.71587961 -0.96508108 1.11173904 0.12365783 1.38666892 1.09191735 -0.39449428 1.6765916 0.52374937 -0.21010431 0.7530252 0.03136601 -1.93702776 1.88313719 -0.98686944] Distance 8.615523762609776 Each least square approximations [11.49627439 4.05551212 0.32351569 -3.05185554 1.18046314 -0.12575295 -0.78313046 -1.53027539 0.45284364 -0.39519769 -0.47560423 -1.99276098 0.51451707 0.7065199 -0.47244067 -0.38410038 0.10593906 -0.36475725 0.28138756 -1.59843351] Distance 6.27968888795124 Each least square approximations [11.21793197 -2.40289168 0.12574157 -2.85629359 1.40048595 -0.11588025 0.24396051 -2.30238244 -0.06114484 0.22002784 -0.20951019 1.06497642 -0.51987156 -0.0812857 0.77806961 1.08341105 0.6748898 0.98798343 0.06847295 1.4331626 ] Distance 7.509897543109263 Each least square approximations [-13.00270839 -1.73687059 -0.37532113 1.81558632 1.50521024 0.33365342 -0.58521087 0.39340817 0.14462425 2.065957 -0.24135992 -0.1659035 3.33559296 -0.64626057 -0.15225546 0.63576542 -1.46994154 -0.17716162 0.26408079 -0.90994378] Distance 3.530710095087547 Each least square approximations [-7.48061031 6.06545476 -6.05135664 2.60132529 0.86038962 -1.81601498 -0.63392675 3.54203287 -0.4083692 -1.88338575 1.34546606 0.41256817 -0.36573002 -1.62337311 -1.70043241 -0.11685411 -0.52177195 -0.34325245 1.71222167 1.13195171] Distance 6.756063662909694 Each least square approximations [ 9.22461586e+00 1.39458493e+00 2.17168579e+00 -3.36866712e+00 -1.76101410e+00 3.47033697e+00 -3.47517563e+00 1.83503341e-03 -7.91244430e-01 2.00258917e+00 1.18014300e-01 9.41708186e-01 -6.81347150e-01 -3.88790289e-01 1.25587553e-01 4.23850358e-01 8.03377244e-01 -8.65648737e-01 3.28983009e-01 1.24591448e-01] Distance 8.74911000143222 Each least square approximations [ 8.76534666 -2.53424436 -3.15876628 -5.13143212 2.04439447 -1.10690862 -1.26033209 -2.59482513 0.2555574 1.92540115 0.23232501 0.25126644 -0.91782376 -0.79328001 2.1736061 0.56364873 1.15962216 0.83546228 -1.40932254 1.08844311] Distance 8.113606872228706 Each least square approximations [-10.8842701 -2.58523292 -2.48219884 1.07834878 2.12263754 0.84927894 -0.03992948 2.28514194 -3.16246463 -3.95009331 -2.15651877 1.10504219 1.11407085 -0.87320321 -0.47826142 -1.07701072 -0.77334729 1.11985076 -0.14360418 -1.25153598] Distance 5.7883030270443365 Each least square approximations [-9.63682578 0.38058296 0.92360174 -3.49789091 -4.36301759 1.84817154 -2.0218256 1.64440936 2.02311095 -0.40018637 -0.32169234 0.47012202 -0.63944543 -0.40184633 -0.51236973 -0.35814924 0.18231302 1.56319907 0.36822554 -1.49242794] Distance 8.307443544157254 Each least square approximations [-10.82146977 -0.96852604 2.48823056 -2.83451017 -1.59294106 1.78108629 3.58784836 -2.35417973 0.80945479 0.119641 -3.72630542 0.34437259 1.05970436 -1.54645644 1.24309307 -1.24737147 0.79841433 1.1750593 -0.73908055 -0.27739007] Distance 5.866351743068126 Each least square approximations [10.81255649 -1.46596201 3.42445809 0.06492431 3.14623252 0.77578781 3.60636899 -0.23510493 -1.65403375 2.20698193 0.9945817 0.7435746 -1.31604419 -0.53823555 0.61586835 -0.81436693 -1.01591005 0.29672668 -1.86287951 1.67652773] Distance 6.3851268134463295 Each least square approximations [ 7.61178976 2.3834282 3.25643858 -4.34324017 3.74844736 1.92480325 -0.86414932 -1.15338915 0.8213511 -1.56541185 2.56165661 -0.81966741 -0.48361826 0.74396902 -0.54484148 2.77967104 2.05836857 -0.5760271 0.2056961 -0.46645081] Distance 8.821439498175028 Each least square approximations [ 9.14779242 -0.3343298 -2.06739477 -7.16640232 2.18476671 -0.47772029 -1.82871155 0.42353701 -0.38284309 0.76935534 2.30947926 0.92079542 -1.6774222 1.79172482 1.64394554 -0.07219594 -1.8774629 0.43271927 -2.20270077 -0.24646353] Distance 6.519995013315691 Each least square approximations [-8.69475407 -0.78174463 2.2420386 3.78229274 -1.67512655 0.95415859 -2.19824643 2.43791282 1.6702142 4.48791127 -1.4776882 -0.53361126 -1.18489547 -0.64012708 -2.95705549 -0.52055484 -0.05309609 0.08419857 -0.94855953 1.28181735] Distance 8.119225039048663 Each least square approximations [-7.06339909 4.61871812 -3.97092522 3.71585026 -1.81970605 -2.59382998 0.67133105 2.69172806 -2.19555217 1.43915039 -1.37771082 -0.63911901 -1.70753156 -1.59040537 0.33709268 0.71662109 -2.03832036 -0.13229948 1.06163559 0.84383614] Distance 8.308340211714343 Each least square approximations [ 9.9555333 0.27091642 3.20122485 -2.94069209 0.62436002 1.25931276 -1.8554325 -2.85612846 1.56600695 -1.20162181 -0.50904801 -0.68214783 0.16060025 0.80955446 1.49191793 -1.08938225 -0.65187011 0.48590509 -0.50305226 -0.71304641] Distance 8.188483793306464 Each least square approximations [ 9.84896223 -0.87514721 -1.99337949 -3.42136225 1.88302863 -3.09295694 -0.48004893 1.7603708 1.2701133 0.27690834 0.079221 1.63888156 -0.9151712 -2.44335975 2.69638039 0.69466045 -1.02471737 2.07215935 -1.67404412 0.10107748] Distance 7.201228595481596 Each least square approximations [-8.78412822 -3.52212716 -4.22347001 -1.25525036 -0.1837357 0.80281798 2.29038622 -2.13791774 -1.28124339 -1.8470095 0.18019122 -0.10350186 -1.34656481 -2.26919595 -0.90984727 1.60072179 -1.18343304 0.47896675 -1.95119068 0.19767476] Distance 8.273219847181267 Each least square approximations [-8.75687453 -0.14854949 1.88297723 -3.19294775 -4.34961941 0.59307639 0.30536006 -1.93120731 1.26828295 1.48148153 0.25989998 1.28294138 -0.02963988 -0.79921442 0.38123543 -0.29721626 1.19753768 2.74502977 -3.16870867 0.0334221 ] Distance 8.360933698532683 Each least square approximations [-8.84509435 -1.49147264 4.56580472 0.37972314 -3.10408531 0.14212191 -1.33437948 0.06349906 0.86956812 -0.96580555 -0.11014848 0.31269119 2.914314 0.31657924 0.76509085 -0.04770594 -0.17417533 1.65086923 -0.7762922 -0.15423364] Distance 9.032855310021755 Each least square approximations [ 9.54353968e+00 -2.75583460e+00 4.61851171e+00 -2.38337361e+00 7.32723819e-01 -1.65092114e-01 -3.67254310e-01 2.48668136e+00 -2.56140416e-01 6.14155556e-01 -3.66614925e-01 1.58482445e+00 1.33063953e+00 -1.36058186e+00 1.34606422e+00 3.65380656e-01 -2.92119491e+00 9.34603242e-03 -4.32091951e-01 -8.74190596e-01] Distance 7.62480800750166 Each least square approximations [ 8.29798559 -0.539645 2.4718971 -3.76297362 2.98663299 1.26333836 -1.2989401 0.0639043 0.66229151 -2.53982758 3.08866379 -2.61566483 -1.52697942 0.42349347 0.50248493 1.3839072 -0.18205007 -0.80877939 -1.80600635 -1.19186155] Distance 8.596580541564151 Each least square approximations [ 9.6913915 -1.66593909 0.50593112 -2.74500214 0.41242777 -0.82457445 -2.12307491 3.16584584 0.48763873 -0.46719459 2.65604032 0.94748582 1.93486204 0.23004892 -0.65658981 0.71296206 -1.62753505 1.68867694 -2.05981023 -0.87144421] Distance 8.08263763758399 Each least square approximations [-7.93989073 0.56716571 3.98405221 1.97608882 -1.49588762 -0.95775549 -0.7771713 1.20485725 2.04428508 4.21782776 0.35043832 -0.25776668 -0.25942673 -0.04963013 0.8469833 -0.89354813 -1.32287339 1.09019568 -1.59951548 2.19484677] Distance 9.297069668676523 Each least square approximations [-7.22254371e+00 7.32407172e-01 -3.32477715e+00 -9.10666611e-01 3.87752675e+00 2.48537269e+00 3.18487551e+00 -1.58285617e-01 -1.66882632e+00 2.49031620e+00 9.15053002e-01 2.84312291e-03 -8.62106173e-01 1.19341629e+00 7.84761934e-01 2.04929559e+00 -5.64192264e-01 -4.87772704e-01 8.83402262e-02 1.42581640e-01] Distance 8.994189170243047 Each least square approximations [ 5.82815317 0.2663309 0.66333348 -0.01080012 0.3155281 2.03323874 -0.3985838 -0.38050733 -2.44430538 1.21017292 0.12042977 -0.42393158 -0.46894382 1.09796934 -0.23266524 -0.89268211 0.90644887 -0.88761876 -0.00999831 -1.08183323] Distance 11.939305221114067 Each least square approximations [ 5.88226161 -0.44121904 -2.28474357 0.58515366 4.32498942 1.29641658 -0.7944245 1.07606893 0.12348628 3.09490289 2.72505499 0.25472623 -1.49817413 0.3014543 2.30277153 -0.56219901 1.10977036 -2.56997856 -0.70195002 0.25601448] Distance 9.913917288312517 Each least square approximations [-8.06344496 4.68601591 -3.4208235 -1.87224028 -1.88518665 -0.11364534 1.16101515 1.54887916 1.10487393 -0.98553387 1.21539956 2.78071378 0.51650717 -0.16933075 2.2734663 1.18098287 0.09317575 -0.43340946 2.54654908 -2.36034625] Distance 7.364808386723788 Each least square approximations [-7.4347932 -0.42636845 -0.89994214 -0.50383596 0.88989918 -1.16052824 -1.76564019 0.93399403 1.7880959 -0.21159416 -0.24507706 -0.22661306 2.11982559 -2.33398265 -1.24887357 0.42687558 -2.07227342 1.04330744 2.90992169 2.02433931] Distance 9.930626158338354 Each least square approximations [-8.53451469 3.96463578 0.66365907 -1.295549 1.51880587 2.48743629 -0.32397375 0.38742732 0.54162302 -0.36158504 2.34345188 -0.13271379 -1.14709951 0.5486406 2.06497813 -1.11996517 -1.29316566 -0.66336933 -0.71004835 1.028098 ] Distance 8.836623299140193 Each least square approximations [ 5.99653993 1.95835991 1.74600336 -1.43716858 -0.97521161 6.70404764 -1.43419241 2.66224879 -1.48933126 1.46369195 1.62710138 0.53180066 -0.7028656 2.28902885 2.01695974 1.18620602 1.81212855 -1.58581626 -0.39546624 0.93547715] Distance 8.305137748753959 Each least square approximations [ 6.33611643 3.57169801 -2.58980233 -2.62248214 -0.33746054 1.77622363 -1.29599196 -1.67905721 -0.57847761 -1.43771473 1.62470598 2.64636618 -0.03014398 -1.24730207 0.02326819 0.42544099 0.78590358 -1.14195038 1.2003781 0.10885738] Distance 10.14099133589645 Each least square approximations [ 7.64083559 1.60969551 -3.6816439 -2.97873575 -2.20529869 1.14763109 -1.50781211 -0.9489588 -1.13365362 2.27887037 -1.389472 -2.08049804 0.18030986 -0.46964141 -0.8289395 -0.6260341 -2.4636497 -2.8859382 -1.68494501 -0.07996386] Distance 8.377585603400936 Each least square approximations [-7.33945756 1.59631048 -0.8933541 2.8793901 -2.26088853 1.0424832 1.14897169 -0.18868631 0.64089228 -0.33834548 -2.45468239 -1.8980996 -2.11561879 0.8850514 -2.96775376 -0.66536103 2.3708021 -2.26323026 -0.64555922 -0.83472152] Distance 9.201861962760036 Each least square approximations [-7.73442206 4.06866325 -4.37488018 -0.18454319 0.19640053 1.69674059 -1.48354955 2.25459926 -0.72918735 3.70598684 0.3004656 0.23723808 1.38277894 1.8600936 -3.31370073 0.62880612 0.11048599 0.24556119 1.0124878 2.25537781] Distance 7.525393571256078 Each least square approximations [ 6.50302682 -1.0630395 0.75926356 -0.05621145 -0.04548877 2.44509779 -2.20331527 -0.66723322 -1.32105954 -0.30590734 -2.62526655 1.08305731 -0.30680022 1.88263309 0.79597384 0.58531254 1.62144052 -1.57546417 -0.67155232 -0.46333213] Distance 11.142373650256832 Each least square approximations [ 8.11860650e+00 7.29894406e-01 -2.49300574e+00 -9.05896086e-01 1.45577256e+00 6.69822589e-01 1.60879944e+00 -5.02369313e-01 5.30469464e-01 3.93023379e+00 4.17775449e+00 -2.50283530e+00 -2.53136743e+00 2.33015081e-02 1.26891976e+00 1.76215114e-01 9.57593869e-02 2.30227090e-01 1.19720186e-01 -1.83590929e-03] Distance 8.559574592372902 Each least square approximations [-10.59945361 0.41342264 -0.31576141 -0.84141712 -1.45971609 0.07055331 -0.46371161 5.2658482 -2.9708163 -1.4219246 0.21948206 -0.20990244 -0.76882707 0.68625317 1.88384114 0.66576414 1.083236 1.6573775 0.66798045 -1.11568651] Distance 5.891938758192895 Each least square approximations [-7.99643802 1.75501064 0.83710428 -0.76284167 1.64407367 1.17863329 0.04103894 1.46114001 0.54765976 1.03372919 1.01592792 1.23226282 -0.06566001 -1.69570885 -0.75123432 -0.01966302 -0.65735951 1.13645453 2.11244408 -0.93656772] Distance 10.52453335785286 Each least square approximations [-9.39519004 0.57749327 -0.95604821 -1.74843934 -0.1492966 2.32390829 1.63683112 -2.52033633 -1.15352176 -2.35810231 0.07282786 1.88465275 1.16786733 -1.94773586 1.27428074 -1.80974339 -0.4073418 0.66095296 -1.08957685 0.54010731] Distance 8.373298011578989 Each least square approximations [ 7.68685218 -0.0267806 2.84708874 0.51137236 -0.09746933 3.75212992 2.82611432 1.29301379 -3.41478747 2.06860641 0.41733915 2.36399393 -0.59210856 0.87265668 2.29538142 -1.46807757 2.02401372 -2.47052783 0.39595514 0.12147957] Distance 8.241004502399058 Each least square approximations [ 6.23127495 4.32057038 -0.64811145 -2.33605009 0.99298699 -1.57034968 -1.17645408 1.05013175 0.84260691 -2.67671186 2.66539019 -0.80577559 -0.95415881 -1.21884089 1.11479443 0.82389378 -0.17633193 -0.125567 0.81897608 -0.60290945] Distance 10.458872461197073 Each least square approximations [ 9.65310522 2.87375605 -3.39036189 -3.6613606 2.08954274 -0.05726851 -1.94450714 -2.26937842 -1.12243939 -0.50778924 -0.81163933 -0.963116 -0.74844912 -1.28778885 -1.64806939 -2.53295107 -0.48369862 -0.35936379 -0.88814979 -0.65840317] Distance 6.636672828968044 Each least square approximations [-8.1131448 0.06370997 -0.27533521 2.57833477 -3.11808287 0.03018033 -0.14766459 -0.45442942 2.54285783 -1.18549541 -1.35577349 -1.25347299 2.05056252 -1.04583155 -2.08274352 -0.37997727 1.1041163 -2.90577844 -1.36669185 1.29792213] Distance 9.107579179186066 Each least square approximations [-4.59084629 -0.81994296 -4.9428312 -1.71152864 0.39296469 3.07110027 -1.88501314 -0.9237336 -2.50591281 0.17451284 1.02027578 -0.68821476 0.44914456 -0.38526985 -1.81113348 0.70674266 -1.72534544 0.52938717 -0.84256111 2.85526281] Distance 10.466940911866637 Each least square approximations [ 2.85059706 1.32812809 0.60675267 -0.3376222 -1.05475857 1.40708099 -0.62324531 -1.12779166 -4.00302298 0.66657322 -1.62512228 -0.59350922 0.2418569 -0.60313522 -0.42937544 -1.33764962 1.54002931 -0.56004531 -0.63271122 -0.73094693] Distance 12.495207374888583 Each least square approximations [ 2.46073677 2.28210606 -4.12658011 -1.35940812 1.54644975 -0.59306719 -1.62042332 -2.09504522 2.05066028 2.27218965 -0.77355058 -3.61034909 -1.07634997 2.3073012 2.07603841 0.01606989 0.40589455 -0.65744511 0.14636933 -1.08611626] Distance 11.011040129052123 Each least square approximations [-6.79169959 3.6002778 0.46384289 -0.84262608 1.5767344 3.07484521 -2.53371461 2.77683132 -1.45236062 2.46634053 -0.8542204 0.91347201 2.95582871 0.73534814 -0.79783267 -1.51611254 -2.20529236 0.55577132 0.02747227 2.29856659] Distance 8.84429216512974 Each least square approximations [-4.17646015 -0.22374856 -1.48854824 1.75668781 -1.91890694 0.19206537 -1.63223695 0.75820215 -0.10178395 1.39289573 -1.96917309 0.3076027 1.1879116 -1.33233446 -2.60427153 -0.35834756 -0.19717075 -1.23704212 1.17473364 -0.99645492] Distance 12.12510088484365 Each least square approximations [-8.58393273 0.73013358 -6.21143895 0.67930568 0.8662862 0.47377739 -0.67199445 -4.54949858 -1.99137846 0.21270525 -0.69705375 -3.3270683 -2.8886837 0.7089209 -1.52663426 -0.73908539 1.03533171 0.01638587 0.0647846 -0.46618426] Distance 5.723984996249028 Each least square approximations [ 4.07536757 2.12760346 -0.31107703 -1.88253666 0.68424614 3.5157472 2.64036174 -1.13329473 -1.14118437 1.3589875 2.16867905 -0.15971795 0.11297111 1.82984608 3.44404847 -2.0483617 -0.22429265 -1.72188682 2.23210427 1.53238654] Distance 10.640965030690507 Each least square approximations [ 4.03009292 0.10399291 -0.65101082 -3.20338502 -1.71065898 0.37070265 -0.56457285 2.81739033 -2.14455847 -2.24412527 0.63237743 -0.2268115 3.79376711 -0.91397682 1.78932714 1.61709822 0.11046519 -0.7297761 1.09179427 0.69652691] Distance 11.185758471669422 Each least square approximations [ 4.41625504 2.51002769 -3.55813402 -3.56524421 -1.27687019 -2.33841291 0.78589644 -3.10331884 -0.4356498 -1.74640081 1.36153811 -0.60930463 -0.38823689 1.73604904 -1.01209944 -0.79374743 -0.93844076 -1.21274642 0.35198872 -0.09509548] Distance 10.744434782847499 Each least square approximations [-4.64996826 2.45779178 0.21954008 -0.50390337 -2.02037355 0.6097277 -2.12848399 0.89716817 -0.27438756 -0.30745223 -0.0637946 -1.71402339 1.18557861 2.74950394 -2.43712578 -1.17146135 2.11419343 -1.78724342 0.85201206 -0.25205243] Distance 11.451460685759988 Each least square approximations [-6.58803312 3.83011673 -2.31113762 0.92827591 -1.43853418 -3.29316053 1.87514988 -1.07164218 -4.00061858 -1.999849 1.72971205 -1.22772226 -1.4844385 -0.93214435 0.25573629 1.32621491 0.65926491 0.28391186 1.24297549 -0.62643017] Distance 9.831857035105974 Each least square approximations [ 7.11590054 0.58061982 -0.98025639 -2.16434411 -2.66669929 3.01214251 -0.65859184 0.04126243 1.45304987 -2.58592214 0.89657474 0.53972424 0.29584361 -0.09376487 -0.04184516 1.28824498 0.46000606 0.84110905 1.19454471 -0.02333695] Distance 11.096681884539954 Each least square approximations [ 5.51022452e+00 -1.50072328e+00 7.58724174e-01 -4.41846826e+00 4.00772030e+00 4.04122331e-01 -2.92601226e+00 -2.39989981e+00 8.19927414e-01 2.40291502e+00 -1.81135751e-03 1.02314825e+00 9.47716783e-01 -1.17327520e+00 3.28261498e+00 2.05982506e+00 -9.81055692e-01 1.15897101e+00 8.74698863e-01 -3.88479790e-01] Distance 9.955136791496864 Each least square approximations [-6.48080658 -2.64453424 -2.76022029 -3.91287762 3.17347853 1.93484843 2.05313935 -0.49224366 -2.39001176 -1.16199924 -1.17785408 3.91554229 0.57481153 -0.30293237 0.63945001 -0.25334576 -0.41609124 1.1753087 1.85313618 -1.12449757] Distance 9.447038122985864 Each least square approximations [-10.07869016 -2.86083131 -1.12668755 1.70031001 -5.33060084 -1.40058025 2.54570286 2.30592785 -1.78924298 -2.06777433 -1.7082514 -1.4465591 0.4553124 1.08302931 -0.89631387 -0.71965304 -0.88289997 1.01209943 -0.29589082 -0.98922393] Distance 6.017748836519489 Each least square approximations [-8.09638149 -4.38992009 1.48319674 1.6940775 -1.09075925 3.10073131 2.51892834 0.09308984 -0.44670416 3.10793356 0.47063597 -2.18666023 1.11505287 0.0920342 2.37174601 -1.11511027 0.24843124 -0.5995393 -0.9898176 -0.15813322] Distance 8.883329865402501 Each least square approximations [ 7.27937417 1.592484 5.45764853 0.14243609 1.96708616 -1.69552478 -0.48339097 1.89254768 -0.29721544 1.50742793 2.16356998 -0.76531212 0.57272931 2.62225536 0.66333358 0.81798062 -0.7110279 -2.34365271 0.32532164 -1.98271042] Distance 9.407713383004133 Each least square approximations [ 8.27535392 -2.81154876 -0.49417943 -4.52666602 1.89877228 0.74527463 -3.91562321 -1.6371931 -0.87957842 -2.2704563 -0.88438021 -1.66797238 -0.57714994 -0.16552957 0.65228466 0.71264738 2.03973883 -0.36915009 0.52241342 -1.13197137] Distance 8.627857187602022 Each least square approximations [ 7.47372152 0.06664494 -0.62776523 -4.10967103 -1.92971248 1.37348364 -2.51746242 0.02875445 0.93139208 -0.71287498 0.2906778 2.9604769 1.08511822 3.14008482 0.98135004 -0.57226864 0.45404219 3.49886299 -0.76753736 0.84170506] Distance 9.432950623775302 Each least square approximations [-9.39737645 4.70419131 -0.45950086 2.23320852 -3.79463233 -0.53766077 -2.00412558 3.03449143 -0.80968837 2.14119933 1.40486401 0.89705797 0.09351017 -1.54329301 0.571299 0.05092204 -2.03033132 0.26410172 1.26483761 -0.36207136] Distance 7.082352921653254 Each least square approximations [-6.52964272 2.49126388 -1.98532542 0.73385355 -1.826549 1.52548896 2.43008952 -2.18906395 -4.2887571 0.82347742 0.22324469 -0.05716384 0.64695654 0.91839143 -0.01761794 1.54603535 -1.58831819 0.97793062 -0.53985401 2.42442544] Distance 10.146219176690646 Each least square approximations [ 6.0892365 -0.29298014 0.28113264 -0.18326069 -0.68225878 1.81971991 -0.49782114 -1.06849385 -0.85257584 -1.41300548 -0.87249122 -0.45884237 -0.62930178 1.77918133 -0.54449343 -1.6761793 1.22800724 1.40817009 0.76755217 -0.37747647] Distance 12.166583904891024 Each least square approximations [ 5.99824194 1.73984139 1.6840799 -0.97039719 5.84461742 1.06988708 -1.99003418 -1.15994117 1.27467525 1.77612561 1.34612691 0.49495678 1.64197218 1.00954041 3.26191323 -1.49375538 -1.71328572 -1.10524498 0.02434335 0.11970451] Distance 9.698771848985002 Each least square approximations [-5.81863214 -0.23302488 -3.55598748 -4.93172893 -0.2053262 -1.15809428 2.39352517 0.22643279 0.10814809 0.39203031 -0.65885559 3.17154897 3.07608115 -1.76973049 1.26258394 0.60534958 0.45295581 1.98463407 -0.38604678 -0.01463751] Distance 9.874575068713883 Each least square approximations [-8.86790097 -3.87678846 -0.66976633 1.33042717 0.24675029 -2.78630092 1.42281919 -0.49712347 0.7264676 1.63181853 2.99465281 -1.75454241 1.53720068 -0.03022666 -0.95497339 2.33371729 -0.67459257 1.75555514 0.73669267 0.9307755 ] Distance 8.37650910392423 Each least square approximations [-8.42946641 -2.53938494 0.08437948 1.73368929 1.21909449 1.61335487 -0.83159128 1.08638976 1.55125112 -1.70540894 3.11837093 2.73729968 -1.38581627 2.19257403 1.71487566 0.27346895 -0.44217474 -0.75663813 1.72168849 -0.81920894] Distance 9.04975449511017 Each least square approximations [ 7.14040557 -0.44483846 0.96283695 -1.57218698 -0.63735853 1.12417705 -3.63519848 0.03193057 -1.48720075 0.85335903 0.63445289 -0.3862642 0.72785941 2.0787252 -0.63972517 1.00971916 1.66074512 -3.11365171 3.87392584 -0.80231848] Distance 9.884921702476428 Each least square approximations [ 9.07819532 -2.97444166 -4.58996352 -2.14094119 -0.3157716 2.1415103 -1.26278468 -0.91523313 -1.5546908 -1.42082949 0.35927623 1.13138744 -0.41152702 -2.84571237 0.31280219 -1.42632044 -0.45144468 -0.60670939 -0.34069556 0.68395329] Distance 7.976465803874918 Each least square approximations [ 7.4247943 0.89341519 -2.50768676 -0.0809942 -5.95348836 -0.52578862 -4.32832149 -1.09455437 1.00664974 1.64165924 0.50364347 1.60134635 2.06842339 0.31146313 -0.19915198 1.12412803 -0.68262275 0.26677662 -0.81481567 1.22514794] Distance 8.501407547759907 Each least square approximations [-8.46112649 5.68106409 0.14373815 0.18626941 -3.47018333 -3.01430958 1.69230709 0.58539655 0.58482774 0.03331244 -0.65152969 -0.91292364 -2.03204482 1.05645949 0.63937391 3.08779331 0.39762618 -0.80356419 0.68926524 0.19721661] Distance 7.6610696608187165 Each least square approximations [-6.27744167 5.74213603 -4.46493923 4.11882983 1.37891871 -2.31128763 1.78869142 0.86230612 -2.36604918 -1.2282251 0.35263479 -0.01849664 -1.1636875 0.45555575 0.97645304 1.61209001 -1.10924235 1.50416911 -0.17773406 -2.5499095 ] Distance 8.615304624892138 Each least square approximations [ 9.76939124 0.071626 -0.68913451 -1.1754598 -1.17120769 5.28816635 -1.58543818 -0.67773165 1.44132163 0.66148646 1.21455791 0.07013238 -0.13110543 -0.51640034 -0.84071279 0.09654063 -0.16932914 0.90247544 1.59790959 0.46913652] Distance 8.87902511232 Each least square approximations [ 8.46999067 -2.11649474 -1.74896517 -2.75724965 4.11455659 1.4227099 -2.9832204 -2.71567668 -0.87928952 0.9519974 -0.50644147 1.62823052 0.12594791 -1.73764751 0.83163941 -0.81532496 -0.13515159 -1.783168 -0.77290382 1.60330105] Distance 8.922238511021547 Each least square approximations [-9.21327518 -3.20731866 -3.51453926 0.09450853 0.78224425 0.84969618 1.24916198 -0.96562818 1.54201178 -0.8210971 1.00509634 5.69514207 1.51361697 -1.10227108 -1.09117621 -0.63328957 -1.36919726 1.29633389 0.84776111 -1.61362147] Distance 7.56501782891867 Each least square approximations [-11.770075 0.24118807 -4.29521891 -3.83747412 -2.74985092 -1.52106852 -0.27919748 -1.17026983 2.31479236 -1.85106524 0.58403411 0.64027565 1.04025284 -0.03047229 -0.30177174 -0.29701516 -0.84034843 0.54093903 0.65675126 -0.84879528] Distance 4.584901725338941 Each least square approximations [-9.74082970e+00 -1.41037251e+00 4.98534305e+00 -1.07434001e+00 -2.50506984e+00 1.54455471e+00 4.01647385e-01 8.76126329e-01 -1.98731154e-02 2.16154870e+00 -2.08805786e+00 7.21339750e-02 1.38634790e-02 -4.41954040e-01 2.38071305e+00 1.06301722e+00 7.52460754e-03 -1.51170981e+00 6.96900126e-01 -5.86618392e-01] Distance 8.08973063413957 Each least square approximations [ 9.04826932 -2.051872 3.28056542 -0.92733466 4.09823597 0.1023389 -0.95744136 1.09186597 1.84335214 2.72212063 0.80166676 -1.74705027 0.41410548 0.76629461 -0.63101857 1.7401684 0.36413384 -0.20580824 0.29382284 -0.12744482] Distance 9.026468644905389 Each least square approximations [10.8781453 2.9165796 -0.98296632 -4.52642619 0.14360768 2.46171365 0.69622342 -3.12226386 -0.18918087 0.24796395 0.56753119 -0.48587047 -1.30316774 2.76141989 -0.24884929 0.2135735 1.68337226 -0.05558994 -0.19676811 -0.74680421] Distance 6.239524982133189 Each least square approximations [10.02698577 -2.43095696 -0.48133614 -2.71987881 -0.1628839 0.47475191 -0.78193884 -0.64654422 1.513125 3.05160943 0.27573183 -0.20221142 -0.09809845 1.59480246 1.52594239 2.44636728 -2.32151822 1.72504477 -1.61796068 0.57757528] Distance 8.233974410166049 Each least square approximations [-12.12945366 0.89874954 0.03607681 2.19515257 3.84483123 -0.34921848 -0.96455225 1.03192825 -0.12579297 1.90661701 -1.99688161 -0.28437976 -0.97153741 -0.15560315 -0.93066159 1.04348512 -1.42698626 0.61240792 -1.2496325 0.47721587] Distance 5.706687814890299 Each least square approximations [-5.36629428 6.13560847 -4.47490999 3.07794359 0.34533154 -2.04913478 2.79539929 -0.15005679 -2.70815746 -0.20083904 -0.66092694 -0.3582406 -0.362503 1.48202912 -0.57647578 1.06606344 -0.95956124 2.17486388 -2.67635704 -0.38355361] Distance 9.367683411865155 Each least square approximations [ 7.02994346 1.05523882 -1.11782758 -1.46053132 -0.22268054 6.04464898 -3.55803949 -1.79350636 3.19173224 0.91901494 0.07076192 1.36429335 -0.91945698 0.96615812 -0.38496662 0.49440529 -0.21072593 -0.1622229 0.87132374 0.10717642] Distance 9.912412120447625 Each least square approximations [ 8.2025283 -3.18776602 -1.98308876 -1.15806224 3.96283521 3.14601223 -0.93151879 -3.99978727 -0.34283402 1.24156953 1.37005187 -0.32975723 -0.36449752 -2.28356755 -0.15774998 0.47310458 -1.3211254 -1.66923986 0.00912934 0.89492153] Distance 8.98824541900889 Each least square approximations [-8.58329335 -3.65069551 -3.21232869 -2.35050588 1.61011539 1.16517905 -0.02605199 1.2614773 -0.02509968 -0.81111551 3.00539089 3.56392106 0.74969611 0.49799816 1.44185781 -1.66187017 -0.57729455 2.47883905 0.37333828 -1.39668281] Distance 8.691895439649304 Each least square approximations [-1.24498101e+01 -4.66872739e-01 -3.42823194e+00 -2.47911707e+00 2.16166165e+00 1.87528006e+00 -6.27268103e-01 2.31143372e+00 -7.63868278e-01 1.79181054e-01 -3.55639718e-01 2.37656967e+00 -2.08385850e+00 4.24631385e-03 -2.75956896e-01 4.46192337e-01 -7.97981572e-01 -1.34341188e+00 3.85758267e-01 -7.85518373e-01] Distance 4.39220030651395 Each least square approximations [-9.51237978 -3.09570127 4.3947842 0.84143437 -0.42752492 2.32076408 1.30235405 -1.27223754 -0.92461275 2.35571829 0.88530594 0.10707832 -1.89230943 -0.86943115 1.91035478 0.71630851 0.2964598 -1.83594807 0.34850233 0.43077923] Distance 8.49164853152111 Each least square approximations [ 7.63880653 -2.47954517 3.72018039 -0.53507844 4.05542417 1.63505361 -1.37826714 2.18828405 -0.43044462 0.64557144 2.1743431 -2.20947939 1.21683753 -0.04341884 -0.44379252 -0.50893139 0.93831461 -1.94539539 0.31270153 -0.08656759] Distance 9.959558922221047 Each least square approximations [ 9.20931166 4.09872772 -1.08015824 -5.05969105 0.9957805 1.01556648 0.28200984 -1.92783803 -0.03660386 0.29658148 0.52353076 1.18242669 -0.7574002 1.9725403 -0.11163447 1.20137169 -1.42284004 0.25691523 1.2160987 -0.82421464] Distance 8.626649236968186 Each least square approximations [10.20048694 -1.25744702 -2.75772277 -1.80102618 -0.3564577 -1.56175196 0.01186359 -1.44951119 -1.33817058 4.08147984 -0.83158668 2.36240602 -1.35204799 -0.98619009 -1.06019804 1.81341801 -0.60889657 2.63813764 -0.4315219 0.39483683] Distance 7.73254580515962 Each least square approximations [-11.30129376 2.00761328 -0.19102331 4.34292858 1.14819253 0.90673642 0.56840852 -0.41797258 1.94009135 0.63945144 -2.36801538 -1.03410574 1.02911605 -0.19801985 -1.63295181 -0.80660472 -0.64387871 1.35501539 1.53115104 -0.58591866] Distance 6.8598665471258045 Each least square approximations [-6.1519382 3.78760575 -6.52611751 2.5355889 -0.18511544 -1.93366695 2.22100432 0.37555772 -2.8548255 1.90448376 -0.59802952 -0.62094695 1.01971212 1.36016266 -0.52179312 0.66761057 -0.46989883 2.32388118 0.07501476 -2.41951436] Distance 9.170624053819358 Each least square approximations [11.43416247 0.08451804 -2.61938997 0.58631971 -0.2826981 3.83050513 -1.61675135 1.78945439 -0.60331924 -0.61001568 -0.71841671 0.55485207 0.94437044 1.65373544 0.14132974 1.60710834 1.24587025 0.44658118 -0.61359675 1.36939987] Distance 7.17317942810065 Each least square approximations [10.07062823 -1.02999349 -4.19078327 -0.96197708 2.42074652 1.68696247 -2.22864959 -1.83507514 0.81509778 0.76802234 1.63260626 -0.5341868 1.35550246 -0.19855178 -0.9974072 -0.52460104 -0.52242414 -1.1359237 0.66057171 -0.27941928] Distance 8.621605594767473 Each least square approximations [-10.41067283 -3.82122419 -3.64847106 0.66915464 0.60542658 0.93631451 0.15296096 0.9953453 0.01784776 1.58245066 3.05705132 2.87860987 -1.29337395 0.29525681 0.14936838 -0.31927641 -1.29961307 0.90556538 1.63496719 0.9585003 ] Distance 7.3923259314042316 Each least square approximations [-11.16738208 6.35104233 -2.15158546 -1.64078041 -1.06448115 -2.66280376 -1.78726768 1.02294848 0.06573671 0.68818489 0.41684269 0.43193551 1.61490194 -0.38445408 0.66731372 0.27257463 -0.1126319 0.30517145 -0.37322702 -1.46829403] Distance 5.515590749152704 Each least square approximations [-9.97501148e+00 -1.91833939e+00 3.99718927e+00 -9.90400459e-01 -3.48910626e+00 7.15858062e-01 -2.02488127e+00 -8.61955511e-02 -1.75040395e+00 1.27858975e+00 7.43766586e-03 -2.17175082e-01 2.97696974e-01 -1.65207300e+00 1.18226607e+00 -3.37251651e-01 1.07064955e+00 -1.35304745e+00 1.04836328e+00 -9.35204554e-01] Distance 8.414812485456578 Each least square approximations [ 8.32637752 -1.74967769 4.69612912 -2.71610828 3.39732941 1.13995398 -2.27372368 0.04145885 0.41473465 1.5129931 -0.25748407 0.20891808 0.61611422 1.25250472 0.46887617 0.63107398 1.34883286 -2.98980623 2.58629722 0.82931045] Distance 8.869166292365787 Each least square approximations [11.49601366 5.91244681 0.78672983 -1.75299423 1.50562634 -2.95969151 -1.10686768 -0.05369512 -0.60288566 -1.95006127 -1.33021045 -0.73532006 -0.68759949 -1.69882769 -0.63701556 -1.02423933 0.93039997 -0.40027779 1.27487075 -0.30714577] Distance 4.9669706710061785 Each least square approximations [11.86978042 -3.49902572 0.06670527 -2.27266104 1.51795744 -0.03278228 1.63140978 -2.4496308 0.69755014 2.26980342 0.15489302 0.08569037 0.40846591 -0.21556632 0.37916396 0.01524122 1.58303157 -0.15479754 -0.0892154 1.05534954] Distance 6.54352152994824 Each least square approximations [-13.47105462 -4.84349824 -0.08357749 0.82878868 -0.09215456 -0.30522731 -1.61428813 0.46198192 1.19718316 -1.60233881 0.57242491 -0.92754189 0.27381591 -0.23051571 0.99840149 -0.9110824 0.7060461 -0.82432801 0.27959754 -0.09495293] Distance 2.1944768037832154 Each least square approximations [-5.4731377 5.62229582 -4.79946162 3.5647995 1.40204824 -1.96532973 2.36220875 0.5678662 -1.70318752 -0.27914395 0.18330733 -1.08734602 -0.23642232 1.38917177 -0.32813772 0.52795806 -1.33298119 2.15723423 -1.99831151 -1.25534998] Distance 9.599899897111927 Each least square approximations [ 9.18841604 -1.38791619 -2.38501562 0.68263484 -0.56433722 5.89836596 -3.83755699 -0.69918518 1.24989969 0.47542106 0.46455768 0.45443228 -0.28970562 1.81825391 0.8637297 0.37004512 -0.5168388 -0.58076366 2.11614501 0.30800271] Distance 8.07898466363668 Each least square approximations [ 8.64136801 -3.10537467 -3.32070488 -0.78077129 2.53313677 2.016332 -2.09414354 -3.40971841 -0.26602475 1.58482639 0.56879533 0.709668 -0.01831409 -1.31463305 -0.20444805 -0.30135115 -0.07943958 -1.20378341 0.72456053 0.82323836] Distance 9.4544789279702 Each least square approximations [-8.93316806 -4.04339966 -3.31133805 -0.02103989 0.65809753 2.35144133 0.56248181 0.92411249 -1.1857785 0.11408209 2.31310353 3.41875335 0.3400471 -0.30100294 1.09745264 -0.67858861 -1.41068089 2.37949639 1.44647212 -1.10483557] Distance 8.615170204256113 Each least square approximations [-12.09178795 3.41195058 -3.67325055 -3.43842772 -0.17506426 -0.41768669 -0.18261167 1.24173242 -1.78902184 -0.94567462 0.6793813 0.84293823 -0.23345317 -0.47504049 -0.0878751 -0.84789575 0.14021378 -0.88117471 0.62583371 -2.22209978] Distance 4.734487418425186 Each least square approximations [-10.07412777 -1.75477857 4.46568359 -0.44913698 -1.40839839 1.85983014 0.58417347 -0.4508128 -1.80470456 1.91564319 -0.60420894 -0.06157118 -1.36769613 -0.32963469 2.80607457 1.55022458 1.22129078 -0.5013174 0.89058066 -0.56954861] Distance 8.164102450437506 Each least square approximations [ 8.24457917 -2.01345002 3.18498832 -0.8185738 4.27153504 1.83989364 -2.10401263 2.12186648 0.0367391 1.65638217 1.09754547 -2.46918129 1.19637038 -0.39042673 -0.60882975 1.38054366 0.97214265 -1.82580493 1.74840426 0.33523621] Distance 9.219925632545428 Each least square approximations [ 9.86429361 4.7400039 -0.39623067 -4.39093164 1.56452139 -0.72033128 1.19937374 -2.67651728 -1.51958956 -1.9543815 -0.1653873 -0.16159041 -1.01611675 1.19895525 -0.64124823 -0.11529663 0.52439089 0.90415891 0.10103825 0.55767858] Distance 7.648196319946003 Each least square approximations [10.49852533 -3.43889863 -0.66222244 -2.28275131 1.05371264 -0.44288034 -1.36227539 -1.44629637 0.72465204 3.31329442 -0.8012024 1.13969604 -0.38421844 0.48019888 -0.77943554 0.42010735 -0.4350788 0.68791084 0.7540124 0.34412939] Distance 8.417791994051864 Each least square approximations [-12.11954304 -1.01371185 -0.81218273 3.78911139 1.41581578 -0.84791979 -2.69129266 -0.67505768 0.9588104 0.0769932 -0.78672856 -0.64489714 0.59900657 1.10188767 -0.13513343 1.06423299 -0.05004734 0.01279388 -0.49109346 -0.10024836] Distance 6.440137723624666 Each least square approximations [-5.17701553 3.65002731 -7.38422636 3.9980359 1.7889595 -4.95342725 3.22276582 2.40105203 -0.89334655 0.5061597 -0.2429889 0.70707363 -1.27662635 -0.42415779 -1.03977218 1.12267751 -0.86006374 1.41977669 -0.73130487 0.70631932] Distance 7.697626550461191 Each least square approximations [10.41299066 3.38243821 -0.47198782 -1.45445766 0.86895422 4.90249291 -2.79561561 -0.80166514 1.67264685 0.20550679 1.23288183 -0.04307618 0.35626391 0.94823686 0.16577985 0.74523477 -1.17015163 -1.10353432 0.3001109 0.39629577] Distance 7.685597352815852 Each least square approximations [ 1.04872059e+01 -6.69078202e+00 -2.49436895e+00 -3.65664595e+00 1.11578351e+00 2.07347174e+00 5.79093416e-01 -2.38796452e+00 -4.31480539e-01 -1.16558539e+00 1.96193760e+00 6.13642817e-01 -1.26703602e+00 1.02354930e+00 -4.45795897e-01 -3.53714273e-01 -1.14490549e+00 -9.76621869e-03 -8.28912657e-01 -2.27689355e-01] Distance 5.158512893159142 Each least square approximations [-8.37010101 -4.15243112 -6.28550574 0.33539244 2.82942263 1.03622281 0.45085254 1.15752606 0.97032378 -1.78718449 2.75076353 0.38433983 -1.50696917 -2.06023428 1.1796079 -2.37759611 -0.49851857 1.78571049 0.25528355 -1.5988757 ] Distance 7.370061711784044 Each least square approximations [-1.16303034e+01 2.05319041e+00 2.97773521e+00 -2.38369086e+00 -4.90810518e-01 1.94154597e+00 -2.34903714e+00 -9.83546142e-01 8.30685705e-01 9.42705524e-01 -8.08436732e-01 -9.42155681e-02 -5.06175753e-03 1.07964699e+00 2.22965442e+00 1.52899036e-01 7.03375360e-01 -1.05409463e+00 4.69999100e-01 5.32027834e-01] Distance 6.9494470190180575 Each least square approximations [-8.12957343 -2.74777688 7.37934098 -1.79819872 -2.51583666 3.04419389 -1.95190024 -3.03095834 1.24935717 0.07766009 0.48822822 0.19088736 -0.26865222 -0.40947905 0.3203276 0.3793798 0.51898592 -0.09452179 0.45411384 1.41055688] Distance 7.655493171672644 Each least square approximations [ 9.08958488 -2.15647123 4.50762345 -4.02641792 4.35138625 1.63808162 -1.03796402 0.85282814 0.85310433 0.43764819 0.78315614 -0.89345406 0.73699626 -1.9361926 1.46393404 -0.51306797 1.60100546 0.28554117 -2.35299544 0.38135383] Distance 7.664870794087342 Each least square approximations [ 8.93376079 4.4028051 4.62553607 -4.49466478 3.46209448 1.45162417 1.64960668 0.19461519 0.30387535 -0.80701157 1.90938222 -0.32355722 -0.50155204 -0.21847949 -0.51522895 -0.34051987 -1.40149978 0.65936478 0.85687023 -0.76295178] Distance 7.53615852372558 Each least square approximations [ 9.18693292 -4.3048648 0.12374958 -5.41314698 1.08496089 -2.35515284 -0.62014355 1.11568126 -1.81694501 3.00217707 0.80630511 -0.34023462 -2.07013853 1.01095411 -0.05830819 0.5273169 0.96761934 2.16892427 -1.73026819 1.76116475] Distance 7.233459207382431 Each least square approximations [-9.62554093 -2.15851105 5.13151251 4.50049655 -1.07510486 2.07892504 -1.58481868 0.81518583 1.54485287 0.85062706 -1.25451203 -0.17603184 0.63914148 -0.31531868 -1.70797527 -0.06121601 -2.33728898 0.48805778 -1.17291877 -0.24915245] Distance 7.449610624326002 Each least square approximations [-2.99938842 2.41432961 -3.81939077 2.68235929 -0.95443456 -4.6109093 -1.46723469 1.01009753 -1.75693957 0.48426753 0.60369513 -0.27524151 -0.31616463 0.98936613 -0.58795662 1.79106604 -2.75301845 1.59919582 0.12012147 -0.7371498 ] Distance 11.022279925242291 Each least square approximations [ 7.84600903 -0.46715023 -3.28488143 -3.18787687 -0.85608546 0.99863466 -1.66858746 -0.48584671 -0.68092135 1.90402285 -0.36765393 -1.37106856 -1.7668959 0.50255852 -0.86015401 1.72813045 -0.81170676 2.12839515 -0.85854703 -0.44303348] Distance 9.783816828455434 Each least square approximations [10.87573198 0.80539549 0.26570286 0.27178622 -4.35636012 -0.69803896 -1.62124944 0.22920845 -0.1757409 -2.82473655 -2.73941707 0.11813294 3.03631029 0.40507566 0.56934191 -1.05079077 -0.0415293 -0.20043842 -1.18666845 1.33596962] Distance 5.633467442790245 Each least square approximations [-6.013104 -3.06473644 -2.1470748 -0.52345044 0.75942874 0.87092512 1.14730944 0.40225329 1.37499503 0.39293197 1.18629948 -0.78446065 -4.35365464 -2.08009976 -1.50488771 1.07765865 -4.05947423 -1.04063119 -2.43023532 1.1344601 ] Distance 9.68267202728692 Each least square approximations [-5.90371956 3.96901562 1.59828734 -2.36117389 -2.10058719 -2.22052388 -0.85574926 -3.97583879 0.89057828 1.28934188 0.01789063 2.29293418 -2.31673 2.28901477 1.01234448 1.35367576 3.04036427 1.16853053 0.02529281 0.16266157] Distance 9.27891560282113 Each least square approximations [-5.56828103 -2.31718274 3.37688444 0.16933324 -2.23974994 -0.37112018 -3.43157556 -0.13493804 -0.58805886 -0.52255641 -1.02935392 0.43863469 3.97781911 0.43174719 -0.46914705 -0.35786558 1.07254424 0.0827228 0.98153502 -2.6515298 ] Distance 10.506982587486418 Each least square approximations [ 7.47309896 0.30879261 3.23034912 -2.42363886 1.09686976 -1.64058018 -1.22035025 -1.21241325 0.90435164 -1.69344642 -3.55813444 -1.65071897 0.39617717 -1.56110863 1.03127247 -0.2424622 0.27567812 0.16597104 0.55937748 0.12583416] Distance 10.010325668186105 Each least square approximations [ 7.00052732 3.07151737 2.21280907 1.75323305 3.04724313 0.02485927 1.02660665 0.36894835 2.10997026 -2.35963691 1.12025014 -0.74170714 -0.85030191 0.6685201 -0.30735735 -0.53640448 -0.17671836 1.58790215 0.07025075 -0.40396643] Distance 10.466395380362044 Each least square approximations [ 6.83871744e+00 -2.58222867e+00 1.43862143e+00 -2.67981133e+00 -2.92545627e-01 1.62148898e+00 9.58758147e-02 1.57698641e+00 2.03095840e+00 2.18657984e-02 2.08634567e+00 -7.60883462e-01 -1.07417205e+00 -2.99514179e-03 -1.66078194e+00 9.24374746e-01 8.05959914e-01 -1.89398650e-01 -1.47359892e+00 2.36775454e+00] Distance 10.599385132541293 Each least square approximations [-6.40781928 -4.52906116 1.96389583 -0.27105703 -1.06290843 1.48080687 0.02345318 0.66745788 -0.13619438 1.93898474 -0.15055748 2.35983984 0.16091857 1.04919595 1.16158551 1.94245095 -0.07437291 2.6152017 -2.17144602 0.0117674 ] Distance 10.299569726890233 Each least square approximations [-11.15725737 -6.22494922 3.57245442 0.59729917 0.33503624 -1.4913796 -1.1129647 -0.99707399 0.32175801 -1.18543698 -1.23537359 -0.74547692 1.42412019 0.185377 0.03004408 -0.038002 0.40862724 0.22695206 0.39221329 -0.41280893] Distance 3.6716296928457823 Each least square approximations [ 0.92390928 0.59418972 0.98366384 -1.12458779 -2.3221654 0.28525885 -1.1002875 -1.20720516 -2.71629572 -1.3677019 -2.82924376 -0.59542483 -0.03061496 -1.06004459 0.67663984 -0.38444461 0.39405589 1.30272262 2.03986047 -1.08133476] Distance 12.747558415213119 Each least square approximations [ 3.51909941 1.90220685 3.06846325 -0.09290821 2.55059748 -5.00481512 0.51586124 -1.4320729 3.53065347 2.56301122 3.47240866 1.24667704 -1.92805769 1.95541113 -0.01314815 0.51219799 3.56774344 -0.85421993 3.33692218 -0.12181693] Distance 8.731922331354264 Each least square approximations [-3.408824 0.57957772 -0.03660753 -0.03426332 -4.9531745 -0.31079831 3.1873733 1.74354494 0.91154219 -2.5096304 -0.05346037 -0.99326218 0.94974919 -2.37297729 -1.67227543 -0.59438244 -1.663551 -0.52251052 0.55484465 0.32139351] Distance 11.382471623166227 Each least square approximations [-1.38687684 -1.75986399 1.02773172 0.12518482 -0.90053513 -3.94916977 -1.25020775 1.4704276 -1.691814 -1.70593265 -2.90507526 1.3095319 1.70442546 -0.36320565 2.19665659 1.44462908 1.29238545 1.34639843 -0.13995248 0.54306086] Distance 12.029292752135737 Each least square approximations [-4.92573052 2.24131806 -2.85137921 2.63243066 -0.27597008 3.97961281 -0.04060432 4.55194754 2.90710945 -0.0343421 2.3248369 -0.20602934 1.72344876 -0.64458951 -0.59695681 -2.1432801 0.87229809 1.29671099 -0.18562088 1.6395213 ] Distance 9.603116294647787 Each least square approximations [ 4.90800567 7.19093289 -2.15820313 -2.29383934 -1.20005309 -1.52314568 0.78731555 2.07605534 -2.06948078 -1.61837927 1.04443257 0.96511278 -0.50424795 -0.23811025 -2.18536957 0.88224554 1.07013787 1.67793871 -0.84949646 -0.2781772 ] Distance 9.308350712066494 Each least square approximations [ 1.75735518 0.40894461 -3.8992222 -2.51297038 1.7269501 0.37843467 -3.55344375 0.6748545 0.43376362 -1.07823042 1.34906813 -0.85302673 2.15147451 -1.3815072 -0.80090834 3.52300868 2.44923228 -1.23932408 -0.58184116 1.87475844] Distance 11.168831418633879 Each least square approximations [ 2.58665258 2.6032735 -1.40724404 -1.79283072 1.4995099 0.71465566 -1.22356066 -4.32317617 1.32339922 -1.75370903 0.18239803 1.33572541 -0.28875795 0.37944512 -0.61134271 1.08736003 0.62204429 -1.41874068 -0.31905048 -0.79371527] Distance 12.14224365933047 Each least square approximations [-1.81875185 0.353704 -0.07918106 0.07049748 -1.78752219 -1.70955885 1.76373427 -0.51533564 1.19108752 1.87758496 1.04251435 -2.73485822 1.46645714 -1.50752253 -1.04404718 1.66122158 2.48950751 -1.5416823 1.23429655 1.80831066] Distance 12.349599307913671 Each least square approximations [-7.53573981 3.6573068 -4.01581023 1.78704413 0.82887711 -3.09608844 3.74383703 3.13746461 -0.69037601 1.46931901 -2.44859141 3.08651772 -0.63427687 -3.6171264 0.37336696 0.55098069 0.37972662 -0.10981568 -1.45739022 0.0765358 ] Distance 8.0129074200395 Each least square approximations [ 7.57822597 3.02572443 1.38795501 -0.12822545 1.34976213 4.51641762 -3.69245966 -2.71929759 -0.05876874 0.54110751 0.13476865 0.45043391 0.16285121 0.76498934 0.45260034 0.12969677 -0.43354504 -1.83839811 1.43985357 0.47397869] Distance 10.15890758556642 Each least square approximations [ 6.8381026 -2.28286278 -2.74956214 -4.51225618 5.26523561 -1.53762863 -0.29966206 -0.35686951 -0.18970736 -1.45791298 0.55126715 2.23205455 -2.093951 0.85657416 1.02293826 0.46217937 -0.39925078 0.45629167 0.45581757 0.13428545] Distance 9.878292437709804 Each least square approximations [-9.31192627e+00 -3.20549245e+00 -3.81621436e+00 2.85731611e+00 4.80281136e-01 -9.31744520e-01 1.95854130e+00 -1.06392942e+00 3.19870083e-01 -9.97979327e-01 3.34233677e-01 1.80828635e+00 3.22473550e+00 -1.75494542e+00 -2.27906689e-01 -2.17271829e+00 1.04223613e+00 1.41634324e+00 -4.48839133e-03 -8.33527537e-01] Distance 8.360370788584168 Each least square approximations [-10.20335457 -1.79981359 0.70010627 -3.01563007 -0.58746281 1.33636125 -4.35803945 0.11717678 -1.31759096 1.09195475 1.04752029 -0.71615749 2.3666621 -2.81632002 -1.87704257 0.06528457 -0.32741088 0.85077221 -2.3035402 -0.99744822] Distance 7.442811899763501 Each least square approximations [-8.81932814 -0.0192094 4.32633349 -1.70364295 -4.30514678 2.79915323 0.67087076 0.1998898 2.59276054 -1.01964981 -1.65813923 0.17310403 -2.0103606 -1.1719144 -1.924157 -0.10441814 -2.02086644 0.22137167 1.57697426 0.95205653] Distance 8.290946510438323 Each least square approximations [ 7.4776974 -2.29535318 3.12481517 -2.63525425 4.54121545 1.5745426 -1.02858398 0.94055483 -1.26975198 2.33747136 2.30908567 0.46476811 1.1771257 -0.47522385 -0.81145872 -0.66428211 -0.57816821 0.68951541 -0.44470396 2.48286143] Distance 9.836179157096097 Each least square approximations [ 8.19852539 0.21972167 1.6434864 -6.20805577 2.75213738 0.50365903 -0.69934258 -1.03745135 -2.68319235 0.8806784 3.13684759 0.55414546 -1.56870249 -0.49640491 -1.77860976 2.66804813 -0.42207488 -1.02585589 0.51884022 0.96786235] Distance 8.411279765795237 Each least square approximations [ 8.07682174 -2.49210103 -2.11021717 -3.52079206 0.0157156 -4.57060996 -1.02171702 -0.77502035 -0.41392745 2.27979728 1.83289037 0.61874316 -0.73778375 -1.04160245 1.01948276 1.58529658 -0.1639133 1.76495876 -2.11696944 -2.73246924] Distance 9.054446853467464 Each least square approximations [-8.62988014 0.55631051 5.24321678 1.7356417 1.6547554 -3.02094562 -2.11912737 0.45574117 4.43802164 2.66262352 -1.42598931 -3.03903054 -0.75798648 -1.25415254 -0.51070088 -0.91956538 0.63985263 -1.50666609 1.50209787 1.90464799] Distance 7.104424557318005 Each least square approximations [-12.95809391 -0.22212763 1.12759813 -3.13538115 1.41949705 -0.57311133 -0.2911908 0.81143209 1.07675204 -0.59112516 -1.46053352 -1.30001279 -0.97240455 1.27656709 0.97548681 -0.08415947 0.94214603 0.1069042 -0.41819507 -0.58410545] Distance 3.467991870502298 Each least square approximations [ 3.24656819 1.1971488 1.17694684 -1.86887981 -1.52013446 1.6830036 -2.58612039 -1.31911661 -3.2466782 -1.15745707 -3.37794196 -0.47932515 0.30990491 -1.13253845 0.62668904 -1.01647793 0.84767361 0.9207641 1.74084341 0.09158718] Distance 11.962640022891355 Each least square approximations [ 5.85563033 2.51330105 0.81903303 -2.35260064 4.37595267 -3.61658588 1.8269637 -1.09054147 1.34666426 3.02051143 2.96125083 0.94806406 -1.66602288 1.15138805 1.21541056 -0.17960944 4.68698255 -0.41420607 2.57800909 -0.51020257] Distance 8.101261119175906 Each least square approximations [-7.28639541 1.19946125 -0.77496388 0.97260883 -4.55685283 -0.50935311 2.15920766 0.80226509 0.67836234 -3.71777678 -0.98785969 -0.3361419 0.93242576 -1.91111695 1.56897401 -0.32268811 -0.33697238 -0.7577659 0.43390461 -0.32330021] Distance 9.930369477983444 Each least square approximations [-4.90833126 -2.5786242 0.75355 -2.55121826 -0.42800405 -4.00435208 -1.23158456 2.10728979 -0.3449958 -0.68585306 -2.01690464 -0.84422536 0.08680305 -0.93719735 1.21225818 1.44288921 0.62971391 0.53623006 0.02537186 -0.39509115] Distance 11.567927393979586 Each least square approximations [-7.70819845 2.61273436 -1.44295417 -0.34520064 0.34644862 4.0584635 0.39228111 3.1102176 2.45994311 0.04791902 2.47473294 1.4158685 2.13719646 -2.04122535 1.00776305 -1.82510364 -0.17940031 2.3373363 -0.53927433 1.67717506] Distance 8.586810017587208 Each least square approximations [ 7.94564925 5.80791928 -0.92460549 0.48502144 0.79817368 1.72183044 0.43332124 1.94044581 -2.93526865 -0.2318885 1.01202273 1.71996544 0.15224726 -0.24370433 -3.25860311 -0.31029107 0.04083271 0.79255372 -0.07444955 -0.0312311 ] Distance 8.652296569564033 Each least square approximations [ 4.56022745 1.28123141 -1.57476625 -2.9813591 1.63514075 0.73752553 -4.26728363 -1.47538157 -0.10265326 -1.19468882 1.58229928 -0.60792146 1.29484752 -1.27071171 -0.46655395 3.80150727 1.94254285 -2.87608925 -0.86169481 0.63380203] Distance 10.563494745854916 Each least square approximations [ 6.03631497 3.56719809 -1.98988742 -3.74393996 2.84875561 -0.07134937 -2.45346826 -3.38535983 1.09050493 -0.58813093 -1.54192574 1.08559361 0.3149815 -0.53457795 0.91282379 1.1228656 -0.17719218 -1.78232176 0.96183577 0.06800129] Distance 10.00054033716835 Each least square approximations [-4.894646 0.27978285 0.39595014 1.70538336 -1.67903469 -0.9442829 1.89647676 -0.28291764 2.65938241 2.8048145 -0.66703971 -1.76460931 0.81256713 -1.94198457 -0.70170508 1.06039511 1.34764633 -2.79667734 1.77639349 0.91283719] Distance 11.480283806734088 Each least square approximations [-9.6920588 3.84360571 -1.62954076 0.34406374 1.60652071 0.31730673 0.14773715 1.74097462 0.51774113 -3.15128606 3.48894237 -0.20413416 -0.76360492 0.14107835 0.79216987 2.69770336 -1.43765735 2.59676372 0.96736894 2.24603131] Distance 6.59645798983089 Each least square approximations [ 6.995456 0.99182465 0.09349429 -0.32082142 -4.19798102 2.70399387 -1.53933211 -2.66125977 -2.11443647 1.33058193 -0.70194747 -0.5914171 0.35433597 -0.66872095 -0.78847088 -2.26470904 0.91663575 0.81597259 1.17030268 0.42665261] Distance 10.274209299823552 Each least square approximations [ 7.9316687 -0.24503644 1.02191577 -4.22204675 2.72150441 -1.88039194 -0.88953981 -2.03930541 -0.10832431 3.56983543 0.13245018 1.44721982 -0.13289819 -0.35267376 0.90327818 -1.3064449 2.07054667 -1.05550343 1.34773531 -0.05351492] Distance 9.162741362180812 Each least square approximations [-8.06122771 -1.54437189 -2.87291632 0.11877175 -2.19301651 0.34715016 -0.54704019 0.44157568 -0.44636654 -1.08940975 -2.89056334 -0.12094474 1.51466598 -2.40333321 1.163234 -0.42644454 -3.38621204 1.15407689 -1.04576981 -1.19484298] Distance 9.523722557379084 Each least square approximations [-7.9816589 -0.46559925 2.08487442 -4.85317031 -0.91484649 -3.28271013 1.2365974 0.37383342 0.68119871 -1.93941886 -0.90891135 -2.46107503 -1.2309801 1.21044296 -1.20517799 0.92304233 1.26864955 0.59198582 -0.66565292 0.32987774] Distance 9.07918488047707 Each least square approximations [-10.4221992 0.51574006 1.70698926 -1.18023743 1.5979679 0.56425749 1.46767361 -0.08585341 1.25946635 -1.08707734 0.14550387 0.26800402 2.64205233 0.27429314 0.40203225 1.56287738 -1.47621727 1.47550366 -0.56299208 -0.86745625] Distance 8.382569346432774 Each least square approximations [12.32937469 2.73139626 -4.30512101 1.32254898 1.99202991 0.99384732 -0.98977367 0.35269221 0.19975423 1.73373206 1.3441709 0.2707574 0.42076131 0.60108975 0.9302608 -0.09340272 0.09549758 0.02995794 -0.26080054 -1.29202267] Distance 3.5411333748904212 Each least square approximations [ 6.79488062 0.39315368 0.70768698 -4.14659325 1.13975256 0.33555892 -1.43887946 -4.32091129 1.53556702 -0.19107788 1.39852 -1.1271435 1.23564353 0.37139146 -1.41170206 0.23889894 1.03049937 0.33197675 -0.15149417 1.01644786] Distance 10.426234469765397 Each least square approximations [ 6.73260623 0.66126317 -2.63554312 -5.77705638 1.34668536 -0.27949873 -3.182328 -0.98293513 2.94896631 0.31208028 0.82198141 2.94309072 -0.91555233 1.90258304 2.30418113 1.98948588 -1.39612553 -1.02070116 -0.80142866 1.13068665] Distance 8.40257882724248 Each least square approximations [-6.75527308 0.16466499 0.69549419 3.72821014 -0.14635451 -1.90174927 0.28130244 1.94102951 -1.36853576 3.58374563 -0.58818917 -0.58744535 -2.31213002 0.22741706 -1.04189496 2.18163119 -0.52948226 -0.14104611 -0.83158094 1.29928462] Distance 10.468225050475189 Each least square approximations [-6.56180857 5.04003536 0.01202731 0.92780239 0.20686388 -3.11224448 3.56157372 -0.98077813 -1.20599742 2.25750151 1.2037496 2.73369552 -2.49713884 0.83801206 0.30796771 2.08761873 1.01887733 4.3871023 -2.56124901 3.05191083] Distance 7.697134517738691 Each least square approximations [ 4.39020998 1.24910584 -1.61704651 -1.15087075 1.00801934 4.66552342 -2.25606877 -1.7773574 1.62478107 0.21538639 -0.23781769 0.84315843 -0.06474541 1.4867966 -0.01786701 -0.29944468 -0.32205772 1.83501027 0.14913869 0.13275729] Distance 12.242936095028432 Each least square approximations [ 8.80166515e+00 -6.55438311e-01 2.54500008e+00 -1.05472793e-01 4.47427700e+00 2.88248704e+00 -7.16669646e-02 -2.58100556e-01 -2.56644494e+00 -7.48054973e-01 -8.52303572e-03 9.01757598e-01 -7.73681466e-01 -1.95436047e+00 -3.27774102e+00 7.20607323e-01 6.52347157e-01 6.31776533e-01 1.25596312e+00 1.88690741e-01] Distance 8.723507773132614 Each least square approximations [-6.16725701 -3.05589109 -4.35696877 -0.42375966 -3.25623478 -0.30251875 -0.53968187 -1.50948508 1.6375035 -2.57184458 -1.17995677 0.52777266 -1.54565403 0.10101733 2.47962332 -1.11507048 -0.5799591 2.0881911 -2.69040321 1.55313431] Distance 10.002929715643864 Each least square approximations [-9.03467842 -2.83031148 3.37255197 -2.38009353 3.79796699 -2.00426469 -2.53132381 -1.33005804 -2.25356856 -1.07804399 0.80398671 1.24948419 -3.17720632 1.57003062 -1.50637274 2.94311838 0.39682536 1.00970363 1.72243223 -0.70792854] Distance 6.714696370864978 Each least square approximations [-5.86684039 -0.2900626 4.20875899 2.30767901 -2.80619043 1.90734311 1.02324786 -1.97176379 2.40875496 -2.60379545 2.11626411 0.88062346 0.95655044 -0.93692096 0.92261547 0.68890697 -2.12757284 0.19498739 1.82140591 -1.18909471] Distance 10.522515402930894 Each least square approximations [ 8.05574598 1.58132077 1.11828844 0.69398736 1.58764875 1.59931071 -5.14980109 0.8125532 -1.0123353 -2.04360886 0.14348449 -0.80000686 1.03996112 -0.48404594 0.65687408 -2.21231 0.38596947 0.27489498 -1.00382882 0.53292385] Distance 9.97787274256306 Each least square approximations [ 6.11059436 3.0180194 -0.38972215 -2.88753631 1.21807797 1.89632329 -0.95804361 -1.64581131 -0.48157807 2.12842546 2.37628257 -0.56516722 -1.3958316 -0.20967077 1.22945329 -0.36921968 -1.31416499 -0.11006378 0.45276491 0.61882786] Distance 11.602805426329185 Each least square approximations [ 6.15054033 0.37076013 -2.84085665 -3.2914371 -1.32837088 0.01694876 -2.65200612 -1.57954406 -0.97490597 1.3292809 -0.5695085 0.15953581 -0.80233778 -1.65718515 0.12621827 3.04662225 0.84187697 1.64720857 -1.14565174 1.31149091] Distance 11.162044239240126 Each least square approximations [-6.52864987 1.08100561 2.05870876 2.23831113 -0.03534764 0.04681235 2.20331569 0.98708094 2.22762662 1.46872312 -2.4473897 -0.80549698 1.38679903 -1.50276485 -1.36137005 3.11277881 0.07393792 -0.99485886 0.82119939 -0.0254753 ] Distance 11.177632240350327 Each least square approximations [-9.52409412 6.60579135 0.16914821 3.27323873 -1.10413793 0.21894418 -0.18515163 2.42347784 -0.19845504 -3.08609226 1.74418202 -1.25739587 0.3923225 -0.81690475 0.51345305 1.18866289 -0.95740625 1.4417628 2.34125097 1.66609549] Distance 6.218193146685521 Each least square approximations [ 8.07588109 -1.47816647 1.55278142 -0.32187272 -4.80873852 1.7564053 -2.95644111 -2.16529145 0.73110045 -0.14640106 -1.97902784 -0.13800652 -1.94864024 -0.94140869 -0.12222262 -1.75169256 1.42302638 1.44889982 1.24068584 0.94339677] Distance 9.512916462047 Each least square approximations [ 8.85263553 -0.29765125 0.9967674 -3.91964324 1.63688042 -3.45022799 -0.43026134 -2.37626361 -0.28326659 3.06158758 1.86820409 0.99389015 0.59177247 -2.56310361 0.20840271 -1.76165985 2.36385577 0.16923796 0.25873037 -0.64101126] Distance 8.575694391905138 Each least square approximations [-7.69445028 -5.65689256 -1.61512673 -1.12046597 -2.94534462 0.83406955 0.16887311 -1.0653964 -2.13595531 -1.59069037 -2.31529603 1.01979619 1.00337745 -2.80317322 0.83842568 0.48333298 -3.50789269 0.15862054 -2.56265967 -0.92386262] Distance 8.379508378660766 Each least square approximations [-7.68666501 0.13765953 2.70132037 -6.13496243 -2.29958929 -2.65191772 3.15141066 -0.09720683 1.46816334 -1.36564455 0.70182517 0.57066826 -2.08718185 0.75849552 -0.91167032 0.25231287 1.67343096 1.21924626 -1.31686105 -0.73287977] Distance 8.679945750969194 Each least square approximations [-10.05937188 -1.33306126 3.40872221 0.66585687 1.18543241 -0.51525043 2.19721009 1.97730308 0.66826164 -1.62052701 -0.01103502 0.89235446 3.70365988 -0.32170659 0.91459574 2.38734906 0.03491938 1.27240655 -0.35849923 -0.95673303] Distance 8.156984502419155 Each least square approximations [13.01323808 -1.38812343 -2.87454967 2.70400025 0.87986786 -3.35299958 0.25889467 1.48978595 0.144045 -0.76947572 0.33995501 1.08924222 1.48090813 -0.16524945 0.74425512 0.85717723 -0.39117792 -0.02418079 0.25554045 -0.77320605] Distance 3.387509489237883 Each least square approximations [ 6.34110564 0.64464937 0.41301552 -4.08622991 2.20596472 -0.06573182 -2.13668386 -3.7414966 1.34924199 -0.60423994 2.8711597 -1.9366402 -0.10451175 0.64736936 -1.11263719 0.56923612 1.59116137 -0.05938988 -0.41982871 -0.45839804] Distance 10.90155031655468 Each least square approximations [ 8.33863764 0.73728513 -1.72314579 -2.20658559 3.39730085 0.37706366 -4.60422937 1.04293785 2.5912984 -0.20250636 1.90084611 4.29750467 0.56453008 1.8971263 2.98167344 2.5393421 -0.36825316 1.13572163 -0.66486002 1.68189386] Distance 7.361356843351273 Each least square approximations [-7.04287030e+00 -3.28409448e-01 -1.86504774e-03 3.74822429e+00 -3.69842260e-01 -2.95088961e+00 2.61614624e-01 3.14323196e-01 -2.87856334e-02 4.48398791e+00 -4.36597152e-01 -3.75600660e-01 -1.73330461e+00 -2.80794372e-01 -1.96706634e-01 2.58197664e+00 -1.38580718e+00 8.05452172e-01 -1.20677396e+00 1.93880682e+00] Distance 10.396277308557456 Each least square approximations [-8.89017826 5.70403302 -1.58661208 3.83580155 -2.24579452 0.53715068 -2.03872242 1.54304249 -0.20539501 4.24646689 0.71862997 -1.81075615 1.80123892 -0.364135 0.01331297 0.94477383 0.5506103 -0.05701037 -0.13638293 -0.12744394] Distance 6.843360901195695 Each least square approximations [ 7.65281081 -2.32548522 -0.36681106 -0.94553606 -2.52997539 1.41142277 -3.06278018 -1.21237589 -0.39223613 -0.77708745 -3.98604474 -0.0876967 -0.8747796 0.08457264 0.98617487 0.30158512 0.92049034 -1.15840366 -0.07610422 -1.73055004] Distance 10.298499570220098 Each least square approximations [ 9.8173804 2.63068193 -1.26454925 -0.20420105 0.56632185 -2.98247437 -1.57744769 -1.00526265 -0.31675564 3.28496787 2.88717297 0.70296739 -1.83974917 -1.7762442 0.34201336 -0.48404075 -0.87984266 2.27870991 -1.57681296 0.55922058] Distance 7.806991224777823 Each least square approximations [-11.1438813 -4.50491334 -0.23926374 -1.62066434 -4.71465652 -0.29240683 0.98533439 0.53879007 -1.26745143 0.50301584 -0.86030969 -0.58671355 -0.04276172 1.67476182 -1.41428324 1.7112599 -1.12692088 0.60779632 -1.1235463 0.98869935] Distance 5.3560197132941685 Each least square approximations [-6.89678681 2.48253046 0.6733027 -4.19238283 -1.78988385 -1.94124444 -0.15563319 0.40309424 -0.69465765 0.24013515 1.37806205 4.26774308 -0.19100702 -0.64556046 -1.49176462 1.48352577 0.72502821 1.38389392 0.01504367 -1.35333343] Distance 10.25974266385058 Each least square approximations [-10.28105875 0.73548194 1.6262828 1.48836527 -3.27605819 -2.47910662 2.29066062 0.94245152 -0.92236721 -1.83690516 0.02488828 1.60988677 2.97543734 -1.3584628 0.59354715 -1.27746034 -0.35271493 0.55471194 0.79268849 -0.2810121 ] Distance 7.696068042414249 Each least square approximations [ 9.51728135 -1.48482548 1.78804764 1.47818315 -0.19602634 -0.47499905 1.40687483 1.75229233 -1.89448906 -0.85568615 1.11435352 2.47679679 1.25983811 0.45241417 1.31142001 -0.13904322 -0.09737359 -1.69679176 -0.16080399 1.73401831] Distance 9.452768773619242 Each least square approximations [ 7.26268549 2.56048471 -1.51833229 -1.74451853 2.09182747 -2.26263518 -1.88681339 -1.10225936 1.22247746 -2.80105038 3.36981756 -2.71424109 -0.1526316 0.57826149 -0.94240106 2.48818206 -0.16204828 -0.1629319 -0.17584848 -0.62088375] Distance 9.954558575338691 Each least square approximations [10.07328718 1.11428795 -4.03571351 -0.78940643 4.23532793 2.50014642 -1.67242765 -0.78225398 0.25378029 -1.92774281 3.12560965 0.79925303 -1.12984528 -0.11433822 0.49513073 0.83680317 0.69615025 0.33214486 -0.55491637 -0.63565665] Distance 7.002337044078472 Each least square approximations [-8.23822347 -1.79888395 -1.1284347 1.12310836 -0.60466447 -3.14971997 -0.60847187 0.43748634 3.11454879 2.48536278 0.3476942 -0.49267009 2.02063123 -0.93490732 -2.28982509 -0.1657179 0.48611528 0.45847573 -1.80070325 0.15823644] Distance 9.965648548103884 Each least square approximations [-5.05908551 3.10713693 1.87009915 0.12804 -2.71673788 -1.63434063 -2.04714656 1.73639073 -1.71890648 1.99021244 -0.71916892 -2.01335001 -2.04029167 2.00681584 0.96969987 -0.47741547 -1.23867967 2.85781509 -1.04452469 -2.01883242] Distance 10.656727676623428 Each least square approximations [ 5.25519945 -3.55649163 -1.90699471 -0.26991928 -0.6601453 -1.15718743 -0.77528286 0.42760065 2.93590171 -1.51578302 -1.80615249 1.40719246 0.56224734 0.35097938 0.19689437 -0.34624967 0.35282775 -0.69573863 -0.39533379 0.20982729] Distance 11.882688171062776 Each least square approximations [ 5.83467242 1.70228675 0.66881838 -0.08570031 -2.18982399 1.20563156 1.27874613 -0.57101149 1.39674667 2.64252722 3.54012728 -1.2395028 1.25166639 -1.91056756 0.71021023 0.64671983 0.27381144 -0.79864317 1.59562372 1.74248556] Distance 11.14698475239196 Each least square approximations [-4.26950672 -2.32417006 2.42804142 -3.68304874 -0.97237918 0.66361188 1.22683417 -0.8512102 -1.71128206 -2.88281983 0.84338445 2.3492364 -1.36555699 -1.89650093 1.33145798 2.29848881 0.50672533 1.10741725 -1.54362539 0.50568952] Distance 11.157242480695583 Each least square approximations [-5.75979558 1.64293425 -0.78044341 3.08171866 -1.27411545 -4.22310689 3.8025059 0.40873984 0.22152488 1.36920575 2.95640613 2.24924412 -3.28478862 0.40458272 1.38984177 -0.5173749 -0.0646935 0.86036835 -0.04310811 -0.22935769] Distance 9.775426084851805 Each least square approximations [-3.81642988 -3.26762661 -0.1220179 1.86825318 -1.1820905 2.42607367 -0.79953489 2.72525831 -3.28044117 -1.57988508 1.08239864 2.30085483 1.7081444 -1.17885558 4.46518183 3.2705557 -1.14409271 0.22032842 -0.93594554 -0.98720903] Distance 10.165068280390125 Each least square approximations [ 4.66388235 -0.96784168 1.85735805 2.15497573 -0.27679546 -0.81635485 -2.03088737 2.71054337 -2.36371224 -0.69358319 -3.39305747 0.95217667 1.57177292 2.13411642 -1.17521306 0.37104956 -0.42681462 -2.06368259 -0.80477496 -2.31162835] Distance 11.173099557413613 Each least square approximations [ 5.20423564 1.43695213 -2.38212383 3.4830181 0.93056007 0.19649966 -1.70912181 1.1883154 -0.92575465 -4.29762693 1.26298455 -1.3349273 -0.60453923 2.10516258 0.68775331 -0.37933626 1.65377856 -0.68114249 -0.515396 -2.05552107] Distance 10.830440566419341 Each least square approximations [ 8.05499504 5.47166682 5.66804719 1.68949259 1.09996295 3.03278649 -2.69723796 -0.29168768 3.08989726 1.6589495 -0.21435125 0.27755882 -0.92475271 -0.05700659 -0.90120882 -1.610498 2.45427069 0.91549436 0.92198719 -0.13663262] Distance 5.771510508232066 Each least square approximations [-6.58508459 0.72095918 -4.20288717 -3.76436485 -3.58472223 0.48061788 -0.72377537 -1.81660066 0.91178452 -0.01640673 -0.23521016 0.36716826 0.56937789 -1.41027674 0.80220152 1.49066985 -2.56975505 -0.56809056 -1.17876861 1.16810619] Distance 9.838439169819338 Each least square approximations [-7.37478273 -1.0755396 -1.80810436 4.28777668 2.18413464 -0.05480808 2.92107293 1.74199168 -0.25840238 2.41692832 -4.74731764 1.30573605 -0.78006568 1.51318161 -0.02510714 1.92807187 1.51332419 0.59418163 -1.52644972 0.26999429] Distance 8.735729104964854 Each least square approximations [ 5.91907756 1.2375289 0.17626869 0.46871151 1.00229664 2.69283206 -2.79655576 -2.3959557 -1.12646206 -0.39720895 -1.87770919 0.57697599 0.14443683 -0.57872344 1.23173837 0.00942506 -0.23453082 1.47351128 0.05627824 -2.33948215] Distance 11.75452363605169 Each least square approximations [ 6.738511 0.06305845 -0.96921207 0.25746134 4.17373437 -1.75163543 1.84642817 -1.04278879 -0.67766786 -1.72704967 3.2148079 4.58836181 -1.98253722 1.45739632 0.94596977 -0.86465384 0.13273742 -2.17926534 2.33345648 0.77855799] Distance 9.322969458860289 Each least square approximations [-7.17284245 0.41942733 -3.19623557 0.15448578 -1.5014618 0.78859743 5.49351762 -0.87643262 4.49679444 -3.06381639 1.15159046 -0.65572979 1.48002834 0.47590493 -0.35198503 -0.16282269 0.04789296 2.43353662 1.49746478 -0.46991609] Distance 8.58236869332678 Each least square approximations [-6.46772549 -0.12904079 2.00726522 -3.29790991 -0.04778891 -0.71129961 -3.54235931 -1.28457097 -1.10525321 -1.96921933 1.49437367 -0.05837756 1.78531249 -0.99195181 0.74276071 2.84640444 -0.41556519 0.53161419 0.36545173 1.61073907] Distance 10.81019841567979 Each least square approximations [-5.59148486 3.80449826 5.1957988 0.51571149 -2.93825018 3.36962388 -0.22156318 0.03062235 -0.26488531 -1.2517991 1.35666137 1.63300218 -0.38721201 0.84950835 -1.06956652 -2.07400845 -0.54095153 1.8273983 1.23286138 1.95846379] Distance 9.857835518023357 Each least square approximations [ 5.64753548 -0.24364942 0.97350636 -4.13718695 0.94746676 0.87719969 -0.8905683 2.26647718 -0.5547546 2.03496086 0.76584867 -0.4095154 -0.87940804 -1.38584284 -1.31109823 1.39743496 3.98624087 -0.67345499 -0.88950882 1.27651345] Distance 11.122789285788466 Each least square approximations [ 6.69979609 2.04993704 -0.72200476 -1.86086707 1.33688977 0.89988122 1.03626478 -2.13750087 -0.10038216 1.2053785 4.27931402 -0.72110089 -0.50224112 -2.14602295 -0.19940181 1.05811202 -0.00693417 -2.02995392 -0.50084779 1.34182637] Distance 10.85664469931249 Each least square approximations [ 5.52371127 -1.62100206 -1.60104011 -2.23155942 -0.44632225 0.4220255 -0.95777859 -2.61506259 -0.66705003 1.51429165 -0.00980885 -1.3102603 0.32589564 -2.21226828 0.56383994 0.58341756 -0.79919546 0.52037383 -2.2864998 -0.56994815] Distance 12.094355905291735 Each least square approximations [-6.02634547 -0.2097476 2.11606168 2.09639261 0.28520422 -1.25135885 0.41757116 0.7189986 1.45237216 1.28581512 -2.30688984 -2.30919239 1.69275548 -0.76369731 -1.49296268 -0.38196344 2.15380414 -3.11459555 -1.43504465 -0.28234517] Distance 11.286004761041633 Each least square approximations [-6.02770837 2.47351677 -4.20183326 1.75295703 0.03899051 -4.3745799 2.83420933 -0.98093349 -3.77064037 0.63936532 1.25256168 0.10753517 -1.24944867 0.93699611 -0.18132166 1.59397966 -0.98425755 1.79102564 -1.61897051 0.44276283] Distance 9.440627360000063 Each least square approximations [ 8.16309513 2.5061251 -2.19282472 -1.27897321 -0.01979191 4.35119983 -0.91406146 -0.07154913 1.56080714 -0.32628739 2.14343124 0.55431311 1.81161955 1.76988565 -0.02483679 0.20872461 1.47327855 0.85446777 0.41075808 0.08861781] Distance 9.619617579826617 Each least square approximations [ 7.96360395 -2.99425374 0.01317102 -2.88072337 2.81407265 4.55622609 -1.88997409 -3.21651968 1.04035837 1.60774716 0.58027474 0.81599772 -0.47649567 -0.88812058 0.72910571 1.97241199 -0.80306586 -1.50712148 1.21348952 0.29739083] Distance 8.413541107360857 Each least square approximations [-7.17991329 -2.99437353 -4.16985808 -2.29592734 1.93670306 0.3870182 0.55009634 1.6108063 1.24638517 -0.45755174 1.46644472 2.42672005 -0.64642853 -0.80578175 2.35584729 -3.31082624 -0.68749328 1.16343484 -0.67522854 -0.31679849] Distance 9.429433246429902 Each least square approximations [-11.95355526 1.11643784 -0.97551601 2.89567716 1.78548524 -1.79105555 -1.48851559 0.50143938 0.34361463 -2.00081578 -3.21373675 -0.32570833 0.58608019 0.51041455 1.04286686 0.12822771 0.87074873 -0.60687207 -0.87132341 -0.65155893] Distance 5.267336327304728 Each least square approximations [-7.89645376 -3.46254023 3.18966156 0.85962023 -1.53249821 4.46103983 0.11186904 -2.23596965 0.22166207 1.07340295 2.51081434 -0.50501759 -0.22235689 1.44324662 0.27888749 -0.02414079 0.18060991 -1.62933196 1.06806426 0.45240701] Distance 9.062582937841777 Each least square approximations [ 7.58784639 1.39004761 4.6007191 -3.16287526 2.93659655 0.15411503 -3.78513588 0.13115709 -0.74916809 1.23744861 1.93993673 -0.89608084 1.46011078 0.74199048 1.74032507 -1.50357763 1.18747096 -2.88894347 -0.05102778 -0.70620681] Distance 8.372216369156387 Each least square approximations [ 9.87776829 4.25947722 -0.40827887 -3.13664219 0.73927831 0.25029074 -0.01955618 0.04507599 -0.0588682 0.04715212 -1.53859865 0.75358589 0.8692402 -0.75339882 0.34888698 0.8160051 0.23223397 0.08815852 0.26776557 -1.43139895] Distance 8.665325066307876 Each least square approximations [ 8.43755266 -2.06902564 0.12153756 -4.25219312 -1.87573272 0.52425215 -0.35302224 -2.64440627 -1.32700184 2.67158218 -0.37243013 0.87579797 -0.33364062 0.64211769 -0.03837295 2.82544152 0.63629477 1.6135957 -1.72758553 1.75751842] Distance 8.762308128439003 Each least square approximations [-10.85066842 0.15679008 1.6008507 2.50290648 -1.9714834 2.27784903 1.08864123 0.94551914 -1.50774384 -1.25847612 0.8043887 -1.50691652 0.24828064 -1.9036905 -1.45371026 0.87693917 -0.82277328 0.26653223 2.00718547 -0.70575291] Distance 7.231250228330195 Each least square approximations [-5.01300311 3.23928964 -6.5069947 0.33338162 3.0084554 1.74074941 -0.71531925 1.03659098 -1.35555406 1.11564622 -1.58729258 1.08413536 -1.14393262 -1.48461725 -0.09606783 2.28423292 0.25768056 1.54777226 0.18409299 -0.53173098] Distance 9.77040854171721 Each least square approximations [ 6.5798343 1.41067298 0.31041913 -0.46914206 0.02389017 2.70365915 -2.22616649 -1.71353649 -3.21547519 1.36186283 -1.09289977 0.03126414 -0.32955425 -0.71730569 -0.47012913 0.81649632 1.78846221 -1.29619572 -0.88238062 1.85213632] Distance 10.986708358236433 Each least square approximations [ 6.35924419 1.0891703 -6.17578336 -2.10853874 2.42582814 0.71010106 0.67497051 -1.20984344 0.41383495 1.34523304 -0.9847902 -0.48191299 -2.29590456 1.27942928 -2.04340441 -0.87805506 1.51093455 -1.03171771 -1.77013817 -0.48249 ] Distance 9.551276660282014 Each least square approximations [-10.54995747 2.23806049 -1.16547681 3.03501567 0.47677738 3.75435407 -2.98089105 -0.67930491 -0.87781891 1.41026665 0.61399596 2.74633841 -0.27936858 1.45637182 -1.3084898 -2.12753103 -0.67799803 -0.23091091 -1.14593446 -0.72597273] Distance 5.786128833093236 Each least square approximations [-6.70923596 2.95574342 -1.91816459 -3.74478211 -0.84863878 0.85540301 -3.07792878 0.37388258 1.48333645 0.45455698 -0.49504829 -0.05472459 0.91312465 -0.89341528 -3.18804994 0.81847018 -1.45975531 -0.38972839 0.7594397 -0.2527862 ] Distance 10.243847476064206 Each least square approximations [-8.39039473 3.31742123 1.39443617 -2.93462906 -1.21066686 0.07004139 -1.11925441 -3.59985673 -1.64293274 0.12835717 -3.54619254 -2.31781711 0.86675276 -0.76325897 1.08286221 -1.62813393 -0.20508536 -1.54372942 1.62632826 -1.40903549] Distance 8.060998522581375 Each least square approximations [ 6.3430262 -0.85734831 0.99031165 -2.09795998 3.43414789 3.4005531 2.30046218 -0.54150269 0.49510224 2.77525839 1.47019314 -0.55101042 -0.24999128 1.17100038 2.36002467 0.31058862 -2.08778016 -0.54314459 0.57341117 2.82577979] Distance 9.98625009432817 Each least square approximations [ 6.3192077 4.82644334 2.64056531 -2.42100836 -0.45906798 -0.07546762 -1.36200655 -1.22249619 1.29126075 0.66801105 2.31518875 -0.49500651 -0.26989195 -0.92500816 -0.38609231 1.30097669 -0.28962684 -0.20354896 1.3472115 -0.32806924] Distance 10.645898857745953 Each least square approximations [ 7.70951661 -0.50558403 -2.28742911 -4.07287549 2.40833667 -2.53216025 1.93286539 -2.62796963 -0.80478233 0.77261885 -0.86989067 -2.0994089 -1.23760258 0.46276303 1.40203827 0.00907325 -1.38926985 -0.99282431 -1.23579394 -0.34284877] Distance 9.297888712762788 Each least square approximations [-7.93514179 -2.37003784 0.63159036 1.03895679 2.76539699 1.84667234 -1.09269059 0.74351514 3.22955681 1.66368636 -1.55178733 -0.61769073 0.48461228 -0.9037864 -1.51170518 -1.89022634 1.72498398 -2.50066023 -0.94759577 0.65094762] Distance 9.443754651959475 Each least square approximations [-4.10596354 1.80022199 -4.32016388 3.3643499 1.12845067 -4.37642912 -1.28232994 -0.39964843 -1.51215974 1.55873805 0.10675553 -0.80737162 -0.55422603 1.2447426 -0.81750416 1.41154367 -2.70669882 2.47694858 -0.68153458 0.96664305] Distance 10.216801068346227 Each least square approximations [ 7.68760505e+00 -4.42942299e-01 -2.93307190e+00 -1.91297282e+00 1.06013351e+00 3.35696900e+00 -2.51047866e+00 -4.51937266e-01 5.10314062e-02 2.45339284e+00 -1.62543806e+00 -2.83535505e-01 -4.34146351e-01 7.97901711e-01 -4.64067637e-01 1.60767137e+00 -9.67860826e-01 7.65246246e-01 5.40745203e-02 2.41998638e-03] Distance 9.853984030597198 Each least square approximations [10.99884022 -1.92324697 0.56182321 2.43971224 -1.58569609 3.35756228 1.40233704 -2.7572903 1.38146749 -0.57885157 -0.57917787 0.77189835 0.78942497 3.22306682 0.54466289 -0.86259284 -0.10957108 1.29136888 0.74828915 0.16361316] Distance 5.446283753895893 Each least square approximations [-5.93594309 -2.68388925 -3.98102872 -1.4536108 -0.37920404 2.32745595 0.83085809 2.29045806 0.34664748 -0.1381729 1.90571701 -0.96569958 -3.19955637 -2.58593119 -1.54592248 -1.2268358 -1.39722141 1.30127584 -2.12807829 -0.58619765] Distance 9.773176293630742 Each least square approximations [-7.84594045 3.50368033 2.61205763 -1.3115564 0.92547719 -0.60877466 -0.5526513 -1.4494887 0.44712219 1.28136975 -0.35173096 1.66443119 -0.51506914 1.88740969 3.34264763 1.43057856 1.78932491 -0.18488907 2.05691812 -0.23527388] Distance 9.280984911978148 Each least square approximations [-5.90227257 -1.74033435 3.6744864 0.27198073 -1.22886758 1.5016534 -3.72381276 -2.29349144 0.47911143 0.04799467 0.76514419 1.62607316 1.60151811 0.56985603 0.06299945 -0.79679169 2.25365824 0.16487015 0.61699035 -1.14459282] Distance 10.645803526534017 Each least square approximations [ 7.28678618 0.68166124 3.25443201 -3.72417001 0.83243076 0.06515623 -1.95358862 -0.10478365 0.02564202 -0.42570726 -2.11284413 -2.63779855 -0.06158625 -1.29646634 0.26404276 -0.07618423 0.69649765 0.48874991 -0.85426369 0.5346666 ] Distance 10.188335946613341 Each least square approximations [ 7.15347199 5.16068319 0.99771476 0.22296882 3.48610605 -0.0095371 1.86692886 1.01249111 0.74789504 -2.89120252 1.67605395 -0.04856335 -0.64005126 -0.33726091 1.05138541 -0.739782 -1.08950902 1.11930262 -0.71166612 0.04447766] Distance 9.43850656140218 Each least square approximations [ 7.25783064 -3.41259557 0.60192631 -3.20596449 -0.11615635 1.65764615 -0.6067993 -0.26609849 0.19365352 1.38581362 0.5533057 -0.59975593 -2.4089033 -0.12562989 -3.19944127 0.25094761 1.75192545 -0.38157032 0.45461856 2.29964092] Distance 9.789732011238101 Each least square approximations [-7.1879104 -3.73422054 2.4755005 1.58313822 -2.63534785 0.93895174 0.5639738 -0.18571724 0.91190808 -1.1563089 -1.09559511 0.62509932 1.85025082 0.89463546 -1.15270976 2.55071608 -0.77235034 0.91955833 -1.87048362 0.89436297] Distance 9.872691964542392 Each least square approximations [-7.52966301 4.10614755 -5.56459819 1.07702698 2.27868127 2.17490482 0.7905607 2.24738997 -0.67622707 1.62233755 -1.05477448 1.25136362 -1.39253005 -1.70424759 0.24203512 1.86286334 1.50390109 2.53185104 0.64909873 -0.00877234] Distance 8.206941614376264 Each least square approximations [ 7.39424184 1.39644175 1.09690408 -0.62549584 -0.11957159 3.16718248 -2.67160445 -1.80043942 -2.57614927 1.74840417 -0.59995425 -0.03189323 -0.387193 -0.63649514 -0.6372503 -0.28404431 1.87136207 -0.83299246 -0.57367892 2.09327376] Distance 10.640493159493975 Each least square approximations [ 7.59798935 0.88724556 -5.0067644 -2.68959915 4.32807959 0.47882874 -0.71307193 -1.5228587 0.08366984 1.06329868 1.48111513 -0.18296625 -1.62797872 -0.65237365 -0.62191841 -0.95518005 1.86338159 -0.76357337 -1.17569816 -0.36889394] Distance 9.270705622114596 Each least square approximations [-12.05523527 1.07443908 -2.35459373 1.90481073 -2.04784345 0.26128867 -3.66096737 -1.52555189 -0.42340888 -1.39870471 -0.2383656 1.83757333 0.82020536 0.09746189 -0.95773207 -0.85543664 -1.0439638 -0.22993069 0.70922223 0.30792962] Distance 5.155424628158009 Each least square approximations [-8.34447054 1.0434509 -1.32103933 -4.10727074 -1.3613076 0.3276498 -4.13397719 0.94023961 0.94690048 0.38613254 0.85687131 0.7663482 0.96880406 -1.01409905 -2.32898176 0.87998639 -1.06208524 0.55274003 0.62852747 -1.15658023] Distance 9.428661769996692 Each least square approximations [-10.35697441 3.08908119 1.71194016 -2.44196323 -1.66640082 -0.80277781 0.25894327 -1.85323805 1.96427906 -1.76664287 -2.63957829 -1.8040489 0.1905385 -2.8062351 1.35815782 -0.39747811 -0.61402439 -1.52770815 0.38923669 -1.43783057] Distance 6.869908958488702 Each least square approximations [ 8.56120005 -1.43176926 0.39768315 -0.83302168 3.0320447 4.49824209 1.00684029 -0.0516159 -1.59460161 1.89785187 1.30643125 0.19608365 -0.03183592 0.33493777 2.22247873 0.68633813 -0.60913101 -0.23847904 -0.88403249 2.64551334] Distance 9.143582982790882 Each least square approximations [ 7.37310874 4.28398535 1.95149514 -3.11331217 0.29886922 0.89650608 -1.66164783 -1.6181082 0.21922127 0.96628228 2.52768996 -0.32118211 -1.06375558 -0.46678764 -0.01141845 1.81538854 0.76712875 -1.45789179 1.16847 -0.36983242] Distance 10.150995316260028 Each least square approximations [ 9.46735024 1.01282452 -3.78946581 -4.47897387 2.28287361 -1.40740926 1.36952668 -1.51675031 -1.04307617 1.99942253 0.78623443 -1.75306723 -0.96219874 0.11758783 3.04200517 1.20755797 -2.01332161 -1.098606 -0.32370549 -1.79137196] Distance 6.813047618298561 Each least square approximations [-8.93129647 -2.04041964 1.07447196 1.16552803 2.21615453 0.71869647 -0.51329943 0.90766234 3.31206866 2.27689664 -2.70017681 -0.79335912 -0.2250257 -1.50320249 -2.66775024 -2.15555808 1.72377298 -2.25376141 -0.46838541 0.9290722 ] Distance 8.463208611085783 Each least square approximations [-5.18814301 2.83991002 -5.27975702 4.71376057 2.00030142 -4.75418309 3.2785892 0.56743123 -1.24563786 -0.09661331 0.9267825 0.03959247 -0.11447064 0.28882403 -0.64705655 0.47382102 -1.53924531 0.73582286 -0.41441686 0.39375355] Distance 9.173900543119421 Each least square approximations [ 9.49803311 1.4440635 -1.402601 -1.77069473 0.42797692 3.94152664 -3.0100678 -0.64641637 1.54356389 1.41896528 0.26025428 -0.01810986 0.07660061 2.0434253 0.20168585 1.73959599 -0.81434888 0.69103858 0.71448666 -0.52403779] Distance 8.779235276290235 Each least square approximations [11.22889874 -5.48853155 -0.64326171 1.10926915 1.29764786 0.56250559 -1.62888873 -0.27530721 -1.41725969 -2.34772121 0.38390019 1.63709682 0.14680017 1.48413185 1.4465809 -0.25759875 0.22033265 -0.37343308 1.34814373 1.56345927] Distance 5.616427717024379 Each least square approximations [-6.22135839 -3.81143095 -7.5471089 0.05494094 0.356308 0.46274091 0.91908397 0.962492 1.0770918 -2.18032461 1.4751839 -0.50345352 -2.47965228 -1.80584974 -1.16996292 -0.09751942 -2.60503697 1.65004492 -0.4595472 -1.76899097] Distance 8.308042027643346 Each least square approximations [-9.49478916 2.56381283 3.53790844 -3.83051257 -0.78060479 -0.93742964 -2.19976961 -2.19654683 -0.28398126 0.14179414 -1.19051142 0.97037351 0.13802347 0.85094422 2.51491295 1.08935563 1.85681941 0.86951936 1.28990688 0.23687379] Distance 7.849020938929494 Each least square approximations [-7.17397513 -1.26099299 6.89341086 -0.17056312 -2.43903268 1.97826126 -1.50009376 -2.04420512 2.1980404 1.08749727 0.93239777 0.91018473 0.72880624 0.75772937 0.18261123 -0.14235525 0.56188859 1.10052216 0.14570639 -0.92746998] Distance 9.226930034108333 Each least square approximations [ 9.19967458 -0.55106623 4.63083277 -2.854585 1.26659237 1.1895569 -2.23405238 0.97380708 1.32577125 -0.65493383 -0.54550594 -1.78234467 -0.16502704 -1.738512 0.68756407 0.29341793 2.5580166 1.8780865 -0.75353255 0.40094424] Distance 8.351812448267179 Each least square approximations [ 7.71196113 4.81964994 2.27751028 -3.25993346 4.62422376 1.22973276 1.42291743 -0.67300775 -0.1207206 -1.71982759 0.65012434 0.26903677 -1.59474808 -0.77575155 -0.72872776 -0.85003227 -0.94595554 0.91915181 0.12748836 -0.16990055] Distance 8.931362725365815 Each least square approximations [ 7.98616918 -4.78845251 0.41526736 -4.75617957 -0.72126467 0.90199572 -1.69818464 1.47420936 -1.51971065 1.57699026 0.97835906 0.59585661 -1.05902844 0.23809783 -0.45456773 0.75048037 -0.76885277 -0.33399633 -0.82958868 0.85148271] Distance 9.340530119938153 Each least square approximations [-7.88703976 -3.83028149 4.02341487 4.58013188 -1.65138447 0.96320346 -1.03784625 1.34907448 0.8804263 0.7391255 -1.63608095 -0.39291263 -0.30373709 1.57366066 -0.18334632 1.87717217 -0.61633236 0.82790369 -1.05567812 0.15171299] Distance 8.957436751734798 Each least square approximations [-6.66231076 3.32319035 -5.00968522 0.43046593 -2.70285958 -3.92788731 -1.66717296 -0.34804444 -0.78948842 -0.21856951 -2.05315731 2.68249673 -0.21136178 1.11136536 0.61112523 1.75153096 -0.99260555 -0.07957474 0.73697748 0.5612653 ] Distance 8.29512982100553 Each least square approximations [ 6.92914829 2.20225775 0.05336895 -2.14994226 -2.14544353 2.88725733 -2.00881464 -1.27317564 -0.91471215 -2.56344232 -1.32022104 -0.38621762 0.79294136 -0.29796909 0.59165135 0.40020839 -1.06510322 1.67143829 -0.49292906 0.55628322] Distance 10.134934752130647 Each least square approximations [ 9.82170999 2.92571348 1.06263133 -5.0140678 1.45337502 -1.77181373 0.71664066 0.8124027 -1.68355474 -2.07963336 -0.82138078 -1.0151872 -0.20533959 1.16457342 1.71405486 0.68107173 -0.85470317 -0.55880218 -0.53948648 0.72555283] Distance 6.368902742467263 Each least square approximations [-8.38945201 -2.70120015 -1.62064539 -0.16870151 1.83599701 -0.63304751 2.78944444 0.66205706 2.55302895 -1.10878862 -0.76743178 0.49218719 -3.13387396 -1.46265725 -0.7049504 -0.40099267 0.13626948 -1.38896409 -1.76288448 2.55230954] Distance 8.289570291997084 Each least square approximations [-7.32784678 -0.34966798 0.71085455 -2.61626816 -1.25546809 -1.07171156 -2.01309886 -3.26256071 0.88253523 1.18784731 0.49537898 -0.6602713 -0.16470325 1.95947811 0.32146315 -0.23399385 1.26484431 1.39051573 -1.84262479 2.15778952] Distance 9.83549048518821 Each least square approximations [-7.10934895 -3.56632224 2.02645489 -1.48559095 -2.82303813 1.23890162 -2.49757249 0.02773366 -0.49140385 0.43914057 -1.35084828 1.5924841 2.78359438 -0.05049607 0.18503509 -1.36945734 -0.06814129 1.6634632 1.05647492 -0.11936929] Distance 9.493842271857115 Each least square approximations [ 8.03194361 0.18528857 3.70445578 -2.42182994 3.12437037 -0.84968699 1.04017224 -0.8198023 0.85451596 -0.89409648 -0.35583358 -0.46630506 2.23524759 0.9821807 -0.51824735 -0.94715625 0.51227528 -1.11876005 0.53634344 -0.57399485] Distance 9.290049326604574 Each least square approximations [ 8.95120873 -0.31665153 1.54060626 -0.86215594 1.60194993 0.26213687 -1.45436446 0.29025758 2.39591369 -0.43787005 2.80094315 -1.80824061 0.35910663 -0.91196609 0.37849803 1.84776877 -1.78760492 0.17940914 0.42996646 -0.85479129] Distance 8.940068651867124 Each least square approximations [ 7.95681195 -0.47094955 0.9773007 -3.92900976 -0.26119269 -0.41544457 0.7362947 0.50441285 1.39364356 -1.74595165 -0.05771484 0.74605017 0.62863433 -1.13321928 1.5219423 1.72616717 0.86274961 0.69586114 -2.38343377 -0.04766243] Distance 9.664846914308328 Each least square approximations [-7.51903409 -0.37287314 3.32271171 0.48633698 -0.93119328 -0.50253575 1.22548709 1.88779229 1.62941647 3.90690624 -0.97677871 0.39737703 1.39721248 -0.75888076 2.12611867 0.13339385 -0.26465746 0.29761754 -0.18001039 0.58109349] Distance 9.646034410916835 Each least square approximations [-4.60417244 2.40310819 -5.57604447 1.73940631 -3.5973305 -2.67051748 1.85487741 0.10376711 -1.07394019 0.04843667 0.43993733 0.73386089 -1.55562893 1.10337664 2.03921263 2.8642492 -3.25476199 0.35304207 0.34009029 0.81173389] Distance 9.670712687865418 Each least square approximations [ 7.67990176 2.76947532 -1.03776886 -2.15597865 -1.34679737 4.20907516 -0.93024877 -0.23330821 -0.57661277 -2.92168887 0.34098134 -1.52202373 0.01901741 -0.02357999 0.53225808 -0.79219769 -0.73566767 1.18195269 0.40647092 -0.13916966] Distance 10.017763463272225 Each least square approximations [ 7.39658663 0.57175953 0.54119118 -5.28551507 2.35652826 0.13393681 -1.65378866 -0.77206622 2.538945 -2.02416838 -1.11422594 2.39047964 0.34874387 0.09819657 1.76293619 -1.38006572 -3.44397339 1.03017816 0.93528703 0.03562029] Distance 8.883026609608446 Each least square approximations [-6.69570695 -2.74893157 -4.58415212 -1.27239428 2.69818666 -0.12896317 4.87624548 -1.21948776 -0.98402312 2.10554282 0.08471079 0.08139987 -0.69989787 -0.97286595 -0.83457663 -2.12069967 1.03934541 0.80865655 -0.97041238 0.86976601] Distance 9.189968605716363 Each least square approximations [-8.3146087 0.64987996 0.39270678 -0.25522104 -3.33920522 0.14841684 -1.3100549 -1.6157273 -0.53048298 0.84518803 -0.69732062 -2.7681344 0.23253408 1.78869295 -0.13590463 0.19699935 0.77663395 0.40565855 -3.0162024 0.20545424] Distance 9.994073551710237 Each least square approximations [-7.44962335 -3.31615103 2.04388198 -0.78216457 -3.83631873 -0.13431162 -2.83241686 -0.70108144 0.96587383 1.38780524 -0.57166523 0.9579592 0.01166822 2.50013039 0.76636266 0.55752452 0.71752681 1.42957811 0.78220623 0.33349735] Distance 9.92226881790925 Each least square approximations [ 6.92183361 -1.41747537 3.20196816 -3.07477429 4.74702739 -1.27971073 -3.85278201 -0.974948 0.70233344 1.02902605 1.38460688 -0.28696549 -0.23910984 1.3672324 0.04026744 -0.06739341 -0.52561523 -1.33302295 1.02795407 -1.34665845] Distance 9.354991869938896 Each least square approximations [10.77997877 -4.88663926 2.13165945 -0.98824641 4.02460044 -3.24250042 1.14624047 -0.33750393 1.3433869 -0.23219769 0.41521205 1.31586664 2.59057596 0.55328933 0.90837624 -0.41266817 -0.84516872 -1.06846355 0.4321953 0.30065313] Distance 4.4567661434553205 Each least square approximations [ 6.50532134 -3.40413362 0.9022285 -3.78731871 -2.58852218 -1.56219603 -0.63526161 1.01408218 2.54743804 0.87236814 2.13635217 1.77475237 1.04233133 -0.80136625 1.37412698 0.76777611 2.87583312 0.79684487 -1.50345856 -0.12602295] Distance 9.875609330156578 Each least square approximations [-8.38361103 0.5821926 3.90205251 -0.29749581 -2.43346632 -2.73643887 -1.234336 3.79682197 -2.18132747 2.3870384 -0.91922884 -0.20314588 1.28196207 0.72930969 1.30946906 -0.99956396 -0.21698814 2.27844246 0.36745356 -1.11570619] Distance 8.329487930099864 Each least square approximations [-8.24955764 5.52950702 -1.92283837 3.71963438 0.14003119 -0.72839218 2.14306287 1.15323659 -0.33957697 -3.65636251 0.5465717 -0.69046248 0.23480236 1.45121802 -0.92967826 1.04990954 -1.68684291 0.56653659 0.31055671 1.06607575] Distance 8.151705331453154 Each least square approximations [ 8.59342122 0.02128807 2.45668787 -1.72129591 -3.61470007 2.41381596 -3.08853196 -1.32642397 0.01538054 1.63062554 -1.34851241 -0.53110304 -1.11312573 0.30302678 -0.24311422 0.7005586 0.08803718 3.56376904 0.58832584 0.80531135] Distance 8.859674767805057 Each least square approximations [10.00026667 -1.47666774 -0.46072302 -1.4630541 2.56389214 -1.63518368 -1.52068611 -1.37410495 1.19893695 0.1774314 0.34731247 1.00129248 1.37276035 -2.0249775 0.66626762 -0.92994949 2.96525268 -0.83549114 0.42121217 -1.50926433] Distance 8.488525582843852 Each least square approximations [-6.84327471 -4.45631675 -3.72623961 -0.76031278 -1.65390441 0.48713734 1.03202482 -0.09467013 -0.24785586 -3.20163089 -0.49627958 0.42707691 1.00225094 -2.30298586 1.01374987 -0.08984402 -5.47470429 1.99929825 -2.55164958 0.14672185] Distance 8.251560698578125 Each least square approximations [-8.1921536 0.67815915 3.08377949 -5.81166599 -2.50079317 -2.37629166 0.33900861 -0.4549248 2.69399217 -0.45548758 -0.54822147 0.64745457 -2.5194308 0.9638282 0.32247524 0.86895024 1.6904472 1.78061981 0.09665643 -0.69056855] Distance 8.121565791598403 Each least square approximations [-9.34057575e+00 -1.58243174e+00 4.31059609e+00 2.73234018e-01 6.31605321e-01 6.02150256e-01 7.20768754e-01 5.22604728e-01 2.36090159e+00 -4.73252162e-03 7.42557931e-01 8.85198770e-01 3.20455352e+00 -3.96523818e-01 4.73553081e-01 2.01290430e+00 8.79756186e-01 3.12372851e+00 5.11302522e-01 -1.86218997e+00] Distance 8.126568122418236 Each least square approximations [12.61954188 -0.78416011 0.14531073 1.52628589 0.09783027 -1.06670536 -0.64974413 -0.47491039 2.40828688 -2.16891152 -0.93146037 0.03367464 -1.18602526 -2.36208961 -1.46725762 0.2009787 1.74134625 0.43638125 -0.26891093 -0.04131184] Distance 4.9001303424519165 Each least square approximations [ 6.83035045 2.46727098 1.59028926 -3.67004868 3.44837675 1.1977204 -1.08401387 -2.95337673 1.35821977 -1.82417573 1.58274866 -0.08305132 -0.821514 0.55544093 0.14578845 -0.57325247 1.81470623 -0.1133824 0.60276456 0.64083336] Distance 10.33505199064098 Each least square approximations [ 8.37832282 -1.35650125 -0.88216183 -3.3028526 0.7797614 0.84047048 -3.72000242 0.13116091 0.81433895 1.11852507 2.18979339 2.66872162 1.27215525 1.84184625 2.91220859 1.12002214 0.38925093 -0.56748345 -1.43059935 2.55198757] Distance 8.68157308838568 Each least square approximations [-7.37529463 -1.52080053 1.16588527 4.3071885 -1.09825358 -0.3469604 -0.29032719 1.53399425 0.69685986 3.18829225 -2.04985233 0.47041592 -2.11755229 1.04798873 0.03882445 2.44024651 -0.71476916 0.3605165 -1.03226416 2.23661615] Distance 9.908039384780585 Each least square approximations [-8.8539237 -5.62753455 3.36250541 -0.3601357 1.68695239 1.26365253 1.07152779 -0.43938662 -0.05355721 -3.21983683 -0.70380555 -0.44830225 -2.23376185 -2.89992172 -2.15061249 0.08267092 -2.18841616 -1.15411285 0.12466782 0.26258521] Distance 5.428844450042105 Each least square approximations [-0.70606989 2.1741353 1.98791448 -2.06665164 -1.99399102 -0.3866884 -1.03445645 -2.38821228 -1.90506935 1.19002628 -0.16189144 0.20064048 0.27730282 -0.18208031 -0.12528444 -0.24990227 0.449135 1.01292442 1.81753147 0.17212131] Distance 12.563777289313741 Each least square approximations [ 8.05544316e-01 -8.35399937e-01 2.28094782e+00 -7.79531969e-01 4.15073109e+00 -4.64839054e+00 1.62428422e+00 4.49101239e-03 4.09427362e+00 3.41580719e+00 4.83492141e-01 1.34671728e+00 -2.65525389e-01 2.18257124e+00 -9.18655871e-02 -6.09653960e-01 2.53563601e+00 -2.42992376e+00 2.39969494e+00 9.60251912e-01] Distance 9.41903191500218 Each least square approximations [-1.46448236 4.22359861 -0.9938311 1.08694188 -3.17360344 -0.31002912 2.73259535 -0.29030045 -1.27306649 -2.49629857 0.83781463 0.75936603 2.59319524 -2.9008795 -0.67791022 -2.20588913 -2.9017883 0.14191746 -0.35393589 -0.68915419] Distance 10.655899969439735 Each least square approximations [-1.08457282 -4.31818241 0.76520199 0.18168007 -0.67701277 -2.84362915 -1.76169141 1.88966486 -0.87035736 -1.88717822 -2.47214474 -0.50078095 0.70742976 -1.71260466 1.97918125 0.22009146 1.53088311 1.8375234 -0.26219952 0.2793913 ] Distance 11.50865397649119 Each least square approximations [-3.86684016 4.31659942 -2.37897 1.34035303 1.03520343 4.39104678 -0.01516441 2.50902874 2.30430456 0.45043942 2.82540809 -1.08109872 0.22436118 -0.31952239 0.62526456 -1.45381664 0.6422202 1.01968549 -0.91121426 1.00751391] Distance 10.185672459040797 Each least square approximations [ 4.0609198 6.13751447 -3.12392161 -1.46050213 -0.77944201 -0.4389853 1.02459986 1.48961531 -3.32141964 -0.63584236 1.72610892 -1.36330089 -0.69127907 -0.84910501 -1.43673986 1.47996814 0.61421973 2.12316251 -0.77925631 -0.04644154] Distance 9.732097084036264 Each least square approximations [-0.28029791 -0.59049794 -2.62060507 -3.89615728 0.5763538 2.38518362 -2.68445367 0.49500214 1.57692214 0.05072542 0.28133043 1.23409287 1.07443935 -2.085824 -1.3283524 3.46116611 2.95648689 -0.5157436 0.11988223 1.6099931 ] Distance 11.007063626960933 Each least square approximations [ 0.58844492 3.58405822 -1.69407146 -2.46936161 0.04476953 -1.56096984 -1.56760016 -2.83684291 1.04116784 2.03836052 -0.85551655 1.14677297 1.08860027 3.08774343 -1.15488708 0.65666981 -1.50937248 -1.22958973 -0.38032023 -0.631511 ] Distance 11.526062473762613 Each least square approximations [-0.20297461 2.37353509 1.34489763 0.59991846 -0.71266425 0.00784708 1.47736104 1.29707086 0.63865873 0.90843848 1.21630197 -3.20094725 -1.63721136 -0.94891394 -0.361226 0.66995948 3.08607103 -1.51458306 0.8090816 2.14124993] Distance 12.0691420132661 Each least square approximations [-4.28567368 3.21341403 -7.03845824 3.72571895 0.47669679 -4.1601233 3.79264356 1.66410755 -1.35591813 1.12770694 0.11803015 1.92166576 -2.01788581 -0.30751967 -0.22412901 0.83337735 0.12429656 0.64592328 0.46264459 0.60438289] Distance 8.949369465440896 Each least square approximations [ 9.2103058 3.43007757 0.18325063 -1.70046103 1.41960481 4.3334152 -2.57117735 -0.75770993 1.91577069 0.05224478 1.63104348 -0.10544455 0.37121631 1.22058779 0.2803443 0.63668537 -0.24926617 -0.15663525 -0.59760322 -0.83542771] Distance 9.084916083241259 Each least square approximations [ 8.67044162 -5.59252095 -2.87252791 -3.74584108 1.97127597 3.80809362 0.29141918 -0.05871632 0.18503169 -0.23081696 0.53871693 0.82083735 -0.80589841 -1.05755009 2.18995072 1.58282523 -2.56368572 -0.01768004 1.17628179 -0.9992058 ] Distance 7.303806834439039 Each least square approximations [-7.30413449 -2.49093019 -6.54019116 -1.72902986 4.05600856 0.58465586 0.46916287 0.78941048 0.79514093 -2.92530448 0.77409333 0.94294485 -1.51855791 -0.80290828 0.53480571 -1.50891373 -0.71131655 1.3817193 0.15639364 -1.31554062] Distance 8.735884953829279 Each least square approximations [-11.42052568 0.96400247 3.91180854 0.74687479 -0.94721041 2.61717444 -1.41607863 -0.15277006 1.96820888 -0.4191922 -1.88516529 0.67938756 1.48477152 1.83467202 0.83363829 -1.18716122 -0.7318841 -0.77340045 -0.34328003 -0.28504721] Distance 6.750301060595093 Each least square approximations [-6.88294712 -3.07834527 6.08629965 -1.27899742 -3.04621565 3.19602314 -0.20989014 -4.67467328 1.24783075 0.03329519 1.11371264 -0.28333692 -0.88288039 0.65238635 -0.67894854 -0.36015501 0.8496693 0.14331293 -2.24059229 0.73030306] Distance 8.4700168517578 Each least square approximations [ 7.46732431 -1.97206393 6.81518732 -2.43861882 3.01106158 2.02821974 -1.53572916 0.97501184 0.68189994 2.50629951 2.48919998 -0.26215773 0.37531903 -1.96351622 2.16015661 -1.51749645 0.55269388 -0.53426079 -2.11737517 -0.95936996] Distance 7.818462606086092 Each least square approximations [ 8.32446767 3.26582966 3.92993899 -3.92393422 3.04976386 2.95129869 1.12456603 1.20150864 -0.27584679 -0.94569634 2.27757164 -0.86984261 -1.34829058 -0.36709537 1.05896402 -0.69085907 -0.25906883 0.67846176 0.58053827 -1.58835903] Distance 8.617184731472364 Each least square approximations [ 8.29778861 -2.73910795 0.40696577 -5.91347944 -0.63107631 0.07639147 -0.55388953 2.05126261 -3.0276198 2.19435591 1.16079409 -1.29357877 -0.00959552 0.30833138 0.2335033 -0.41414913 0.38096451 2.58644129 -1.85199859 -0.47062064] Distance 8.684078456381872 Each least square approximations [-8.71260761e+00 -1.69304960e-01 5.35774674e+00 3.75428295e+00 -3.10711066e+00 2.05158194e+00 -1.48511642e+00 2.26695591e+00 3.13235505e-01 -5.35274775e-01 -2.82351943e+00 1.70241900e-01 1.42624526e+00 -8.10237687e-03 -1.90035034e+00 -6.74647220e-02 -1.71939742e+00 -5.79137783e-01 -1.41493774e+00 7.02658940e-02] Distance 7.768637587060686 Each least square approximations [-12.32305486 5.33849678 -2.12675302 -1.7499331 -1.52769058 -1.76891743 0.8166114 -1.55808763 1.95898407 -1.0977181 -0.72864804 -0.66245677 0.25928183 -0.55604782 0.31108343 -1.05944516 0.16808175 0.14661599 0.90833665 -0.44334428] Distance 2.83550171515205 Each least square approximations [ 6.22107188 2.20142981 1.07435402 -2.68281955 -2.2868327 2.63122781 -2.98853032 -1.10874908 -1.92625675 -2.26373971 -3.39207265 -0.05872109 0.64300877 -0.35377826 0.71475915 -0.35598055 0.62251916 0.35593294 1.250616 -0.90171907] Distance 10.704852166986663 Each least square approximations [ 8.24753223 1.18436825 0.40178507 -3.93858173 5.43584995 -2.68971117 0.17055737 -0.98376634 0.29247132 2.82190487 1.74935238 -0.05388175 -1.79137064 0.11239659 1.93614933 0.35079982 2.20036749 0.80368704 0.57926178 -0.62328108] Distance 8.119383546333879 Each least square approximations [-9.12569132 -2.4827081 -2.68246523 -0.33649272 -2.41888186 -1.04429795 1.91634544 1.69273988 -0.87113865 -3.26866785 -2.26191328 1.80708402 1.26473311 -1.03539154 0.75709478 -1.35902688 0.65608469 -1.33967486 -2.03797521 0.47770947] Distance 8.453747982948151 Each least square approximations [-8.25866153 -2.56522943 0.81270228 -3.9690491 -0.98784451 -2.69359355 -0.09138461 1.30778205 0.85295097 0.42032474 -1.94676728 -0.92425105 -0.35655982 -0.36659403 0.19702976 1.68437143 -0.29439351 0.17449182 -1.18511347 -0.83668652] Distance 10.05794753554803 Each least square approximations [-10.02035484 -1.40251954 0.57460827 -0.95551272 -0.9865361 2.49085465 2.21317572 1.3818599 2.31329888 1.06053774 1.33707241 2.81079301 1.8388964 -0.96915106 1.16707986 -2.24263068 -0.27291973 2.06471632 0.03030255 0.3720649 ] Distance 8.016408485017346 Each least square approximations [10.63025155 2.39810049 2.41308735 2.93763282 2.90548056 0.85492245 1.07778017 1.32642249 -2.09712766 -1.30349587 2.56310511 1.37252087 0.81906247 1.28265939 -2.05054609 0.54280713 -1.14915476 0.22924866 0.43490753 0.1142406 ] Distance 6.706620155904656 Each least square approximations [ 7.48081033 0.69934359 -1.09143007 -4.78510558 2.11458693 0.65681409 -3.77270806 -1.60404975 0.70671534 -1.93073964 2.04356161 -0.9002508 1.02615862 -1.32471376 0.24651303 3.31459263 0.58725157 -2.56057965 0.540939 -0.43886036] Distance 8.972990816965103 Each least square approximations [ 8.79973715 2.562457 -2.38393558 -4.71393696 2.31770813 0.13153648 -2.82983024 -1.27048645 -0.07996891 -0.82301869 -0.07474182 3.54316102 0.16247682 -0.05265998 1.95575932 2.23123287 1.38186175 0.27229448 0.64219266 0.06572167] Distance 7.862953665430682 Each least square approximations [-7.9029189 1.2551652 1.29589386 3.57093178 -1.89809934 -1.43818383 1.56443932 1.23214362 3.61714234 3.40623595 -0.85963078 -1.61117355 0.22185829 -1.47563323 0.01821332 1.09872264 0.28918693 -1.68245999 2.02103892 0.89639575] Distance 9.266200950181203 Each least square approximations [-7.03150497 4.34578043 -5.19936239 1.62519772 -1.27257098 0.52966724 0.86192268 -0.40852572 -3.52463278 2.28629779 -1.62810669 -0.48822444 1.19942201 1.82559273 -0.80559629 -0.22298315 1.3257493 1.43994599 0.91071885 -1.96862099] Distance 8.601255710307207 Each least square approximations [ 8.07019631e+00 -2.49173311e+00 2.81195936e-01 -1.38134597e+00 -4.35900195e-01 2.36673855e+00 -2.90167854e+00 -1.38739292e+00 -3.95290598e-01 -8.62110371e-01 -2.33654192e+00 3.19514406e-04 -3.23739671e-01 2.29339046e+00 -8.76488957e-01 4.10707108e-01 1.19909402e+00 -5.72121255e-01 -1.74963588e+00 1.62441894e+00] Distance 9.987681796524681 Each least square approximations [ 9.25522934 1.38937155 -4.12881343 0.62056784 3.76680544 1.67222837 -2.00378048 0.69286369 0.99378688 1.55674609 3.67086976 -1.27539861 -0.02945281 0.14588905 0.4204247 1.11309583 0.60010482 -0.7217238 -0.23118126 0.03513851] Distance 7.870860906749843 Each least square approximations [-9.96448579 -2.3702125 -2.59020366 -2.40955929 -1.24377127 -0.16775931 -1.66523307 1.92762585 0.40696219 -0.56428254 3.28890985 3.31585882 -0.45672518 0.87542638 0.6303102 3.38076499 -0.32518529 0.47380862 -0.88189772 0.51435522] Distance 6.883392991319916 Each least square approximations [-9.13297967 2.18071772 -2.22148271 -2.65773921 1.02236299 -0.7366705 -0.56023477 0.44846878 0.29814296 2.11942859 0.12793664 4.3446763 1.2452877 -0.32906056 -1.28004612 0.07507727 0.14693974 0.44795282 0.05897826 0.3116758 ] Distance 8.942674139728572 Each least square approximations [-9.72998608 -2.55507155 2.39667379 -0.45854697 -0.29778801 -0.09682736 -1.60975709 1.59751226 -1.37106267 -1.01846839 1.36493278 1.12256337 -0.59042278 -2.85111978 0.97114452 -1.43135548 0.75701364 -0.06972322 -0.89360846 -1.25751578] Distance 8.744998633968939 Each least square approximations [ 8.31749743 -2.33382631 4.61117756 -1.58190578 -1.33624673 3.83535022 0.4493965 0.60352704 -0.31156359 -1.17867748 0.12584812 0.68562052 1.37484487 1.86930836 -1.36038161 0.76285858 0.29539495 -2.5331247 0.94831149 -0.03600265] Distance 8.757324030753102 Each least square approximations [ 8.42168761 5.34382098 -1.44247375 -2.04046051 0.97197536 -1.36016905 -2.65664715 0.22120836 -0.07418293 -2.31805596 1.84913367 0.4245853 -2.34309161 0.39223326 1.45265913 0.33625888 -0.1666636 -1.29670749 1.33291779 -2.44961143] Distance 8.208538599166591 Each least square approximations [12.94955378 -0.91437549 -2.52135926 1.16529461 -0.83422472 0.1632435 1.60676782 -0.8923871 -1.61810261 -0.64928443 -1.70393877 0.5102067 -2.22776771 -0.63435827 0.30504649 -0.33480497 0.84474992 -1.85855386 0.95074073 -0.58267283] Distance 3.436729010689882 Each least square approximations [-10.39773886 -1.49944297 -1.19549477 1.60945425 -0.8775733 0.82847752 0.95080595 -1.85274324 3.70031554 -0.27945241 -2.25095358 -0.45592421 1.05284512 0.24995012 0.32272065 -1.39156337 0.95009187 -0.04610628 0.52897609 2.47422677] Distance 7.720240632536881 Each least square approximations [-6.18369004 3.85746998 -6.46611017 3.49018006 0.25725106 -2.66085056 1.93762515 0.58053813 -2.46111599 1.97289997 0.09346095 -0.05605287 0.67245966 0.92392068 0.4926047 1.08792039 -0.68319298 2.33282065 0.29548658 -2.49585748] Distance 8.806521637515644 Each least square approximations [11.74313663 0.18527292 -3.30614058 -0.11569951 -0.78029433 4.64809943 -1.62952441 1.26245816 -1.0219823 -0.17783605 -0.12524225 0.59816051 0.89992512 1.29806409 0.0634153 1.19610102 1.30494072 0.82763747 -0.48471881 1.21976766] Distance 5.999106670269106 Each least square approximations [10.74588148 -1.05747144 -3.38618903 -1.4255208 2.19506336 2.21035505 -2.70087151 -1.85631905 0.0737083 0.62685702 1.11720516 0.68918904 1.14649048 -0.02441548 -1.07562723 -1.10782974 -0.74705998 -1.37239222 0.33111423 0.52132452] Distance 7.851266141029007 Each least square approximations [-10.03966399 -4.22815742 -5.05790956 0.79336374 0.60320712 0.61169965 1.0856406 1.07754808 1.04754923 2.06885672 1.7541276 1.72935655 -1.82881343 -0.52266123 0.69261295 -0.23505008 -1.33009619 0.18239458 0.71093748 -0.06770232] Distance 7.412776857293983 Each least square approximations [-11.37697456 6.26800249 -1.06493792 -1.84186697 -0.72846203 -1.78371446 -1.44758785 -0.06792776 0.51091633 -0.07213374 0.85230925 -0.45141906 1.77975299 0.51430066 1.32772287 1.1640333 1.15629031 0.48578906 -0.24457041 -1.08691726] Distance 5.585559453644914 Each least square approximations [-9.51683329 -1.90078262 5.54068809 -1.59778927 -3.33781716 1.3878716 -2.65152305 -0.06344878 -0.71717878 0.46066804 -0.18019932 0.20254565 1.92982389 -0.15430089 0.27456588 -0.43747282 1.55013228 -2.08540225 0.83841841 -0.45566237] Distance 7.797888569877253 Each least square approximations [ 8.99337187 -1.80106943 4.39482761 -2.96780807 3.66711509 0.67654465 -2.6677113 -0.23469186 0.51945294 2.18268782 -0.39964112 -0.50001455 0.64437093 1.10536915 0.40001112 0.63545321 1.51874621 -2.34659279 2.37403193 0.56289505] Distance 8.129369931587417 Each least square approximations [12.04353421 5.55077863 1.21146119 -1.42767194 1.97832399 -2.65079967 -0.38983482 -0.53802921 -0.66080758 -0.91617285 -1.41950162 -1.47055925 -0.96843049 -1.36654899 -1.02394528 -0.63344901 1.0665075 0.16762556 0.96514108 0.03088317] Distance 4.274233948327281 Each least square approximations [ 1.11622516e+01 -4.90134244e+00 7.28729979e-02 -3.03178111e+00 1.13998366e+00 4.22361020e-01 -1.01532880e-02 -1.31039006e+00 1.38201290e+00 1.85008040e+00 2.00437744e-01 -9.10946019e-01 1.98844683e-01 -4.97512715e-01 6.53280398e-01 2.07340485e+00 1.14966912e+00 -1.63777954e-01 -4.19619228e-01 1.65959494e+00] Distance 6.657001349862301 Each least square approximations [-13.11720426 -5.37285014 1.99311718 1.5821586 -0.51294269 -1.40935042 -0.450105 -0.63509273 -0.68139226 -0.37827197 0.92502701 0.74426938 0.07856132 -1.07674687 0.57703788 0.58752859 0.84411601 -0.39351953 0.63130396 -0.49700843] Distance 2.277734147936411 Each least square approximations [-12.73137319 4.18620882 -0.62957568 -2.63131432 -1.61388523 -1.67037113 1.03464681 -1.26457486 1.37710928 -0.75566731 -1.15247939 -0.86780186 0.12220223 -0.76933975 0.43410803 -0.03617002 0.83468839 0.08924735 0.41427669 -0.42342323] Distance 2.4066823227039973 Each least square approximations [ 5.08499092 1.82785731 1.01813282 -2.56836548 -2.3441718 2.23096766 -2.89530842 -1.4486947 -2.21558886 -2.39650611 -3.40496464 -0.2952869 0.82156606 -0.06175241 0.67845404 -0.66828274 0.75297895 0.90207974 1.15413244 -0.29262816] Distance 11.076440402369514 Each least square approximations [ 7.480827 2.03485001 0.90611145 -3.83167886 5.4780763 -2.99801352 0.40040253 -0.92864533 0.6718586 2.59881737 2.33711451 0.31525987 -1.56783544 0.28445245 1.35713746 0.69157211 2.51105625 0.23483088 0.83320149 -1.08331955] Distance 8.106128527967007 Each least square approximations [-8.64067901 -2.06385052 -2.01273612 -0.33536814 -3.13281078 -1.48877566 1.84799626 0.64726143 -0.40654721 -3.4712835 -1.99889585 1.40548044 1.26617545 -0.93571412 1.40269889 -1.22722865 0.20136822 -1.52700645 -1.78620098 0.52467662] Distance 8.846687427265056 Each least square approximations [-7.46472334 -3.12326617 0.77482586 -3.19895008 -0.48342818 -3.39772296 -0.29133415 1.32256041 -0.05068717 0.14856767 -1.76208444 -0.94764129 -0.09721198 -0.51030972 -0.09569956 1.87836494 -0.10606178 0.51333463 -1.21426286 -1.00735144] Distance 10.328029727325765 Each least square approximations [-9.37933411 -0.71532921 -0.14909531 -0.35487073 -1.13048261 2.63282187 2.09791192 2.24729369 2.51342497 0.41650075 2.27229 2.29878383 2.1198646 -1.1938526 0.77042192 -2.06664274 -0.4541008 2.0818528 0.27102329 0.42385774] Distance 8.269290608524258 Each least square approximations [ 9.94743882 3.52403612 1.75494359 2.53619198 2.18298643 0.75091803 0.37938862 1.87624459 -2.55539941 -1.72738751 2.32748561 1.74333965 1.07696215 1.153084 -2.52377731 0.15258498 -0.79630675 -0.0827488 0.50115129 0.33593198] Distance 7.0325192810344666 Each least square approximations [ 6.70714437 0.47955074 -1.34176001 -4.55561251 1.54290201 0.31267155 -4.81237002 -1.34353776 0.35330201 -1.37279401 1.86972502 -0.8157583 0.87952906 -1.51968422 0.20894993 3.41125779 0.90045604 -2.62308655 0.33745884 -0.25838793] Distance 9.119853073607834 Each least square approximations [ 8.21254009 3.12011812 -2.40786147 -3.98635229 2.17979853 0.12856121 -2.53420155 -1.87768931 0.06535954 -1.1085357 -0.66242246 2.91348021 0.60587837 -0.05104651 2.33494791 2.16450616 1.22522359 0.33483958 0.34243521 -0.01665411] Distance 8.438379113258948 Each least square approximations [-7.15778485 1.5328457 1.07698355 2.80603641 -1.96146086 -1.46188532 1.81759328 0.90725958 3.6523697 3.29788174 -0.60992139 -1.77976233 0.15349022 -2.26801686 0.27053827 1.18986101 0.91255709 -2.00711889 2.29947355 0.85298015] Distance 9.443153216399148 Each least square approximations [-5.59504196 2.63975276 -4.5976373 4.65098181 2.47382361 -4.38112298 2.99094017 1.06650427 -1.01474707 0.80188173 -0.02149062 -0.37511223 0.33810041 1.75012136 -1.15532233 -0.28076192 -1.35295583 1.0232115 -0.37321049 1.59800501] Distance 9.223067931283886 Each least square approximations [ 9.42015222 0.99739164 0.69607135 -1.0360767 0.50091725 2.96389919 -3.24507204 -0.9845223 1.41939383 0.55449553 -0.74356666 0.75565557 0.12763332 1.13870625 0.70921888 1.30318028 -2.22373802 -0.50667916 1.36583349 -1.01077828] Distance 9.306092779478675 Each least square approximations [11.0946647 -5.63242582 -0.73249679 1.45849303 1.29633817 -3.27016916 1.4073624 -1.15824598 -2.27036907 -0.87319084 -0.11679315 0.617129 0.33930758 0.69181116 0.82179419 0.17235035 -2.43718708 -0.23595694 1.30388694 0.08971769] Distance 4.998965801899983 Each least square approximations [-6.2751071 -4.0428168 -6.67003257 0.30609359 -0.45730953 1.25868751 1.66624301 1.65859861 1.16640643 -2.08637271 2.73799748 -0.88667585 -2.48963557 -1.64599707 -0.37451522 -0.76072666 -1.98387032 2.52659615 0.68326612 -1.74796336] Distance 8.269846096521974 Each least square approximations [-8.81208216 2.6084736 3.63187206 -4.17384751 -0.49013774 -0.75345401 -1.76068289 -1.4226347 -0.34558131 1.12426523 -0.31643747 0.34068061 -0.6914104 -0.0195908 2.29666015 1.03090685 1.18550235 1.00777034 0.63265592 1.03400918] Distance 8.953983537263564 Each least square approximations [-7.05390543 -0.50928583 7.0808745 0.68328727 -2.08330441 2.6460611 -1.64540437 -2.07990727 1.19749285 1.1205751 1.05586285 1.35005791 0.18477647 -0.55125652 0.18338667 -0.11674794 -0.20546328 1.26259764 0.61103277 -0.5412392 ] Distance 9.282620020479278 Each least square approximations [ 8.4455073 -0.9141834 3.25126353 -3.6596097 2.28858757 0.79516149 -0.68813262 2.89454356 1.05641683 -0.38155705 -0.652553 -0.28726859 -0.52446655 -2.78641531 1.67564231 0.48402696 1.79566353 0.33249724 -0.92861922 0.09070101] Distance 9.25071033740627 Each least square approximations [ 6.76817565 4.04288144 2.12081792 -4.30315813 5.02735349 1.31438335 1.31776456 -0.73853621 0.84979035 -2.09347802 1.06526228 -1.06080919 -0.03816019 -1.02863214 -1.80069472 -1.05188718 -2.28832375 0.67233363 -0.42540515 -0.47196603] Distance 8.953346748054617 Each least square approximations [ 7.88526667 -4.33614684 0.73395351 -4.02284137 1.76795844 -0.41808984 -2.28558984 0.52650575 -2.29428475 1.62324931 1.75049674 1.15275511 -0.20658101 -1.11473996 -1.92803422 -1.37995716 -1.47159406 0.81249758 -0.97035482 0.54228221] Distance 9.149684567640083 Each least square approximations [-7.33422834 -3.14817961 3.06892623 5.23127401 -1.32614358 0.65474014 -1.03564333 0.83360065 2.00934152 1.42080507 -0.02240414 -1.36827922 0.9411947 1.6571537 -0.80793804 0.88914745 -1.81661636 0.82827484 -2.06155878 -0.24443806] Distance 9.366888451415582 Each least square approximations [-6.05644266 3.54131203 -6.61443978 1.96460092 -1.13815252 -3.00549755 1.92157827 -0.09288384 -3.3765536 2.10892029 -1.44319825 0.72516437 -0.67595821 1.49176178 -0.09655016 1.35357632 -1.18311703 2.78900719 -0.38652044 -1.77561406] Distance 8.10409941560625 Each least square approximations [ 9.8601244 2.05729185 -1.9515557 -1.46057332 -0.62593231 4.83173931 -1.62921117 0.48373593 -0.09736108 -0.94643958 1.12546775 0.1190519 1.05015101 0.48796438 0.12605527 0.4864345 1.11583837 0.55050595 -1.87376891 1.48286263] Distance 8.181668048277922 Each least square approximations [ 9.77634491 0.07337492 -2.4440975 -2.89211452 3.58238808 2.89049929 -2.33348217 -2.50300522 0.84017513 -0.88152674 0.5061088 -0.80999537 0.9215737 -0.7153093 -0.76414242 -0.49180987 -1.43432223 -1.75878201 0.04978568 0.70555904] Distance 7.677737215250464 Each least square approximations [-10.28445253 -2.51971244 -3.61882304 -0.16271082 2.13443083 -0.1999172 0.56024222 -0.32572145 1.13104432 -0.84520718 2.35989072 3.52126336 -1.30023163 0.28617143 -0.71231565 -1.07715817 -0.85837372 0.42612995 0.79023625 2.08249709] Distance 7.242968178608253 Each least square approximations [-11.61861633 3.1281901 -3.24982809 0.02812519 -1.25024251 -1.40593318 -3.11823098 -0.67672973 0.95466042 1.45099673 -0.19856776 0.60969002 -0.11392776 1.24984367 0.29372103 1.22651005 -0.50867934 0.84343524 0.0539722 0.11183832] Distance 5.94635867073792 Each least square approximations [-9.06246972 -2.92998026 3.38459268 -0.65098042 -4.50113299 1.85573276 -2.50004332 -0.90995023 -0.82798836 1.50656617 -0.32465287 -0.72887424 0.18944448 -1.61494831 1.49407145 -0.33207523 -0.67516031 -0.94310114 0.3151627 -1.23449869] Distance 8.190106094442196 Each least square approximations [ 7.89942465 -1.82973403 4.88493018 -3.29263021 4.61363023 0.63632055 -3.08617075 -0.70084706 -0.55558173 1.92399442 0.16597166 -0.05884571 0.57449476 1.39994586 -0.16729617 -0.7576393 0.62205286 -1.73898365 1.22806536 -0.67606525] Distance 8.217721595308594 Each least square approximations [ 1.23760596e+01 4.43483547e+00 8.37973056e-01 -7.36467174e-01 6.65316593e-01 1.07813104e+00 -1.29929101e+00 1.12453717e+00 8.57654576e-01 9.15752221e-01 -1.67651198e+00 -2.34591247e-01 -2.66488229e-01 -1.80889524e-01 9.20661026e-03 4.54452256e-01 5.30161239e-01 -1.03799251e+00 6.36615696e-01 -9.48047306e-01] Distance 5.094079552940051 Each least square approximations [ 1.12066910e+01 -1.13495544e+00 9.40395399e-01 -3.43872772e+00 -1.13524236e+00 -3.46428612e-01 2.56958887e+00 -2.58148117e+00 4.55189362e-03 2.38468142e+00 -9.96851062e-02 -5.89539436e-01 7.30047167e-02 3.74851806e-01 9.75895959e-01 2.30027618e+00 9.23611666e-01 1.27781980e+00 -1.19767844e+00 6.20885466e-01] Distance 6.4028931264576965 Each least square approximations [-13.27935658 -2.02885409 1.15047105 -1.96079167 0.89620533 2.47831461 0.7128531 1.73411149 0.37085909 0.54800433 -1.33650795 -1.31676053 1.14133615 -0.70201963 -0.63752733 0.35346341 0.26284687 0.13340743 0.42330419 0.21822033] Distance 3.05197264626234 Each least square approximations [-8.58126438 5.8197391 -2.96377941 2.40895228 -0.91036911 -2.61192679 2.45945341 0.25396777 0.90100594 -3.15558756 1.72445395 -1.13661471 -1.07614099 -0.84071988 0.7611479 1.88772946 -1.18483175 0.70538253 0.70346057 0.47501229] Distance 7.273126120209178 Each least square approximations [ 9.58190388 1.56870281 -0.1345061 -2.8197493 -3.7016884 2.71890012 -1.66208724 -1.26608492 -0.40167703 0.54019464 -0.13885188 0.01417233 -0.1028436 0.87899902 -0.13220761 0.93581242 0.44699712 2.07012985 0.58334212 0.63762711] Distance 8.794182511346456 Each least square approximations [10.09734697 -1.66044888 0.55335188 -3.70948583 2.37094599 0.041734 -2.0252837 -1.67592609 0.95258521 1.0886003 -0.53035648 2.52414926 0.88975918 -1.67209383 0.72380567 -1.12348896 1.35628079 -0.41737243 1.31512147 -0.52363304] Distance 7.935503131202001 Each least square approximations [-8.00353954 -4.40142215 -4.5228697 -1.14792842 -0.53995894 0.30666119 1.32553251 -0.7944479 -1.21987231 -1.83450113 -1.52078452 1.01557597 -0.72005591 -1.66909538 0.83148242 -2.02874292 -3.66371249 -0.57046382 -1.9441815 -0.85855835] Distance 8.358865425855155 Each least square approximations [-10.02915623 0.81852687 2.47243628 -3.21697457 -2.49633856 -2.34440242 0.4534308 0.73897795 2.52896631 -1.00944893 -1.73426871 -1.08102492 -1.3924064 1.8809711 0.32191929 2.35069061 1.28865109 1.183637 -0.87947545 -0.01239442] Distance 7.462851330442021 Each least square approximations [-9.80601156 -2.23196594 4.03743577 0.09123141 -0.97931758 1.0283573 1.10848938 -0.55529178 2.21302047 1.13614805 0.74274477 0.78581897 3.66565511 0.83371912 1.05258334 0.88045545 -0.05182954 1.42529638 -0.9529918 -1.14999726] Distance 7.986365906229473 Each least square approximations [12.59516595 1.10781949 2.63412813 2.84866094 2.31556965 -1.7213833 -2.66798543 -0.32925097 1.23153864 1.13288453 0.29217544 -1.08310449 -0.47138486 0.14984713 0.26075629 1.39479907 -0.66283477 1.1029264 0.36785033 0.76129085] Distance 3.641990937399859 Each least square approximations [ 8.94880819 1.92348407 1.7137943 -2.30214461 3.70405629 0.89880456 -1.80300129 -2.61998803 1.05966608 -0.75676746 0.34338699 -0.12675413 -0.33306795 -0.30950092 -0.37282311 0.08357885 1.21313624 -0.23354785 1.04851727 0.64723465] Distance 9.514948945625473 Each least square approximations [ 8.66276798 -1.54726491 -0.2600373 -5.64728902 0.38010284 1.32989961 -3.09307392 0.17448794 2.13398985 1.55436488 1.58769889 3.44022201 0.40634706 1.87476875 2.37415379 2.19374287 1.06689308 0.76118358 -0.596312 1.96800334] Distance 7.079063626675888 Each least square approximations [-9.03865556 -2.00364143 1.5850193 3.06365231 -2.4678404 -0.41679155 0.07651482 3.07120705 -0.23354831 3.06519561 -2.05841345 0.29061865 -2.19233148 0.1103675 -0.02955774 2.52913485 -1.11677216 0.58415514 -0.2495678 1.54021511] Distance 8.372540428806648 Each least square approximations [-9.23034568 4.5458083 -3.37275848 1.11127045 1.35083463 -0.21210482 0.24195918 1.94992243 0.43949312 -3.10222772 2.70713361 0.52496184 -0.56175152 0.44200186 -0.49318053 0.95132596 -1.51790867 1.8581699 1.46998641 1.57062543] Distance 7.410395616762008 Each least square approximations [ 8.29880079 1.11738291 1.08507806 -2.00525718 -3.52782979 2.52662585 -1.59101249 -2.26532098 -2.64153359 2.05809813 -0.38903001 -1.18187472 -0.37341317 0.37229881 -1.01255448 -0.87406738 1.34457148 0.59931843 0.58262559 1.36448558] Distance 9.358237735945096 Each least square approximations [ 9.01022162 -0.84869324 -0.38434743 -4.26468447 2.36429052 -1.56333133 -1.43054845 -1.92406186 0.24117891 2.61856956 -0.22007257 0.62152861 0.71540394 -0.35200045 0.87243299 -1.85890051 2.56735175 -0.73481621 1.07273059 0.29730414] Distance 8.601677595521753 Each least square approximations [-8.3480081 -2.20631238 -3.85695402 0.49174819 -1.13013585 0.0187965 -1.32312912 1.46294431 -0.48454025 -2.29459185 -1.89339433 -0.14072946 1.50872909 -2.76381186 0.75192352 -0.20321353 -3.13710781 1.37301719 -2.09025282 -0.90497875] Distance 8.786293221446089 Each least square approximations [-8.2177968 0.75164503 2.74120973 -4.62483786 -2.21453764 -2.5765478 0.26178252 0.05386603 2.44900109 -0.69606251 -0.89005433 -1.01278564 -1.61015927 1.99788139 -0.471253 1.64962066 1.51060632 0.66630142 -0.66398487 0.42444323] Distance 8.876612578916603 Each least square approximations [-10.25946371 -0.77260917 2.63349251 -2.17193212 1.25751092 0.70880295 0.81627505 -0.45759143 2.17321156 -1.26486884 -0.52106549 0.56832291 2.56267963 -0.53830855 0.28996286 0.79873102 -0.49824509 2.00587555 -0.51901818 -0.86118657] Distance 8.266720799954063 Each least square approximations [13.1409197 1.03544294 -2.42784929 1.25201 2.30132405 0.46681988 0.08006482 -2.71040224 -0.04064097 1.14753315 -0.2516162 1.11612281 -1.93235091 -0.1638637 0.31535546 -0.22687252 0.28743323 -0.2156473 -0.10857592 -1.34735611] Distance 2.4501518266925992 Each least square approximations [ 7.23827573 1.70938855 1.98731516 -2.69650113 3.07071079 1.36995312 -1.44886328 -3.35790318 1.60715185 -0.68644948 1.23327829 -0.6212298 0.26276224 -0.08833215 -0.51020641 0.54488962 0.85120154 0.52752051 0.58174235 1.25430027] Distance 10.433495510224974 Each least square approximations [ 7.88027851 -0.1460721 -1.8632509 -6.11289374 1.35128211 -0.55578927 -3.42127706 -0.52890399 2.41841944 1.39631755 1.34176529 2.59014901 -0.90426973 1.57642238 2.35357888 1.46766833 -0.32688961 -1.03340371 -1.15946551 1.18150782] Distance 7.764367207442084 Each least square approximations [-7.29681629 -1.71176439 1.35593293 3.22511065 -1.15889801 -0.59481493 0.12905971 2.08616508 -0.0467072 3.78247576 -1.54888713 0.6790594 -2.64600077 0.25243471 -1.14647906 1.99622235 0.02240044 0.24660614 -1.15938102 2.43422808] Distance 9.861007176014347 Each least square approximations [-7.072339 -7.29396021 -5.71672157 2.93607898 -0.06440406 1.83171217 -1.388982 -2.57036302 -0.26984398 1.71525311 -1.49964649 0.62337101 -1.73385158 -1.19659447 0.07902857 -1.58525348 0.43843322 1.73142734 1.52545427 0.07982899] Distance 4.944047866094216 Each least square approximations [ 2.74564978 2.88353177 0.59182059 -0.74497506 0.42899136 2.72925687 -1.66734761 -1.94087618 -4.77658877 -2.00202004 -2.4695412 -0.63501943 0.84308612 -0.4150763 0.53751757 -0.15812538 1.14345736 -0.45291069 -0.11004458 1.31340307] Distance 11.4141339036655 Each least square approximations [ 4.04785379 1.70327583 -3.43079215 -1.1120368 3.59267248 -1.58391376 0.219418 -1.13049697 2.66702389 0.53626736 1.18102038 -1.718683 -2.6688232 3.39447284 -0.35728774 -1.87288596 -0.44883047 -0.40171066 2.3178 -0.37668755] Distance 10.490539546177367 Each least square approximations [-5.49089317 3.31697717 -4.14439492 2.01958341 -0.85911155 1.32013542 -0.72534257 1.16614864 -0.11642314 1.11704809 2.97920985 -2.35766431 -0.83770372 -1.21230881 -2.16315685 -0.25655563 1.06771573 -1.42438257 -0.18104495 1.67483092] Distance 10.178449223778475 Each least square approximations [-2.49134591 2.15612263 0.30965589 0.56242886 -1.08285128 1.99788059 -3.41086158 -1.72823404 -1.63048228 0.54104053 -2.20345438 -0.11776711 3.69255984 0.72259822 2.22240155 0.68897194 0.88053674 0.60071635 -0.00894713 1.18005376] Distance 11.748224228031141 Each least square approximations [-4.96162839 1.22418954 -1.07914962 -0.69631561 -1.10714807 2.46538194 -5.5300474 -0.51159758 2.08400044 -1.12901898 0.43150715 -2.30974389 0.04419065 -0.69107544 1.06000489 -4.86892846 0.85340573 -1.44347649 -0.55589772 0.61470375] Distance 9.65056318022256 Each least square approximations [ 3.2275421 2.03635446 0.2212893 -6.41205299 1.5447274 2.6680529 2.1183646 -2.13106495 -2.21779395 -0.67261117 2.08545222 -0.75222958 0.00928876 0.99232809 0.98914707 1.91193105 0.84437943 1.57943724 0.91157996 -0.38192148] Distance 10.229547363237536 Each least square approximations [ 4.14795578 1.40597664 1.16098793 -2.45099821 0.91032438 -0.27520141 -1.471258 3.67276282 0.93396309 0.33959736 0.35683942 -1.30368609 0.68190951 -3.42375902 0.25468697 1.59539301 0.05748251 0.62143892 -0.99556991 1.81387949] Distance 11.559198697567073 Each least square approximations [ 4.12724363 -0.10613887 -0.8460298 -3.41889619 0.34828782 -3.85749915 0.87038357 -1.5846081 -0.97006855 -2.16519124 -0.96767155 -1.90568925 -0.24336347 -0.33164902 -0.68830207 0.61250033 1.2613926 -2.10006603 1.76722537 -1.00585654] Distance 11.398326497908046 Each least square approximations [-3.78261116 -1.31395689 4.73194727 -0.81955347 -0.44453554 0.44317566 0.13119641 -1.25384882 1.13735586 0.34036234 1.33686805 -0.82593316 3.27857277 -0.87225812 -0.16259834 -0.52120386 2.4266362 -2.01453553 -0.98675677 2.01200305] Distance 11.280823668742359 Each least square approximations [-5.58721778 6.46650125 -5.88953355 3.84583911 0.12789809 -1.89675031 2.07228549 0.47584316 -1.65953597 -0.13104539 -1.18609397 2.21699416 -1.51492685 0.0566392 0.64420882 2.41024859 -0.28302261 1.19680169 -1.54394538 1.61882305] Distance 8.13476557595279 Each least square approximations [ 7.98793841 2.96871541 0.57130787 -1.74850902 -0.34409036 5.33133541 -4.03924168 -1.68391591 2.04566434 0.65669068 0.18813538 0.82866231 -0.11940797 1.20909637 -0.16396605 0.09074972 -0.28548715 0.49713158 0.35702341 0.24550659] Distance 9.480978051323158 Each least square approximations [ 9.35551916 -1.80264785 -1.36162253 -3.64190907 4.83724719 4.36487902 0.13344072 -1.94290428 -0.98254389 -0.51943968 0.22446408 0.97673141 -1.72702027 -1.63072083 0.982306 -0.44423357 -1.48159101 -1.01971549 -0.62721852 -0.45896666] Distance 7.478773968884687 Each least square approximations [-9.3801211 -3.68327535 -4.62891105 -1.49002123 1.52836424 0.6692941 0.39454965 -0.13397658 0.97799363 -1.47560446 0.92090256 2.1724305 1.09653038 -1.28648626 1.8273436 -2.02455339 0.82588526 0.76849596 -0.73331977 0.51536307] Distance 8.468817916115718 Each least square approximations [-12.34666444 -1.62579173 -0.21662683 -3.26541797 2.32132894 3.47791283 -2.08297869 0.87415016 1.22579408 0.34072183 1.43292069 0.14259412 -0.52023154 1.68875373 -0.76642352 0.06578579 -0.57173228 1.55278838 -0.79328407 0.30530588] Distance 4.658725293856325 Each least square approximations [-9.31971557 -3.11561376 5.6633584 -1.06772354 -0.91686751 1.40882938 -0.18602118 -2.35695378 1.72440672 -0.46395679 -0.20584895 1.33355992 -0.33648349 -0.50585194 0.60105947 0.60992457 -0.96584241 -0.49068886 0.39188264 0.08246875] Distance 8.678266014450868 Each least square approximations [ 9.10914549 -3.30034558 3.86763347 -1.30520539 3.019926 1.86608427 -1.63988818 0.09369871 0.0179228 2.20779184 2.32422637 -3.05593708 2.03904461 -0.65144607 -0.01889126 -1.38595455 1.26376758 -0.53158249 0.01651339 0.51973792] Distance 8.17626598153908 Each least square approximations [10.0084518 2.72908047 1.35003836 -4.22129796 1.56458519 1.61403282 0.4021746 -1.99198445 0.09246816 1.85987569 2.63812683 -0.3194538 -2.18131972 0.95339756 0.90976938 0.80576212 -1.53502323 -0.22455873 1.03837948 -0.27635611] Distance 7.954546630310719 Each least square approximations [ 9.68482316 -2.10572452 -2.87709666 -3.67348684 -2.26653106 -2.23414979 -0.48949832 0.5448106 -0.96469681 2.71273339 -0.25905232 1.3773571 -0.70994061 -1.640656 0.74011049 2.71321369 0.07596802 1.64649194 -1.43790002 0.46677281] Distance 7.995205142156732 Each least square approximations [-10.3374271 1.35991215 3.40721785 3.66125011 0.88989843 -0.36935701 1.22887253 1.56340648 1.89294465 1.64446492 -4.39872693 -0.38096906 0.38914628 -0.86606285 -0.66233334 0.5365314 -1.60744791 -0.4334862 0.77662474 1.83175313] Distance 6.942856528820131 Each least square approximations [-3.89486538 2.84718074 -2.97908739 0.70553741 -3.04523234 -2.47965231 1.62553886 0.86426532 -3.2954094 0.67597874 -0.06984057 1.95080018 -2.34300668 -0.99325761 0.36467838 2.38816778 -1.0518455 1.17544089 -0.95722924 1.38344278] Distance 11.372158457065098 Each least square approximations [ 5.2731817 1.8278661 -0.37700915 0.43162785 0.70516737 3.33663689 -1.47644716 -3.05533189 3.12467779 -1.86472807 2.18766107 -0.29396129 0.70753546 0.94547933 -0.27723427 -0.33240898 0.64336553 0.79834529 0.53566715 -0.23981717] Distance 11.740210110444034 Each least square approximations [ 4.71286526e+00 -1.60376806e+00 3.89825169e-01 -4.45468830e+00 2.95621177e+00 3.03640130e+00 2.17624955e-02 -1.74130264e+00 2.15201822e+00 -3.14391895e-01 8.43929052e-01 -1.19657690e-02 -8.36239182e-01 -5.17344900e-01 2.16005840e+00 1.66411164e+00 -3.87335875e+00 -9.10993453e-01 4.37677176e-03 2.57975348e+00] Distance 10.556574265852596 Each least square approximations [-5.36847527 -1.01346551 -2.43684969 -5.04522612 4.49968456 -0.87563411 1.50658156 -0.69304629 -1.18060811 -1.74081215 0.38597361 2.15285147 0.69900811 -0.83199543 0.34982997 -1.14706543 0.15584782 1.50476254 -0.81364664 -1.43237421] Distance 10.569347693315494 Each least square approximations [-10.37638151 -5.38577248 -0.45559989 4.54616742 -2.66676171 1.90170635 2.83674055 -2.44949007 -0.96135352 -0.42054258 2.16863376 -0.31765607 0.37432924 -0.07563272 -0.31179659 -0.3966082 0.22103225 -1.61680813 -0.67418636 -0.26276044] Distance 4.6611741081931175 Each least square approximations [-5.80646815 -5.21153164 0.89557546 2.88956871 -2.38243234 3.72365093 -0.44131727 -2.84497044 -0.03069472 -1.66591935 0.79172613 -0.5793228 -1.13607262 1.33482979 2.39762241 0.83139671 -0.70387383 -1.7936867 -2.05656238 1.96537886] Distance 9.520072153679866 Each least square approximations [ 4.9317476 -1.58224678 4.19060763 -1.34224833 2.94242881 -0.07529881 -2.01277369 2.25057421 -2.00660055 2.20582832 1.31577504 -0.83566569 1.15734142 2.29636906 1.42974579 -0.98427915 0.56685588 -1.42212831 -0.9289517 -1.69016972] Distance 11.070924395795306 Each least square approximations [ 7.93303891 -3.87532374 -0.8213037 -3.6004077 -0.4936834 3.44412959 1.60225003 2.906356 -1.7538473 -0.08619979 1.77593857 -1.37677397 -3.33306741 0.55819614 1.03924193 0.81119634 -0.25632732 0.69120302 0.42247853 -1.79855527] Distance 8.578309257439924 Each least square approximations [ 6.6106949 2.02612868 1.10151902 -2.54331592 -4.23513044 -1.80672714 -3.02014478 1.02476138 0.43958579 1.74949407 0.27100987 -0.75116484 0.65384247 1.05172423 0.15357472 1.45791195 -0.18733675 6.12512243 -0.2912984 -1.35534074] Distance 8.923894033201282 Each least square approximations [-7.78863133 7.87062386 3.45157365 -0.44076375 -2.4583823 0.09269093 -2.27598776 -1.1678753 -0.4948715 1.09035411 -1.01494956 0.25655157 0.21520732 -2.02526323 -0.62103521 0.17820823 -2.01367532 0.68960184 -0.0683261 0.70672038] Distance 7.355368240680338 Each least square approximations [-8.06876199 6.42102037 -0.1921192 2.44690358 0.2011666 1.98112173 -0.1117186 3.02487837 -0.91962004 -2.34134777 1.63350652 -0.96823965 0.74123683 -0.14180679 -0.92269044 0.83501787 -0.37781435 0.96785368 1.49137372 1.91794987] Distance 8.507727047256912 Each least square approximations [ 7.3886065 -2.56550786 2.34281729 -1.29370054 -3.99095255 -0.1612953 -2.05146526 -2.8414485 0.18443728 1.98189966 -1.51328719 -0.6971991 -1.05406327 1.25109848 -1.17576122 -1.50360363 1.79963131 1.46517364 -0.33470288 0.07604376] Distance 10.088057856149051 Each least square approximations [ 8.51170612 -0.22853235 0.14660314 -2.02956827 1.28036909 -0.91715583 -1.11941174 0.6689634 0.01536341 3.49710193 2.07678335 0.29288368 1.11206844 -1.73023582 2.25609374 -1.43093049 3.71359919 -0.63643254 -0.24501803 -0.54893975] Distance 9.670807648576014 Each least square approximations [-6.95811485 -4.0494888 -2.02284331 -2.54093204 -3.08890298 0.29631284 -1.64066983 0.29107563 -0.99793389 -1.5148986 -2.1130589 -0.74005625 2.45505989 -3.20746359 1.90720896 2.4166019 -4.54626784 0.74832215 -2.55688063 -0.0510761 ] Distance 8.20177736414377 Each least square approximations [-6.64409044 0.04505288 4.35141858 -5.32248704 -0.61447974 -2.57619401 2.57683629 0.48900887 3.0090288 0.17943956 0.97898274 1.64170255 -2.11270609 0.4828055 -1.28424318 -0.3422258 1.52264192 2.16939786 0.09079153 0.37762546] Distance 9.231450506118788 Each least square approximations [-9.350119 -1.00953017 3.25925381 0.03585669 3.37476353 -1.394782 2.1697131 0.6099474 0.99045264 -2.98989243 1.51747535 1.45224679 3.40953025 -1.25491551 -0.99667726 2.44465289 -1.50171062 1.94191579 -0.90055542 -0.98007229] Distance 7.557792153086306 Each least square approximations [12.76726551 -1.15722068 -1.88317484 3.68576766 -3.84829396 0.61350211 0.60308102 -0.58775322 0.52228125 -0.17215558 -1.39096378 0.44929864 1.63565562 -0.97787801 0.46654438 -0.73302785 0.56501964 -0.3534924 -0.31429416 -0.74812958] Distance 3.4065894052706622 Each least square approximations [ 4.57579336 2.29309092 0.33938163 -2.11763722 2.47165115 0.82833176 -2.21784355 -3.60201206 1.05262488 -1.9502428 2.9158409 -0.83194573 -2.17542824 0.97330836 0.20834807 -0.38687238 1.44495519 -0.4379324 0.31900931 -0.73628075] Distance 11.769246584060182 Each least square approximations [ 8.30499785 1.05295853 -3.11961435 -1.95538816 0.83365365 1.47980325 -4.0738501 1.11986626 2.18433421 -1.35699817 2.41975506 3.00402894 0.33019478 1.73128543 1.98943907 1.2417088 -1.02093765 -1.06465638 -0.61160815 1.82846917] Distance 8.748586037528916 Each least square approximations [-5.33373631 -1.32354494 -0.3120725 3.45565888 -1.97927448 -1.74249248 1.42534197 0.54571888 0.36194279 2.89880803 -2.33985744 0.59806634 -2.57771778 0.91471119 0.38509326 2.57051167 -1.27195334 -0.40765608 -1.30393167 3.46717271] Distance 11.012240799372945 Each least square approximations [-4.01534551 3.39537235 -4.05556796 3.41546507 0.64598702 -4.29462271 3.2829286 2.09217334 -2.87778901 -1.88702078 0.75715603 0.23705286 -1.49258906 1.2281113 -1.98421088 -0.41626341 -2.93358314 1.09961011 2.79831299 1.49668488] Distance 9.519654380590147 Each least square approximations [ 7.9609495 0.90896747 3.60674138 -1.83919364 -0.38706616 3.32963305 -1.27404032 0.73816978 3.29086734 0.87138822 2.21744696 0.2985986 0.47720099 0.83303793 -0.43106317 0.01472025 -0.64068456 -0.14710868 0.52224544 0.61810189] Distance 10.383638102624808 Each least square approximations [ 9.36229183 -6.88697639 1.29550672 -2.30269327 1.19738939 -0.9503616 0.13002523 3.57374263 0.44190341 0.07617122 -1.6717807 -2.94796316 -0.33481958 -3.04720149 -0.50360626 0.52371759 1.20307998 -0.39156535 0.35375685 -1.31495301] Distance 6.1929338352807655 Each least square approximations [-4.91839312 -2.99127429 -5.53334978 0.0605089 0.3833422 1.12971884 0.26312099 1.36660019 -1.30507138 -2.33323271 2.16789105 1.02044641 -2.64390241 -3.15824211 -0.78061412 0.08990012 -2.69587098 1.70996298 -0.5422194 0.80287962] Distance 10.577699365904028 Each least square approximations [-8.15548571e+00 9.33563142e-01 3.00581835e+00 -3.07682163e+00 -7.01676708e-01 -1.21125776e+00 -2.07204661e+00 -7.27800688e-03 2.33752790e+00 1.45261997e+00 -2.13083507e+00 2.04995582e+00 -5.98776399e-01 1.60514703e+00 7.59261174e-01 -4.64789679e+00 2.26827414e+00 1.96812746e+00 -8.63833350e-01 1.13764184e+00] Distance 8.71664078802863 Each least square approximations [-6.3914091 -1.26936161 5.30460121 -0.66197862 -0.79498991 1.36901739 -1.1630808 -1.71777178 1.51103815 2.45234091 0.45074287 0.46018101 0.15963847 -1.89844682 0.16773057 1.52820899 -0.17365355 0.80628942 -0.8969884 -1.6046973 ] Distance 11.135309333453243 Each least square approximations [ 8.47817195 -0.79948362 3.52370855 -2.44450686 0.03757705 0.02318676 -1.19368167 -0.24592129 2.030081 -1.49535262 0.66291338 -0.09319371 0.88373034 -2.82260564 3.72241683 -1.39686636 -0.90139386 -0.08055464 -3.0426229 -2.82831703] Distance 8.87543353094462 Each least square approximations [ 5.47240245 3.26723463 2.59931672 -4.20929947 4.13474308 2.00940047 0.36293642 0.51706073 2.91088988 -2.03755007 0.65630666 0.70735806 -0.57166659 -0.3526214 0.38271609 -1.51911163 -0.23971595 0.57865707 0.36778915 -1.46062975] Distance 10.717115958275905 Each least square approximations [ 7.58792668 -3.14989172 0.47175474 -3.93014052 1.2631152 0.11585715 0.1804547 2.74668208 -1.41079085 1.51126144 1.7218825 2.01317421 1.72370609 1.51564075 -1.03464383 -0.50247139 -0.82724615 -0.27170334 -1.97238249 -0.43727382] Distance 10.272913606232324 Each least square approximations [-6.40625837 -2.68434926 2.88368509 3.88480798 -1.2477983 1.31287052 0.19427959 2.86508678 1.0599491 1.00395369 -0.29424533 -0.396397 -0.18506329 1.96699377 -0.38666061 0.23150514 -1.46306042 1.78884525 -1.22880969 1.88911829] Distance 10.978491488919849 Each least square approximations [-6.04774107 5.58067056 -4.94871926 4.75704271 1.13981399 -1.61337133 0.77341309 0.50423993 -3.12005129 1.09274983 1.58972603 -0.64781745 1.04032658 1.59139006 1.36617084 1.7770564 -0.18279723 2.79338284 0.53812592 -1.70702515] Distance 8.17100662681788 Each least square approximations [10.96038029 -1.72937679 -2.2144362 -0.2229833 -2.16897017 5.04940032 -1.6567326 1.34611748 -0.58829492 -0.28159852 -0.43871283 0.57715763 -0.73487186 0.10450208 -0.19889455 0.05368975 0.7750954 -0.81486723 0.37981276 0.36717605] Distance 7.347994028022168 Each least square approximations [ 9.87553920e+00 -1.09868376e+00 -2.09166040e+00 -1.72791167e+00 1.96176164e+00 1.17013043e+00 -3.49131151e+00 -3.74559624e+00 -8.57313632e-01 2.29941147e+00 3.56772645e-01 6.97880481e-02 6.81237505e-01 -1.77148234e+00 -2.84162697e-01 -8.89668058e-01 -4.31137560e-01 -2.72679223e-01 2.52093501e-01 8.03852907e-03] Distance 8.451609278332107 Each least square approximations [-9.96584234 -4.77192944 -3.46184635 -0.2543368 -0.1019719 2.81739764 1.00511592 0.3867757 -0.53080251 1.27740071 0.47381486 3.12718566 -0.46360287 0.43719457 -0.44884767 1.45362601 -1.18294506 1.47802436 2.1278295 -0.52057688] Distance 7.324359392734746 Each least square approximations [-10.94227421 5.28822967 -1.54296209 -2.93401304 -3.16623961 -2.08590121 -0.09646711 1.91626261 -0.14873017 -0.68987079 1.44723281 0.67768077 1.16025249 1.59631083 -0.77092304 0.74255392 -1.33416565 0.31237127 1.34376019 -0.12671747] Distance 5.601474044791615 Each least square approximations [-10.3544132 -1.1082442 4.78570859 -0.7573333 -2.63422754 -0.30609557 0.35836909 0.60195458 -1.93603206 2.03182839 -1.62943825 -0.45801065 0.27547498 -0.11274353 2.07451907 0.79168142 0.85789393 -1.56933839 0.52180884 -1.12655502] Distance 7.744041847544318 Each least square approximations [ 9.35375667 -1.86652028 2.93634188 -1.39346922 2.82592394 -0.30998398 -1.92438684 0.18853959 0.95959831 2.17889222 0.90238549 0.15306542 -0.18328418 1.32515021 0.7027335 1.65689471 0.14294628 -2.49247561 2.10105237 -0.28708966] Distance 9.180805068170848 Each least square approximations [11.15216357 3.30546955 -0.05041907 -1.64127059 2.5087084 -0.40229965 -1.28898002 -3.23095148 0.47513199 -1.60713023 -0.64338901 -2.41850196 0.93464541 0.30957834 -1.13241322 -1.63866474 0.95248613 0.32834556 0.68220125 0.58533739] Distance 6.894353341096756 Each least square approximations [10.66335031 -3.50657997 -0.94495915 -2.65978858 1.86716902 1.71082037 -0.54701783 -0.99634879 2.16096016 1.13527164 1.3780438 1.84396483 -0.27735152 0.53253196 1.02486811 -0.46439434 0.38313236 0.34272656 -0.86068964 1.28655 ] Distance 7.9178739032469645 Each least square approximations [-12.61435689 -3.24071907 -2.19287152 1.4946962 0.06115163 -2.57189271 -1.29851559 2.69744472 -0.41209437 2.29624304 -0.31856792 0.42086661 0.54560341 0.276135 -1.5126666 0.9862942 -0.66068958 -0.09963184 -1.61852676 -0.99957706] Distance 3.7741221277884938 Each least square approximations [-5.08505365 4.11236936 -6.40836973 4.86143834 2.05571058 -2.43810217 2.5033467 3.95211218 -2.25618805 1.52011446 0.04274888 -0.27503311 1.71500945 -0.47568763 0.31882602 0.23663828 -1.50119121 1.78441728 1.54209573 0.51904812] Distance 8.48183514603285 Each least square approximations [14.65841248 -0.30802961 1.50930565 2.47002117 0.64181677 0.69259046 -0.75033354 -0.47727754 0.40310706 0.4144388 -0.3073996 0.03139133 -0.06330449 -0.31059448 0.8986374 0.32447823 -0.88040421 -0.8926667 -0.58183764 -0.09917092] Distance 1.4029016157757177 Each least square approximations [10.6859469 -3.9157893 -5.20752647 -1.63496957 0.62276876 -0.98242966 -1.10738633 -0.31429518 0.38381485 0.6908382 1.00567442 1.6986069 1.48455485 -0.57927775 1.46203999 0.08312034 -0.34250865 0.14255238 -0.24299535 -0.01436246] Distance 7.678698249985197 Each least square approximations [-9.04253994 -4.78966529 -5.23722999 0.18403483 1.40496019 2.46905366 1.29629077 0.22603442 -0.42906562 -0.24837983 1.10733471 0.77087631 -0.55211699 -1.9550054 0.01818607 0.92885231 -2.65798874 1.65252878 1.29791644 -1.49708954] Distance 8.222321455764952 Each least square approximations [-1.08497824e+01 5.81025197e+00 2.98418968e+00 -2.52188583e+00 -4.13879133e+00 -1.03568184e+00 6.39559767e-01 -1.06415554e+00 2.03186935e+00 8.63611452e-01 9.42009126e-01 4.96985781e-01 1.30258188e+00 -2.44722851e+00 -9.94667874e-03 -1.97147241e-01 -6.67372431e-01 1.24347997e+00 -1.16975210e+00 9.83540246e-01] Distance 5.080399930599592 Each least square approximations [-9.50826229 -1.33479506 7.0689471 -0.56887278 -1.94981227 1.35787888 -2.05784167 -1.00198017 -0.97973719 -1.36443528 -1.53581684 -0.55083889 0.90035367 0.94282604 0.47407191 1.21516369 -0.50468684 0.37654536 0.23063064 -0.29336266] Distance 8.220086991729737 Each least square approximations [ 9.990543 -4.02971626 3.30581918 -3.97841678 1.46229482 0.91053824 -1.89864875 1.78047264 1.70679377 3.61475226 -2.3383003 1.52217623 0.49596332 -0.96896283 1.85209922 1.88682088 0.12229916 -1.36435555 -0.31330249 1.04932237] Distance 6.5416807542912405 Each least square approximations [ 9.73937124 3.86370157 2.84764601 -2.91014648 4.28279471 0.23518977 0.73262662 -0.90604132 -1.48343637 -3.02402691 2.28949581 -1.23514358 -1.92160859 -0.50458975 -1.68099974 -2.73754461 -0.31507475 -0.78110937 -0.41145993 -0.53708833] Distance 7.119903450768429 Each least square approximations [ 1.06952587e+01 -5.42564549e+00 2.27107830e+00 -3.43042749e+00 8.43341814e-01 -2.49844627e-01 -2.83734775e+00 1.16149382e-01 8.97540603e-01 1.04615680e+00 3.11147870e+00 -1.37969667e-01 3.57119836e-01 4.74933598e-01 -8.34281812e-03 -3.25546173e-01 -1.08933283e+00 -9.01796223e-02 -1.03627830e+00 8.65136148e-01] Distance 6.759493508627594 Each least square approximations [-10.7697457 -3.82898611 2.09371004 2.87185868 -2.08200485 -0.77342984 -2.91512533 -0.89285185 0.89506931 1.9474813 0.33867472 -0.76960427 -0.55728922 2.91259988 0.134172 0.15699087 -1.72684052 0.15654913 -3.12357728 1.39600265] Distance 6.633227828857913 Each least square approximations [-4.90740607 2.50383805 -5.04946698 1.80438579 -1.64844169 -2.34661703 1.26137509 0.7451527 -2.74628984 2.53742508 -0.53432006 2.23395483 -1.2392109 0.20875973 0.00832513 0.95252972 -2.0834685 2.03185706 -1.44133348 -3.60617267] Distance 9.658512131135748 Each least square approximations [ 8.7738135 1.64704478 -1.76742604 -1.00656819 0.0630297 3.4572229 -0.68287603 1.09375124 -0.67977111 -0.6241911 0.56676537 0.36528671 1.25466437 0.38651259 -0.42871571 0.84638001 0.94328572 0.18096065 -1.492728 1.62622159] Distance 10.044025265836645 Each least square approximations [ 7.8654711 0.9738786 -1.99161735 -3.41676754 2.90063394 2.80116429 -3.05683797 -0.96873283 1.59083736 -1.75195968 0.22718165 -1.2570973 1.73748354 0.17626412 -0.7194022 -0.76334382 -1.40126444 -1.7707537 -0.36200832 1.68306905] Distance 9.144043503940456 Each least square approximations [-8.43020035 -1.71562808 -2.61374304 0.85020354 2.79534399 -2.78750566 1.70095426 -1.50703496 0.79430979 1.90815195 1.46364215 2.72364705 0.10768243 -2.53529339 -0.28768905 0.35062374 -1.14114502 -0.29317556 0.54138682 1.18703095] Distance 9.06498375287349 Each least square approximations [-9.75980346 1.95114036 -2.00419691 1.59200799 -1.94920179 -2.00364687 -2.72698662 -0.99050583 2.66888746 2.80651355 2.57602571 -0.15776215 1.52240618 0.96754299 0.07519193 1.4363395 0.50681052 0.33174475 -0.93217438 0.26519282] Distance 7.610769351376622 Each least square approximations [-7.44942154 -2.78184063 2.35994723 -1.0724884 -4.8873575 2.40955387 -3.90542133 0.24438437 -0.0347537 0.41067395 -0.86210654 0.15400877 1.12912142 -2.20676486 -0.17097452 1.32161048 -1.58939569 -3.20437204 -0.32682662 -0.42147373] Distance 8.435875989844389 Each least square approximations [ 6.14316895 -2.05442975 4.31120632 -2.27956482 3.55944293 0.76034826 -3.50467624 -1.64195337 -0.13171275 2.49387139 -0.81805774 -0.23179091 0.24699047 1.69781797 -0.51977025 -0.86755575 0.30751546 -0.91843291 1.9410254 -0.12080039] Distance 9.921764483917226 Each least square approximations [11.61837582 1.531061 0.41673147 1.22877839 -0.24067624 2.50213743 -1.66339764 2.78065323 -1.01713575 0.36902115 -1.42382091 -0.33770901 -2.10648912 0.17284034 -2.00184221 -0.79902747 1.93962245 -0.31110879 1.43010266 0.45787117] Distance 5.803938262721374 Each least square approximations [ 9.42690651 -0.32392994 2.14495259 -1.79194118 -2.83235236 -2.16247708 1.5835662 -0.98773398 3.05988661 2.10289008 2.25743936 -2.02593334 0.98014578 0.77076566 0.59413324 2.76990546 0.76201898 1.03721716 -0.15755391 1.06535905] Distance 7.727178027167007 Each least square approximations [-11.61380359 -1.41642385 3.15301125 -5.28474457 0.75809152 -0.64876661 0.97302113 -0.36497541 -0.15124099 0.60136833 -0.88269389 0.28888081 -2.08369006 0.23316967 -0.51469048 0.21883787 -1.49817319 -1.36745628 0.5138862 0.24226219] Distance 4.564083913771754 Each least square approximations [-8.66605155 2.55317245 -2.57403701 2.5047189 2.75065369 0.36261013 0.86491889 1.79819049 -0.0581083 -3.4168063 1.6844295 -0.29873238 -0.98796062 1.04430421 0.74568193 2.74111364 -2.8494182 2.35609605 0.32511032 2.21109678] Distance 7.5528024731127505 Each least square approximations [ 7.87790379 0.38763774 1.95394428 -1.76199165 -2.59625716 2.4072085 -2.19098739 -1.87290886 -2.57378383 2.35200891 -0.81164439 -0.74974775 -0.67106146 -0.46086156 -0.61701376 -1.29120304 -0.14727468 2.21604328 0.88815725 -0.07384977] Distance 9.739409033623398 Each least square approximations [ 8.79219172 -1.75537966 -0.0415712 -2.55863156 2.61501688 -1.32685363 -0.27496003 -2.18627246 1.59796756 1.95684291 -0.42014684 1.48999128 0.27489454 0.73645209 0.62955307 -1.51449968 3.23459101 -1.93404074 1.07836667 -0.45935128] Distance 8.865520369396474 Each least square approximations [-7.41405617 -1.55178295 -3.68461776 0.21298398 -2.03792694 1.77697607 0.03296372 -0.04226805 0.17784753 -1.28960841 -0.89007266 -0.78255311 1.34155225 -2.68356737 0.02611309 -1.10201379 -3.76706819 1.71752277 -1.28040076 -1.53847864] Distance 9.688850111545708 Each least square approximations [-7.53770521 1.06363759 3.43134154 -4.99315977 -1.53831726 -2.51535707 -0.94352553 1.03661957 1.61208545 -1.00411224 -0.42392209 -0.45100192 -1.11009232 2.19295871 -0.53558745 0.79999157 1.09391628 0.79173628 -0.17057274 1.25800201] Distance 9.324291076590463 Each least square approximations [-9.82434591e+00 1.30460181e+00 3.14478479e+00 -4.27105813e-01 1.43756881e+00 5.11116891e-01 -2.28986308e-01 -6.06245838e-01 1.80714950e+00 7.80755246e-02 5.14746140e-02 -2.01481667e-01 2.51212103e+00 5.05936555e-01 2.12336627e-01 2.06633672e+00 -3.51526488e-01 2.26614300e+00 -1.25172956e-01 -1.89405197e-03] Distance 8.725668619968959 Each least square approximations [ 1.20320690e+01 1.51333077e+00 -3.73535661e+00 -9.83189971e-01 7.64722499e-01 1.45837487e+00 -1.25218465e+00 -1.22664987e+00 1.96180808e+00 1.01759336e+00 -7.00550997e-02 -1.12041148e+00 -9.45589837e-01 -7.93144020e-01 -6.71251375e-01 -1.01649221e+00 -3.15694430e-01 -1.12317458e+00 -2.33268268e+00 4.81821315e-03] Distance 4.788476256833281 Each least square approximations [ 6.53278061 1.88346974 1.52415875 -2.55634871 3.69088818 1.23288238 -0.84033508 -3.43637407 1.21088211 -1.13285059 2.16188129 -0.0183445 0.32963228 0.23048139 -0.37589584 0.48665852 0.84022897 0.33799278 0.08283074 1.65760275] Distance 10.600464525733647 Each least square approximations [ 6.86258258 -1.78736803 -1.96683216 -5.25873988 0.59425805 -0.09634367 -3.00485419 -2.12409294 2.82293806 1.22865105 1.94894679 1.73240919 -0.77626565 1.82189616 2.31799309 0.98852949 -0.63030076 -1.7733565 -0.77498898 1.29641228] Distance 8.863335050711976 Each least square approximations [-6.41881683 -1.8356969 1.35531006 3.35524719 -1.46936868 -1.22016103 -0.02064535 1.8944917 0.14252101 3.86707625 -1.86072333 0.15828941 -1.83746653 1.53086973 -1.39100427 1.51428698 0.32728391 0.1277171 -1.25663295 1.97854307] Distance 10.378750378868629 Each least square approximations [-4.79132174 2.80413289 -2.0342214 5.28350219 2.70590666 -3.58728238 0.05430323 -0.03561125 -1.68654157 0.69687226 1.29772781 -1.49581817 0.33604419 1.17414732 -0.67608818 0.02538882 -2.82394149 1.20352608 0.44049639 -0.61154888] Distance 10.105619470610574 Each least square approximations [ 8.25081873 -2.1099209 -1.58498923 -2.0389107 -0.67781237 2.43914791 -2.06619261 0.39811868 0.61613915 4.28338308 -1.06936801 -0.29016413 -0.95222322 1.05558225 0.0329999 1.26752066 -1.47245482 0.88546682 0.98911897 -0.3184586 ] Distance 9.313147170112696 Each least square approximations [10.9603888 -2.77397341 1.24578451 4.15588945 -0.60877098 -0.11710159 -1.46701423 -0.94654182 -0.44307787 0.04486657 -1.18066367 1.46056139 1.82562065 1.16095379 1.01711629 -1.64765186 1.21084845 -0.23942596 0.05724208 -0.0527471 ] Distance 6.373211824428955 Each least square approximations [-5.41845667 -3.23300052 -4.86606143 -0.58546137 -2.87112522 1.75660376 1.50928129 1.75079725 0.93293129 0.24216865 0.5161732 0.06561783 -2.27136578 -2.63350101 -2.11968298 0.75502084 -3.59206472 1.34660228 -0.35914235 -1.72223842] Distance 9.365338158683722 Each least square approximations [-6.91151584 3.56063603 1.4928124 -4.31785223 -0.57022695 -2.49385491 -1.20312554 -0.9675901 0.83417885 0.58656973 0.08373979 2.97483299 -0.0593204 1.0431309 2.56912566 0.88921411 2.16514119 2.83601177 2.20469625 -0.39694414] Distance 8.832193077895846 Each least square approximations [-6.57690398 0.65218775 5.36346823 0.75021406 -0.79048365 0.53993502 -1.91734025 0.48501179 0.99128174 1.18037318 -0.09406099 1.37982322 1.86509558 -0.56599554 -1.12307118 0.32510348 1.99837658 -0.07967005 0.49795865 -1.96947379] Distance 10.438583883210397 Each least square approximations [ 8.18780258 0.19616567 2.65328964 -2.01181344 -1.04062434 0.03843272 -1.69133043 0.99575931 0.91942338 -0.47419104 -2.78181178 -2.42839697 -0.13270923 -1.92495165 0.38425381 0.24145704 1.01451939 1.23578345 -0.61360843 0.58458671] Distance 9.968541870746252 Each least square approximations [ 6.21140852e+00 5.63080851e+00 -8.57629341e-01 -9.77756160e-01 4.58014654e+00 3.90850147e-01 9.22015934e-01 -1.37760735e+00 -3.37411293e-02 -3.17334173e+00 1.89413022e-01 2.67925523e-03 -1.37679337e+00 7.36003098e-01 -2.47779471e-01 -6.21351202e-01 7.08261435e-01 1.17705824e+00 -3.89330946e-01 9.02073360e-02] Distance 9.668893343870806 Each least square approximations [ 7.44036139 -4.27530148 -0.59331856 -2.16417663 0.66358381 3.75961007 -1.67053517 0.69211455 1.0880989 1.40658754 1.58652041 0.24375091 -1.36159572 0.29090672 -2.2355051 0.46230622 -0.98090348 -1.93889258 -0.02550846 0.78422577] Distance 9.467856667707236 Each least square approximations [-6.91492762 -5.25777013 0.84781573 2.94179309 -1.18727939 -1.03268115 0.80845815 0.20962908 0.4233735 0.19202525 -0.43996654 1.00784904 -0.05836622 2.33112961 -1.13165078 2.37553782 0.35641246 1.82731183 -0.89222549 0.66501931] Distance 9.893712892759044 Each least square approximations [-4.96392184 -0.54198497 -4.41551091 3.64380397 0.08735188 1.04308051 1.40945386 -0.50379314 0.17004138 0.71904629 -2.34875601 -1.28057221 -1.38467271 -1.00005672 0.22749145 3.40957521 -3.11623216 0.37382939 0.46957833 0.02594047] Distance 9.8856985158149 Each least square approximations [ 5.64705621 1.77344724 0.5854813 -0.62943999 -0.56974296 3.18030315 -1.74548856 -0.58147021 -1.79766328 0.44855464 -0.75838136 -0.57119517 -0.43919809 -0.85617831 0.68321357 -0.11335293 -0.20094541 1.78855485 0.27126837 -1.97947099] Distance 11.338957526094752 Each least square approximations [ 6.13076567 -0.53347634 -1.6580495 0.94077442 3.78078654 -0.79559526 0.63912866 -0.61494987 4.09637222 0.17380419 -1.93500474 1.5371625 -1.55868948 0.09238863 0.5190938 -1.67769938 -1.75087904 -1.13539483 1.03724874 -0.0243225 ] Distance 10.002502660659214 Each least square approximations [-6.69754852 1.90765517 -3.68653612 -0.14028082 -0.77746326 2.81669591 5.48001763 -1.96224244 -2.01191923 -0.28317754 1.75626438 -0.35196307 0.97895102 0.12892048 -3.8874994 -1.08012999 0.23139539 0.42215269 -0.03795247 0.18828725] Distance 7.858434667608714 Each least square approximations [-5.6763107 1.12950918 -1.12763383 -1.60335479 -3.50711581 0.95788548 -2.56540589 0.24389838 -0.04138225 0.36678252 0.13917937 -0.33252631 1.81818953 -0.53203963 0.48717314 0.69498389 -0.18970518 1.88622801 0.16331049 -0.65855005] Distance 11.194357138883689 Each least square approximations [-6.94854383e+00 3.89566312e+00 1.28403315e+00 1.04103356e+00 -3.72210942e+00 -4.57887641e-01 -2.73532751e+00 -1.29394668e-01 1.28346755e-01 2.66056117e+00 -1.32520384e+00 1.10578509e+00 2.25537116e-03 1.24150327e+00 2.45599565e+00 -2.17598004e+00 1.54045564e-01 6.87670687e-01 -1.86804781e-01 -9.98546846e-01] Distance 8.9149222483674 Each least square approximations [ 4.75376716 -0.21997509 2.50349183 -3.46597879 1.66531432 0.59131165 -0.84334926 1.61108629 -1.15163454 1.82103538 1.98483336 -1.07465673 -1.66093508 0.10724389 -0.30464045 2.15078425 -0.27318595 0.29305538 -0.71232287 0.95348748] Distance 11.179458265972166 Each least square approximations [ 6.77773293 -0.26416335 -0.27118467 -1.95031291 2.50325981 0.09821831 1.31759415 0.33733637 1.44567929 -0.80574971 1.44686169 0.77930988 1.04118709 -2.40255769 1.57392011 0.35643704 1.30651316 -0.29894123 0.05373608 1.61614424] Distance 10.668542209334202 Each least square approximations [ 5.42797737e+00 -1.24018079e+00 -1.40129121e+00 -3.28761701e+00 -7.70476198e-01 1.30597918e-01 -4.16417205e-01 -1.13608382e-01 1.22538605e+00 2.01314227e+00 8.47952138e-01 -7.13816712e-01 9.57202211e-01 5.24253729e-01 3.88331724e-03 -1.20104978e+00 -2.46762931e-01 1.01029133e-01 -3.91372132e-01 -1.44872797e+00] Distance 11.611651161867975 Each least square approximations [-6.49853285 0.07811868 2.12603925 0.13190714 -0.68217887 -1.60400491 -1.7344337 3.26562699 0.33112784 0.8805543 -1.06674737 -0.96587079 0.80238987 0.92335562 -0.84626028 -1.28718334 3.06723039 -1.4294288 -2.20989562 0.04246799] Distance 10.222176079082521 Each least square approximations [-7.24497103 -6.53677046 -4.34335451 -0.25708027 3.64884613 2.92942333 -0.18897404 -3.41480512 -3.38069565 -2.29384107 0.41840823 0.38033214 -0.46285569 -1.90851259 0.5304972 -0.21835082 0.24979419 -1.68574831 0.37418466 -1.34426947] Distance 5.310097532584586 Each least square approximations [ 2.04854409 2.85548911 1.49429296 -0.85274982 -1.56913026 1.95409143 -0.52195645 -0.50162889 -6.04944087 -0.37744322 -1.98277587 -1.51433381 -0.05234918 -1.25386208 -0.14676552 -0.07248699 1.34939314 -0.48309951 -0.05711838 0.86449399] Distance 11.510956152103201 Each least square approximations [ 1.90674159e+00 3.18923587e-01 -2.88325263e+00 -3.83687066e-01 5.56024477e+00 -2.54829471e+00 -3.68955837e-04 -7.52261258e-01 1.50973183e+00 2.68263939e+00 -4.90307743e-01 -1.00049820e+00 -3.56058403e-01 4.89151974e+00 1.16330210e+00 -1.68192421e+00 1.80596334e+00 -2.33061985e+00 1.53778444e+00 2.58240530e-01] Distance 10.086376393882567 Each least square approximations [-3.91247741 5.63214801 -4.28268925 1.76391307 0.59140701 1.19175207 0.50532634 1.03565138 0.83792161 1.95275642 1.63086528 1.50563925 2.58922572 -1.37547102 -2.13388819 -0.1521584 -0.1544293 -0.26729992 0.89481857 -0.12488649] Distance 10.338327267568706 Each least square approximations [-1.7856026 -0.61327665 -0.19495895 -1.55717721 -1.57740603 -1.38198933 -2.71115085 0.07063538 0.36948946 -0.59201479 -3.55352767 -1.65681693 5.24871483 -0.67212222 1.14687293 0.89930484 -1.28981013 0.12829225 1.59525797 1.43985948] Distance 11.485789991018478 Each least square approximations [-5.93061684 3.18638802 -1.87053278 -2.76680344 1.68416445 2.0605561 -3.13604349 0.66740117 1.07806644 1.90130601 1.77814366 -1.86538327 -1.42161378 0.74098499 0.14037419 -4.4709176 1.1666589 -1.62704698 0.96946373 0.31568977] Distance 9.439246572054866 Each least square approximations [ 3.60897648 4.47393875 -1.52216789 -5.74650365 0.01747176 3.61002128 2.98108748 -1.15044178 -0.24191937 -0.46060525 3.18117498 -1.26048179 -0.82415514 2.4577358 -0.68983538 2.04272594 0.9072166 1.13579651 2.17947884 1.02192663] Distance 8.894286656319004 Each least square approximations [ 3.21010929 0.32688696 -0.37010313 -4.20818756 -1.19642573 1.68859577 -2.99649857 -0.28534268 0.83354027 -1.17935347 -0.09219572 1.77736625 2.14638239 -3.84768816 -1.07799084 2.25045753 1.57167411 0.26626401 -0.20434311 2.25917678] Distance 11.036656080426065 Each least square approximations [ 2.39158702 0.04001848 -2.99792751 -3.60659212 -1.32469258 -3.1043395 0.68655482 -1.31403458 -0.24068162 -0.84804478 -1.67566537 -0.67614918 0.36132298 1.38271101 0.34195495 -1.12670473 -1.78675015 -3.73050512 -0.26673124 0.76856646] Distance 11.637806041487117 Each least square approximations [-3.10907652e+00 1.03818451e+00 2.30293268e+00 1.55743239e+00 5.23424763e-02 1.76919387e-01 5.87643058e-01 7.62011296e-01 6.90320939e-01 1.61521602e-01 7.93205602e-01 -1.56058759e+00 -1.97123017e+00 1.29979226e+00 -7.56865511e-01 -1.80796517e-03 3.39297302e+00 -1.89157370e+00 -3.63223169e-02 -3.26291156e-02] Distance 12.559671007701084 Each least square approximations [-7.54923435 4.30146459 -4.99671383 2.30542088 -1.7716864 -1.92324476 1.79771803 -1.38164414 -3.20725779 1.04868631 0.72313848 0.43646507 -0.78926348 -0.99445578 -0.7649982 2.56044546 -1.21902093 -0.3377619 -0.92948177 -1.55376519] Distance 8.235804893539648 Each least square approximations [ 8.44938029 2.12342283 0.09437142 -1.61005698 -2.56761307 4.15497057 -1.57369119 -0.8670899 -0.03665884 -2.86359213 -0.79367179 0.03954769 1.29808637 0.2958139 0.34725938 1.85963497 -0.46339067 -0.69853821 0.28456492 0.87252602] Distance 9.486688730271556 Each least square approximations [ 8.00411537 0.05835376 -1.09228247 -4.44743427 5.30864477 -0.66273347 -2.96198467 -1.93967912 0.58053698 0.67956295 0.32665085 -0.52087931 -0.39322341 -0.25631698 0.37492346 0.42155609 -3.15378832 -0.11794459 -1.39039416 -0.58098842] Distance 8.436133584547614 Each least square approximations [-9.73996637 -3.08816429 -2.94129299 0.5650979 1.22996661 -1.9096407 2.42086348 -1.00203759 0.19353992 2.04633076 1.27386095 5.5808113 0.9060374 -1.12489413 -1.34003648 -1.32823136 -0.52030104 0.22302043 -0.04243888 0.8062328 ] Distance 6.50411264942696 Each least square approximations [-10.53093189 -0.58676567 -2.64873434 -1.93455547 -1.79592919 -1.90560611 -1.41702165 -0.40367996 1.17222801 1.92127273 0.02657986 -0.41467905 2.99830338 -0.24838312 -1.37940723 1.33143757 -1.18565767 1.05399109 -1.28470601 0.33391114] Distance 7.618335322846329 Each least square approximations [-10.13160412 -2.51802581 2.12271715 -1.45881292 -4.77840168 1.47842136 -0.72438114 1.25017693 -0.04888574 2.57764701 0.53230659 -0.1719447 0.77531491 -0.9458007 0.63260385 -0.3168477 -1.32421015 -2.01832763 2.15450342 -0.56557173] Distance 6.988440825618714 Each least square approximations [ 8.2276543 -0.78710407 4.24644691 -2.54247305 4.00969161 -0.11314467 -0.26920513 0.79471444 0.86215464 0.10949362 2.16128239 0.06245858 1.68937318 2.83890628 0.27604832 -0.06462102 -0.24278664 -1.90597651 2.18691782 -0.11924021] Distance 8.76333803071971 Each least square approximations [ 1.11402560e+01 -2.50082402e-01 -5.65600644e-01 -4.80610169e+00 -1.00979734e+00 7.51179885e-01 -3.30680776e+00 -1.98443967e-01 1.83975466e+00 -8.26576396e-01 2.52221398e-01 -2.98054338e-01 1.13709867e-01 7.04595807e-03 -1.78443496e+00 -2.05568144e-01 -4.14395847e-01 1.53191037e-01 2.17397930e+00 -1.29878961e+00] Distance 6.0910382838859025 Each least square approximations [ 9.87191714 -0.75901445 -1.21910018 -2.58275037 -1.31005241 -1.99093473 1.04346896 -1.56426416 0.81603227 0.61322419 1.33441607 0.82836718 0.75415648 2.30776849 1.59352338 0.76064262 0.65451959 2.01690479 -1.97254979 0.95107573] Distance 8.607959638383512 Each least square approximations [-11.94324118 2.39714815 2.30631797 -0.1619735 2.27536611 -1.60936323 1.0169169 3.16919263 2.34208145 1.3620625 1.64730853 -1.29537396 -1.18545265 0.72386407 0.56000275 -0.39647943 -1.38460356 -0.15792784 0.46521553 -0.54172469] Distance 4.706523090480053 Each least square approximations [-5.17727583 3.06124867 -1.92677012 4.14597203 -0.82635987 -5.65138609 1.53634286 -0.56521489 -1.01250745 0.62094264 1.93681619 2.33435448 -1.4046217 -0.1995954 -0.94405826 2.26824827 -3.63815196 0.91337292 0.94971242 1.96241013] Distance 8.630046822395457 Each least square approximations [ 7.18303733 1.91239054 -0.3795432 -1.94947754 -0.21415624 3.35529677 -1.75323441 -0.74700552 2.61187507 -0.27540173 1.26138128 -0.54743434 0.1950735 1.33778902 -0.14570549 0.74335639 -1.21260762 0.60014996 1.09337701 0.06593821] Distance 10.769640573539238 Each least square approximations [10.10110877 -4.40758709 4.57155883 -2.29975484 0.82242212 1.16517173 -0.75419749 0.60924338 2.36977122 0.3213271 -1.03584745 0.45275172 -1.39377017 -0.0870266 -1.78507615 0.40418525 -2.43220104 0.54602469 -0.06546759 -0.82973686] Distance 5.874890059131575 Each least square approximations [-5.04120194 -3.80737228 -5.64454634 -0.85542854 -0.63187679 -0.39061907 3.17584077 0.86688591 -0.41740328 -1.20076249 0.36915931 0.55984639 -3.38124265 -2.78693958 0.24379831 -1.28813127 -1.70758214 0.0751234 -2.61901622 -0.81004017] Distance 9.328780833160575 Each least square approximations [-8.72175224 -0.18579674 3.33375712 -1.24075255 0.77845992 -0.63845399 -0.28952546 -1.67490536 1.25966519 0.58817032 -1.23568751 0.59532589 -0.17507091 2.44332714 1.02868916 -1.02692946 1.65542479 1.49124452 -1.31599751 0.96827641] Distance 9.597839160662792 Each least square approximations [-5.81112646 -1.49306577 4.78864512 0.52952063 -2.89967066 2.11540984 -2.12615433 -0.9861064 2.70196572 0.9940889 1.56759261 1.38356537 1.92961713 0.08708964 -0.03038057 1.44676786 -0.32186283 0.76124467 -0.93283645 -0.86564188] Distance 10.293934365688285 Each least square approximations [ 8.11954621 1.08986497 3.5307171 -2.43093287 1.5169564 -1.78716934 -3.47266508 0.94494029 0.82213086 -0.58568686 0.77996052 -1.79010063 0.76492367 -1.16951943 2.72458324 -1.25056417 -1.3211257 0.48536073 -2.32719002 -1.38562298] Distance 8.678298275531457 Each least square approximations [ 7.15599069 1.10278206 0.39652548 -2.93581797 4.28892492 1.19600566 -0.08648993 1.32321229 2.81348492 -0.18961226 0.82049267 -0.4465732 -1.17740793 0.38908734 0.08159533 -1.69915075 -1.89635031 1.8740761 -0.27157146 -0.95440524] Distance 10.010303640706681 Each least square approximations [ 6.39036226 -2.78756845 0.67213639 -4.15151354 -1.05853769 0.55912052 -1.05040502 1.13248848 0.04115486 1.01744712 1.42714356 1.52577806 -0.00849643 1.19660608 -1.41664459 1.45815371 0.18337257 1.79558654 -2.09928629 0.70262877] Distance 10.728509764295064 Each least square approximations [-6.69308465 -0.86359555 3.99680586 2.21285945 -1.83173297 -0.81754834 1.5176438 2.82774251 -0.04915109 1.38462576 -1.06800989 -0.90443528 0.94562244 0.50361353 0.12283784 2.26355851 -1.84787741 1.64633585 -0.55822196 1.39279585] Distance 10.24989327298789 Each least square approximations [-4.83697306 4.39029961 -5.1898988 4.81199663 1.40276633 -1.87120332 1.28442369 3.61797344 -3.20123022 1.5233141 0.35353081 -1.3925405 1.74891722 0.27217444 0.40452571 0.53040354 -0.9787553 2.26210196 2.53330253 -0.11445509] Distance 9.194983605351716 Each least square approximations [ 1.45049544e+01 -3.80890279e+00 -3.33053768e-01 -1.75039527e-01 3.09792783e-01 5.11770194e-02 3.03496757e-01 4.67543133e-02 -5.44437450e-01 -2.04588067e-01 2.78635203e-01 -1.74171663e-01 2.49283095e-01 -2.45202159e-01 -5.89758938e-02 -4.83749302e-01 -1.56672406e-01 2.87991399e-01 -1.74933300e-01 -5.78582292e-03] Distance 1.433109615903535 Each least square approximations [10.60658352 -2.49076097 -4.31193316 -0.97313734 -0.36352206 -0.38687384 -2.13581716 -0.04162627 0.32789376 1.84309136 1.62886888 1.96562442 2.48789551 -0.19887855 1.37571717 -0.27126419 0.16109408 -0.21122075 -0.09354426 0.4628907 ] Distance 8.163023080777752 Each least square approximations [-8.85503117 -5.00670729 -4.08173321 -1.14696933 0.52920448 2.88954357 0.8431703 -0.04557939 -0.19314953 0.45837248 1.03064803 1.37980229 -1.08514099 -1.36250382 0.17074627 2.34348793 -2.77612048 1.3533083 1.23975288 -2.23494205] Distance 8.342525014318547 Each least square approximations [-10.08833693 6.58757602 2.26302126 -1.97530009 -4.15784062 -2.43527444 1.67667604 -0.96084277 2.26772166 0.08925337 1.91456499 1.20246468 1.41094914 -1.43219222 -0.36391825 0.27314094 -0.39866089 1.54843182 -0.3061822 0.58515021] Distance 5.439086089169385 Each least square approximations [-9.40221074 -1.56923015 6.45026905 -0.21754898 -1.21274941 0.03821465 -1.73230752 0.35575586 -2.21806429 -1.57852019 -1.26636886 -0.4015774 1.80903026 1.16801849 0.76271555 1.48976108 0.63715592 -0.1880703 -0.08846792 -0.61059548] Distance 8.58372491944043 Each least square approximations [10.00545504 -3.61297994 3.3760436 -3.10626373 -0.10808768 0.54203259 -1.7562122 1.40085029 1.89482291 3.49283006 -3.48321931 0.8374998 -0.15791802 -0.72565418 1.63700875 2.50188339 -0.51298483 -3.02413609 0.21191095 0.2507133 ] Distance 6.406316251502159 Each least square approximations [ 9.76854498 4.21665849 1.49458035 -0.80731157 3.85753344 -0.73230816 -0.22425205 -1.30033707 -1.28121313 -3.71392964 1.9214596 -1.71113656 -1.57658012 -0.0153358 -1.22906676 -2.67692153 0.41352484 -0.70460123 -1.26920217 -1.20971534] Distance 7.617527750202878 Each least square approximations [11.19680566 -5.60173419 1.95597914 -1.73817909 0.51234389 1.77863422 -3.02368096 -0.09534718 2.5140229 0.32361135 2.44388885 -0.6762275 0.08385674 0.96687806 -0.11643743 -0.88250206 -1.45924588 0.23430662 -0.85451478 1.76772347] Distance 5.606472601468688 Each least square approximations [-10.81800403 -4.506909 -0.24425216 1.75420966 -3.19310551 -1.14208424 -2.33254943 -0.8268097 -0.12400243 1.79418853 0.25164891 0.09078162 -1.00843972 2.08976566 0.34944675 0.50958492 -1.75148233 0.48439547 -3.33623912 1.09896143] Distance 6.739312315391785 Each least square approximations [-6.62484036 -0.85257949 8.83027198 1.2482398 0.53460211 -1.73819478 -2.81117802 1.53631585 -0.32838894 -0.47549111 -1.20062509 0.19902578 -0.05159501 1.89245508 -3.24862395 -0.34196086 -1.81901089 0.5841634 0.36386465 -0.20515029] Distance 7.031539318680228 Each least square approximations [-1.15861224 -3.17918607 1.66926639 -1.13744462 -2.27486719 -2.38984645 -1.08888436 0.06559662 2.07908146 1.43302364 -1.94749095 0.8490914 -0.60286846 -0.42704128 0.8810557 -0.05283788 -0.41403203 -0.02464726 2.33058227 -0.93184262] Distance 12.679161233067223 Each least square approximations [ 2.52960657 0.68187648 7.12366598 1.15237839 -1.53781176 -5.99017898 2.4518742 -0.63154385 3.21595255 2.84735333 1.52821621 -0.86853054 -1.13700704 -1.12730733 -0.65225392 1.56846897 3.91469623 -0.37253001 1.04478935 1.19832222] Distance 7.647090441176222 Each least square approximations [-0.15937482 -0.87946767 4.59748265 -0.19948156 -6.15507084 0.69372157 3.62139335 2.06614704 -1.17746997 -2.93739215 0.27854498 0.63433056 0.55058098 -3.18353984 0.13355886 0.43429497 -2.46794508 0.81278719 -1.44594314 0.17141011] Distance 9.965850720554977 Each least square approximations [ 0.61561982 -2.72097297 1.41073421 -0.14246364 0.42932028 -4.6878121 1.06414048 2.53692181 -0.52346056 -1.72777053 0.52250679 2.40067982 -2.84116547 -1.03470238 -0.23302512 -0.26603917 1.97774091 3.04586051 -0.71094159 -0.30656994] Distance 11.626737710345035 Each least square approximations [-0.97290843 2.70694851 -1.75646443 2.93520837 1.06469078 3.65626118 2.22705864 4.8661796 0.46526128 -0.30872497 0.67457428 0.76482218 2.90366008 -2.08785459 -0.49183697 2.12666078 -0.53926008 0.93165193 0.11832344 0.75777311] Distance 11.103341294624627 Each least square approximations [ 2.89148438 4.49800879 -3.48642288 0.44567093 -3.52586537 -4.60547876 1.50382226 2.57356547 -2.47828927 -2.98010009 -1.37687623 0.44776675 0.16748969 -1.88904131 -0.56011784 -0.15046099 -1.21736859 -0.17075175 -2.15898315 -1.73532918] Distance 9.661508641237573 Each least square approximations [-2.31018246 -0.42164159 -5.00594094 -0.63464821 2.51857834 -0.4702833 -2.39372191 -0.02769224 3.16270912 -1.87368312 1.7685208 -1.40936334 0.33909924 1.56330371 -1.23713124 1.83092102 2.69027003 -1.08430142 -0.44263574 -0.04786564] Distance 11.362280415192197 Each least square approximations [ 0.77158088 4.52275141 0.40189668 2.07307067 3.54537513 1.90246163 -3.45426985 -3.04087916 1.76931033 -0.05320518 1.43420908 2.58965738 -0.12225691 1.29808942 -1.8630344 -0.77540749 0.18526602 0.06147197 -2.21294803 -0.64237333] Distance 11.007254646440298 Each least square approximations [ 0.94997008 0.75187028 -3.9427897 -0.53628011 -0.71514975 -2.32227564 1.90040003 0.11840419 1.97659649 2.0870115 2.32295984 -1.73847321 0.53570686 -2.37936621 -0.28588297 1.8515228 -0.35407896 -0.22052806 1.21192152 1.2818314 ] Distance 12.279985073497656 Each least square approximations [-7.38406944 0.39634579 -1.92823138 3.37542146 -1.67820828 -0.47204608 3.15795754 -0.64642934 -0.44466085 -0.04703616 -0.52416881 -2.28281183 2.18183765 2.14803472 0.34391647 0.36916245 -3.49838731 0.50351294 -1.82937375 2.85157161] Distance 9.118087973186027 Each least square approximations [ 6.20778161 1.07375694 0.78981938 -1.01502559 -1.61359338 2.64221915 -2.53580362 -1.17527441 0.36934262 -0.09401042 -1.48073798 0.08430107 -0.78167789 0.25655141 0.88667479 -0.73745913 -1.32512348 1.76699973 2.04509486 -1.75797134] Distance 11.419481910361167 Each least square approximations [ 7.79214339 -0.73711197 0.53013427 1.94459112 4.06088848 -2.08384628 -1.26896576 -2.63718181 2.98741736 -0.4050131 1.55940093 -0.64325143 -0.3616741 -0.97018711 2.79142383 -1.06341464 -1.72161971 -0.9244186 1.27889985 -0.3627871 ] Distance 9.132975517882745 Each least square approximations [-5.52596472 -2.56470063 -3.77127771 -3.17271031 -2.37944314 -0.2907508 3.24841084 1.35773487 0.23347899 -0.93548273 1.91333106 -0.12615813 1.90713516 -2.66693151 0.22557255 -1.41086112 -2.21307506 1.81221209 -0.09879268 0.9288808 ] Distance 9.98254917520831 Each least square approximations [-7.75784609 -1.03195469 -0.22577346 -0.60615152 -0.47942993 -0.78836209 -0.82788716 -0.52914741 0.16659434 1.93329997 -0.65218625 0.11038675 -0.57902641 -0.55115626 -0.47536983 1.13177569 2.64962864 1.22262045 0.83551172 0.01558457] Distance 11.251706037136348 Each least square approximations [-8.84408505 -1.52445631 1.13077334 6.28057932 0.7887556 2.71696751 -3.4022204 1.04827732 3.39016936 0.76997241 0.84061276 2.51958619 -0.54163343 -0.30338194 1.70420008 0.43203484 -1.35469093 1.30315491 1.36648929 -1.15539687] Distance 5.860926891585897 Each least square approximations [ 7.45452474e+00 -2.92052724e-01 8.62608632e-01 -2.14641194e+00 8.33499599e-01 1.42619560e-01 -2.23784191e+00 2.03362860e+00 4.96807796e-01 -1.76778805e+00 4.54385554e-01 1.84181463e-01 8.83634616e-01 -1.72777388e+00 -8.96328141e-01 -6.07972690e-03 2.40059335e+00 -1.70503657e-01 5.60830916e-01 7.42424312e-01] Distance 10.951860206877814 Each least square approximations [ 7.04252506 0.04528397 -3.62544746 -4.13788249 4.3768138 0.94583669 0.94980193 1.19144822 -0.74238891 0.08717845 0.21313507 0.92882368 0.65445043 -1.47072396 -0.71730188 -0.1517416 -0.2589072 -0.041707 0.67881524 -0.31484061] Distance 9.908849502321097 Each least square approximations [ 7.2301158 -0.21322161 -1.34389956 -0.18092416 -3.0163536 -2.38392536 -4.06588714 -2.65765363 -0.7400103 0.76514707 2.81785734 2.37159991 0.11072005 0.37424712 -0.30361176 1.45458272 0.2560945 0.33181525 -0.34696516 1.56476101] Distance 9.659713270608345 Each least square approximations [-7.16942002 1.87264638 1.40642454 1.87989735 -1.78745312 -0.44454465 -0.10210637 -1.4655495 -0.01754738 1.5961659 -1.16314505 -3.50094094 0.82979353 2.49239074 0.39368052 1.69766333 -0.1174245 -0.30119856 1.05312638 -0.39699119] Distance 10.59297072343198 Each least square approximations [-6.26814393 2.95462073 -6.92621536 1.93806572 -0.81665484 -2.67478752 1.03735239 0.74336291 -2.67570818 1.87988266 -0.16179704 1.23931977 -1.1356905 0.17438822 -0.9743974 1.14336834 -0.8827633 1.50343687 -0.27970113 -2.55763102] Distance 8.470744721626662 Each least square approximations [ 9.69761983 1.27228003 -0.37708405 -2.48371403 -0.30097084 3.49880134 -1.4942923 -1.06557295 -1.43706222 -0.58374695 0.01836411 -1.29703052 0.67585887 1.16493311 -0.39271417 1.24359024 0.86317579 -0.24698903 -1.66996203 1.25106374] Distance 8.718145331055004 Each least square approximations [ 9.09734982 -0.17257587 -3.36806902 -3.61308669 2.7199213 2.13439234 -3.49939814 -0.96517324 2.10964249 -0.82221096 -0.16385609 -1.24577696 0.55282268 1.00652981 -0.20500063 -0.96319716 -0.35730807 -0.40636249 0.19657133 1.11513963] Distance 7.972052079066615 Each least square approximations [-9.42507956 -1.81236364 -4.15000686 0.51896175 2.69766269 -0.7571691 0.72534383 0.14846596 -0.34228391 -0.67065957 1.26948186 3.1167657 -0.02030504 -1.55870587 -1.93970523 1.11847352 -0.96002784 -0.11606497 -0.52717213 1.42027664] Distance 8.1159959167301 Each least square approximations [-10.12647211 2.5693606 -0.67606442 0.27824862 -3.57533851 -1.00399572 -2.18923355 -1.31178359 1.57908427 3.61121935 0.23937252 0.91092759 1.65871163 1.88207207 -0.08113407 1.34013245 -0.38182174 1.05084284 -0.25224773 0.2925878 ] Distance 7.109172861532127 Each least square approximations [-8.85465963 -3.00051368 2.38332902 -2.65672336 -4.86462711 1.55357875 -2.95569721 -0.21584837 0.35221342 0.42403676 -0.69731945 -0.3620027 0.36244393 -1.27171141 0.50118566 0.18417731 -1.44854515 -0.46870359 -0.87107673 -1.12726765] Distance 8.008338537315884 Each least square approximations [ 8.43848639 -1.69363194 5.23546974 -2.99870116 2.57625935 1.91709796 -1.44036861 -2.01408697 -0.33929972 1.86420319 -1.07010344 -0.11180029 -0.7849348 2.10898275 -1.06449916 -1.05913273 -0.88116009 -0.56916677 0.91512249 -0.19230314] Distance 8.091924908113219 Each least square approximations [10.74925102 2.5426669 1.69199072 -0.22147016 2.04117026 2.65477793 -1.99565775 2.33979916 -0.23741407 -2.20178197 -0.19664973 -0.03368436 -2.46085864 0.06217477 1.30846223 0.44894883 1.02380981 -0.05506337 1.77607774 0.37016211] Distance 6.602144355238721 Each least square approximations [10.6893925 -0.93517206 1.34952791 -4.20448106 -2.24943159 -0.56440181 0.80147067 -0.81448724 1.30885602 0.92865852 1.30939635 -1.94933345 -0.68438691 2.36433102 0.52850873 0.19708857 1.85892954 1.14418806 0.3268354 -0.35474205] Distance 6.75710943345093 Each least square approximations [-11.31736596 -1.75860932 3.04916684 -3.39362346 -0.61328252 0.9829116 -0.82021864 1.63034798 1.92697874 1.14265047 -1.8232793 1.49986459 -0.33123866 0.92165354 -0.84596471 1.16463751 -0.2941032 -0.9420126 -0.94669447 2.74048191] Distance 5.174582504933134 Each least square approximations [-6.36523832 -2.46786122 -1.00895432 7.57404558 0.374827 -5.71090321 3.98561974 0.03206872 0.3092776 1.38369678 0.72853826 1.00121348 0.15763123 -0.85076579 -0.75297885 0.23308065 0.57542761 -0.83460537 0.25809549 -0.20590331] Distance 6.4500606080019995 Each least square approximations [ 6.28151603 2.300297 -0.5124834 -1.93532801 0.15217404 3.17442314 -1.90533928 -0.95825947 1.54506112 0.03715901 0.77373762 -0.18291126 0.13006376 0.79647304 0.68289702 1.39794693 -1.43855164 0.56550522 1.57038633 -0.94810204] Distance 11.226431332105884 Each least square approximations [ 7.12506505 -4.34657256 1.16589005 0.06424239 1.90988673 -2.6599215 -3.56710609 -1.8310579 0.54573985 -1.39808835 1.79507999 2.92100454 -1.90896136 -0.82270078 -1.62881903 0.48013892 -0.65179514 -0.04078862 1.44554848 0.41810589] Distance 8.919650753556947 Each least square approximations [-4.3937532 -3.70641399 -5.37125831 1.00078416 -1.78238692 -0.90369717 2.78864387 -0.06179782 1.62459781 -2.56995082 1.22431273 0.05911745 -1.76180857 -0.7626525 -2.0908548 -1.28174476 -1.8615454 1.08850784 1.04505942 -2.17937724] Distance 9.781522407975979 Each least square approximations [-6.4039144 1.80846818 1.51998303 -0.6870812 -2.27041657 -0.06334811 -3.38726022 -1.69258306 -1.58009205 -1.88705436 -1.76935771 2.27058243 1.57908047 0.80333868 2.29860245 2.073304 1.1983743 2.08662307 -0.05724313 0.82597194] Distance 10.05905170252829 Each least square approximations [-5.01739023 0.26747246 4.89156449 1.93097775 -5.25797009 3.25229134 0.20088651 1.86828569 4.60490795 0.84505064 0.69286597 -1.78159844 1.13575389 1.04284893 -0.07160979 0.12476435 1.37630981 0.19249777 0.25768477 0.10605823] Distance 8.754906533709157 Each least square approximations [ 5.859839 0.90949154 3.18239301 -4.12935177 2.24709419 -2.53354452 -2.15856528 2.07176606 -0.05161234 -1.06468414 1.02657402 0.1913766 -2.2207356 -1.79317479 0.58789395 0.83214417 2.18416924 2.5798927 -1.69604429 1.01462373] Distance 9.580026235431312 Each least square approximations [ 5.46581204 2.76355233 -0.18988588 -4.25528842 3.75937138 1.84067527 -0.34209882 0.82983892 -0.34130382 0.38751672 -0.27114584 -0.81416622 0.30463278 0.12163993 -1.09177816 0.33397277 0.2841341 1.59611143 -0.11317963 1.24771232] Distance 10.985932396225955 Each least square approximations [ 4.75194817e+00 -3.49819282e+00 5.32565308e-01 -3.37755129e+00 1.27752206e-01 1.11170256e+00 -1.11233809e+00 -9.89531759e-01 -1.77340133e+00 1.91863077e+00 2.10879644e+00 4.15156359e-01 -1.74055133e+00 1.05136558e+00 8.12494511e-02 1.28293379e+00 -2.89056453e-03 1.78893179e+00 -2.47801280e+00 -4.55659554e-01] Distance 11.159094712983515 Each least square approximations [-5.762897 -1.78654777 3.16108309 2.34144378 -0.1384302 -0.18251977 -1.05287798 2.01913599 0.86048435 1.38587956 0.44576294 -1.92610926 1.21818857 -0.98500987 -2.29174457 1.3957868 0.16582659 1.4524475 -0.14127602 0.30095103] Distance 11.211507524986372 Each least square approximations [-7.16920556 -5.30644224 -2.88756594 6.74748124 -0.07238613 -1.60468077 1.14098922 -0.00823771 2.90390076 2.77924446 -1.47988598 -1.0566435 -0.44962309 -0.55235318 -0.45599671 -0.05904603 -1.20365413 0.55822602 1.27110581 0.61693258] Distance 6.013928307957653 Each least square approximations [ 5.37439322 2.72934052 0.4119605 -0.99603201 -0.11107896 1.38793884 -1.67038019 -1.87350294 -1.10877536 -0.9960043 -1.62544148 -1.05479393 0.284545 -1.459829 1.29911726 -0.40895746 -0.75628403 0.1690729 1.43070817 -2.64222114] Distance 11.489329307445132 Each least square approximations [ 5.63352846 -1.043347 -0.50269144 -0.25126068 2.20644029 -3.68276479 -0.80570843 -1.62775265 3.30469793 -0.36032628 1.29488068 1.36441706 -2.74157337 0.63536134 1.73773579 -2.37480395 -1.19470952 0.44659627 2.33081913 -0.5082474 ] Distance 10.200655997650074 Each least square approximations [-4.63791291 -0.34547045 -3.97265949 0.21724039 -2.94916529 0.50533787 3.39310102 0.17810725 0.87005111 -1.60760208 1.95006583 -2.63920197 0.48809083 -2.63459757 -4.22565654 -0.98267762 -1.23006988 -0.5117122 1.28531191 -0.0306334 ] Distance 9.793645499071362 Each least square approximations [-3.89554224 1.50343785 1.65854957 -0.12010705 -3.83849806 0.71022648 -2.80085184 -2.0261681 -0.41695014 -0.29723638 -1.13076863 1.21726635 2.29538716 0.18839092 2.894925 0.80641999 0.73510681 1.25176433 -1.05147374 1.64106777] Distance 11.258663021297812 Each least square approximations [-5.12352245 1.48639302 2.07059487 2.1142004 -3.59795958 2.27733231 -3.4532151 1.70577496 3.57551802 -0.05454057 -0.05242751 -1.52373564 0.9857273 0.89898287 -0.03683414 -1.78252795 0.58404347 1.19854201 -0.67357966 1.51486571] Distance 10.130702861266144 Each least square approximations [ 4.68503927 0.75705628 0.91822714 -5.35590304 1.24411766 -0.91115271 0.29529397 0.39240897 -1.21221348 0.27008539 1.60176986 1.36193126 0.0097004 -2.51046917 0.10115924 2.12265765 1.71404114 1.75329861 -1.4750389 -0.4155577 ] Distance 10.844264644197585 Each least square approximations [ 4.80146941 0.50225197 -0.26050481 -2.82887686 2.97330837 1.98423909 1.24114603 2.52189151 0.77925495 -0.58610995 1.00787441 -2.11446912 1.15830259 -1.54197599 -0.15991766 0.3963617 0.48507404 0.19422152 -0.49401074 1.90045735] Distance 11.440601138382794 Each least square approximations [ 4.05886069 -1.03246511 0.0953321 -2.59527194 0.35994975 -0.20323913 -1.77703522 -0.91080445 -0.20743091 0.37023407 2.81589154 -0.2653127 -0.87340492 1.74317297 -0.60934814 0.98261719 1.51983596 0.13898261 0.19443769 -1.60042362] Distance 12.276850948543274 Each least square approximations [-4.20651251 -0.96500538 4.26622399 -0.03400848 -0.45674853 -1.20180298 -0.72035888 1.28367992 0.67397311 1.34120209 1.63283479 -0.86924271 3.1057043 0.60063401 -1.68706499 0.67980691 0.98770605 -1.62063753 -1.48050752 1.34497284] Distance 11.409250226742786 Each least square approximations [-6.22308579 1.51631745 -5.88950896 1.67589564 2.01206235 -0.53237825 -2.6765594 2.73203318 0.65698325 -1.92458719 -2.59240341 -0.44946142 0.55261725 -0.71676901 0.81603352 1.71347401 -2.64261536 2.51901313 -1.47987276 0.18737655] Distance 8.52895431874868 Each least square approximations [ 7.25796483 1.97313953 1.36513994 -0.76994412 -1.65981784 2.53034673 -3.49608641 -2.04530498 -3.49075336 1.44970488 -3.11200011 -0.10532556 0.45554317 -2.98712371 0.50303534 -1.21230495 -0.61230492 1.23019721 0.25080528 0.0596241 ] Distance 8.937293757298644 Each least square approximations [ 8.05103575 0.65428618 -4.68620987 -2.73162287 -0.56288927 -2.05371051 3.6660026 -4.2609646 1.01018472 -0.87595125 -2.95321921 -0.32114513 -0.30708226 1.39034875 1.64303146 -0.62538792 1.34077315 -2.48824765 0.07753325 -0.08303482] Distance 6.835577999516645 Each least square approximations [-7.86575144 -1.62648384 -1.08340346 2.735375 1.94010156 3.60254822 1.22060918 -0.23206683 0.65185923 -0.8110056 0.17738726 -2.40207496 0.54239035 -2.01787476 -0.2813003 -1.19826597 -2.95833094 -1.48460902 -1.63383757 -0.1987151 ] Distance 9.130700572881132 Each least square approximations [-5.80876044 3.21255162 1.56843043 -4.21375609 -2.17451877 1.60807428 -1.44750318 -0.14372658 1.27378639 1.57835224 -0.29537556 -1.43325315 -0.76678745 0.26575007 1.1819046 0.8678086 0.71610905 -0.55116667 -0.51414616 -0.08186635] Distance 10.835008342108871 Each least square approximations [-7.81340576 0.08919517 2.3603145 -1.4310093 -0.49798744 1.69225611 -3.52570479 -1.58406407 -1.66167638 0.10652955 -2.71131881 0.62605674 2.03035039 1.09390057 -0.88414536 -0.81249923 -0.09620576 1.34998838 -0.27649127 0.05028262] Distance 9.764329887144777 Each least square approximations [ 7.86011113 -0.65287211 -0.92858174 -3.85694691 3.04112575 0.99084425 2.45029258 0.81468089 0.49883892 2.10029835 0.13512162 -0.84079988 1.00788611 -2.11872858 -1.72717309 -0.32465203 -0.54976055 0.61008528 0.51728347 0.63263378] Distance 9.544234359278363 Each least square approximations [ 6.38344151 2.19984396 4.53896262 -1.52473642 1.99921144 0.80615187 0.5751447 -0.61648828 0.14436828 -0.88067776 2.61006639 -1.95747419 1.60901273 -0.18948348 -0.95598394 1.74982252 0.30301462 -1.28599396 0.08661973 0.4806647 ] Distance 10.361443842301304 Each least square approximations [ 6.31948326 -1.7080826 0.75630283 -4.64466312 2.83583828 -3.30457398 -0.66035685 -0.80993479 2.92108699 -0.47691828 1.34287805 -0.28187415 -0.4831801 -0.01325757 2.09698545 0.90294819 -0.53559858 -0.93045032 1.09974608 1.06758946] Distance 9.829213958328685 Each least square approximations [-5.91350393 -3.28816723 4.17920057 1.47042978 0.20342535 -0.12826541 -0.57441744 -0.80541426 0.74925233 4.7193596 -0.49411316 0.56898084 0.78020258 0.68873634 0.26136729 0.35797068 0.04868929 -1.43102161 -0.93126745 -0.11346839] Distance 10.35372689343486 Each least square approximations [-4.61886515 2.61547709 -6.94500428 3.50216641 0.43416439 -2.17523869 2.7357993 1.98925079 -0.17313859 1.93279416 -0.26503557 0.07895442 1.47157398 0.90168609 1.35243179 -0.52981319 -2.79058583 0.02984962 -1.5048436 0.62812379] Distance 9.537770921781233 Each least square approximations [11.33917174 1.77450777 0.01454974 1.24186117 1.96373455 2.05919344 -1.83983099 -0.99751697 -0.49727443 0.05300549 -0.94409168 0.52704726 -0.26061536 1.88974973 0.29056687 0.11066741 -1.04423043 -1.38539878 1.51659115 -0.86951437] Distance 7.643051176969679 Each least square approximations [ 9.13999263 -2.96335718 -4.55338667 -1.0812413 1.14893763 -0.29295896 -1.46823403 0.44146703 1.26545269 0.0985888 0.50751528 1.99834212 -0.93100609 0.53280158 1.61137671 0.10510236 -2.36332396 -0.87510796 -0.06529274 1.43847248] Distance 8.90825405241328 Each least square approximations [-8.13406373 -3.14752776 -5.31257805 -0.26668488 1.51552397 0.04575529 2.22363881 1.70755068 0.56490854 1.37334817 2.15342768 -0.41779437 -0.1982216 -1.20954104 -0.28141773 -0.87411987 -1.30925256 1.85427736 -0.43136497 -1.63315396] Distance 9.137265654776705 Each least square approximations [-10.18519877 4.06862548 0.36783957 -1.09525204 -1.45223593 -0.35911407 -1.28407156 -1.28951122 0.91346356 1.88597087 0.83369615 0.03155742 2.25903671 -2.37230698 0.25852632 0.47590181 1.21309986 -1.84403113 -2.08437386 0.655817 ] Distance 7.902319890649893 Each least square approximations [-8.84919338 -1.21133763 4.49332106 1.04387889 -1.8699149 1.91007584 -3.45322264 -1.79767032 0.333615 -0.41210749 -0.91320652 1.96679997 -2.14040815 1.60301827 0.7145424 0.26188912 0.04932045 0.39259773 1.24584211 0.94305818] Distance 8.758628422933421 Each least square approximations [ 7.38346989 -3.11368117 3.86231301 -3.5572484 3.74952233 2.2882857 -2.47092902 0.52472256 0.79134897 2.33962114 -0.50776033 0.01680959 0.18883098 -1.11314045 0.54637796 0.76580924 1.10648471 -1.85696266 0.33627052 2.10858154] Distance 8.953986221401989 Each least square approximations [ 9.91280471 1.85203809 0.49514709 -2.35222845 4.55482123 -0.25020342 3.88466084 0.12831916 -2.0830317 -2.28573161 0.63668674 0.12864793 -1.37854236 -1.53858865 -2.70847433 -0.52775845 -2.80903438 0.02299291 0.29625687 -1.78379134] Distance 6.242223274467862 Each least square approximations [ 9.31271486 -4.97326888 1.56020221 -2.38378225 -0.69576109 -2.30126829 -2.13572769 -1.09230035 -0.02512303 2.62407087 3.39065071 0.05939807 -0.51329934 -2.16774727 -0.90453683 0.43848679 -1.01991735 -0.22978682 -0.12694682 -0.61683048] Distance 7.6433954234798 Each least square approximations [-9.73827164 -2.64447738 3.15706237 2.4306016 -1.25094139 -1.07244903 -2.66407656 -2.03775865 1.28846099 1.10349531 -0.68649103 -2.43931152 0.20296286 3.16181691 0.34905445 -0.97453402 -1.08719994 0.53028272 -1.41661732 0.33614985] Distance 7.728044617637162 Each least square approximations [-5.37656651 1.00988071 -4.10359635 2.52893393 -1.81583379 -4.75419392 3.28738059 -1.01854856 -3.56340283 0.20464167 0.9991788 -0.46300659 -2.48963536 -0.43565749 -0.07933539 0.39785639 -0.78460026 0.26654838 0.97957263 0.24119678] Distance 9.74508678627807 Each least square approximations [ 6.69493091 2.58393029 -0.97558282 -1.4349348 -0.58934136 4.85467231 -1.3484282 -0.38620525 2.37808542 -2.10581824 1.0800157 -1.12973151 1.0029099 0.66016929 0.30258984 0.8255733 -0.65601952 1.018668 0.98629485 -0.97945064] Distance 10.466273661561974 Each least square approximations [ 6.34474316 -3.46446057 0.70724071 -3.83915542 3.48582637 2.12646943 -1.69012091 -2.38821106 1.91231467 0.725693 0.02263018 0.95487993 0.63367703 -0.56720433 3.39772829 1.29541682 -2.26691699 1.48382413 1.34198825 -0.58020746] Distance 9.318367239550133 Each least square approximations [-5.00112391 -2.60345484 -5.88454132 -3.52386213 3.77633853 1.1202251 2.94622036 0.43474057 -1.45931045 -0.74520721 0.1478932 1.06714938 -0.60002719 -1.51558128 0.81056885 -1.99508511 0.43861186 1.33789167 1.30238486 -0.20875986] Distance 9.486877813811974 Each least square approximations [-10.38915742 -1.9335747 1.01680682 2.90997709 -3.30163281 1.57254719 1.09222443 0.38446016 -2.19392092 -1.34653635 -2.16456993 -0.88884523 1.68402754 0.3121878 3.35045174 -0.18986555 0.27297469 0.74155003 -0.27279031 -1.55258622] Distance 6.541152081066026 Each least square approximations [-6.22749628 -4.77876598 3.38895467 1.22534832 -2.50010619 4.07303183 0.11164821 -1.75601913 0.97326713 2.23815378 2.45645386 -1.05432472 -0.16464167 1.14966795 1.06986169 -1.77369127 1.89323746 -1.31827415 -1.14977731 0.27048851] Distance 9.05993166127462 Each least square approximations [ 5.97318446 0.74973956 6.60064745 -2.85046762 2.73829103 -0.91114972 -2.41816143 1.38742352 -2.31283883 0.87451271 1.89252979 -1.42428427 0.52536462 0.6807371 1.25566484 -0.04246834 1.42223711 -0.35296089 0.13171301 -2.63838269] Distance 8.99327151175408 Each least square approximations [ 8.38419601 -1.89600576 0.66271415 -4.9565553 2.80163374 1.28306012 -0.88734654 0.68193993 0.02419582 -1.84245318 -0.75788643 -0.94337899 -0.33584726 -0.66181987 1.92869346 -0.55457922 0.8374509 1.35244027 -0.740894 -0.64317117] Distance 9.247034328528633 Each least square approximations [ 6.41531845 -1.78496011 0.39227451 -5.27287177 -2.16506424 0.28970204 -1.72961479 1.28146949 -0.27823978 0.60661086 -0.0535553 2.32224028 1.57139752 1.7084235 -0.77677105 0.14244877 1.34166508 3.31056019 -0.63290494 0.61631536] Distance 10.049121921105968 Each least square approximations [-8.52653853 3.81719822 3.85226409 2.97516043 -3.99128979 -0.2045863 -0.5429773 2.97927121 -1.59735843 -0.5934643 1.74402356 0.28334413 2.40671032 -0.94457763 0.15780604 -0.44804455 -1.94051366 0.74094583 -0.19864252 -0.19933365] Distance 7.3922524594307815 Each least square approximations [-5.98077228e+00 5.77459090e+00 -3.72081109e+00 5.15151619e+00 6.75274899e-01 -4.68462707e-04 4.95536459e-01 2.26444140e+00 -3.27917150e+00 2.49497092e+00 -1.75946560e+00 -1.43556484e+00 1.34044583e+00 2.36294393e+00 -1.63804655e-01 -8.21616268e-01 3.98610373e-01 1.09907255e+00 1.40491023e+00 -1.24197123e+00] Distance 8.114604269912562 Each least square approximations [ 1.09526766e+01 -5.10270476e+00 1.77148873e+00 1.04753601e-02 -5.05901986e-01 1.11714068e+00 -4.06964372e+00 1.10041824e-01 6.80458854e-01 -9.37321978e-01 -1.80089768e+00 4.38271268e-01 -5.42075488e-01 1.33393524e+00 8.92777897e-01 -5.88756752e-01 2.67770615e-01 -4.72853210e-01 7.51790668e-01 1.46510143e+00] Distance 6.169114244281063 Each least square approximations [ 9.95864776 -1.0992332 -4.53730195 0.47710397 1.24922111 -1.11964719 -0.09262269 0.04849637 -0.24841085 2.63962028 3.14915102 0.23605791 0.25484675 -1.69366168 0.39179691 0.57339432 0.63720157 -0.04666454 -0.75952702 -0.7700554 ] Distance 8.381829851429412 Each least square approximations [-8.97865759 -4.77575143 -2.66826243 -0.76246685 -2.31644148 2.42368867 0.3182957 0.86361724 -0.13292652 0.28742308 2.52573561 2.12030661 -1.20796882 -0.093391 1.53061467 2.58826439 -1.03125184 2.08575937 0.02192373 -1.66039597] Distance 7.962730054687764 Each least square approximations [-9.04324303 4.81591812 0.49154573 -3.83705345 -0.86701006 -0.92590642 1.61824486 0.29763599 1.7552336 0.57689763 2.46082553 3.40371334 1.90768709 -0.86065815 -0.38139618 -0.72900619 0.56259214 1.94684582 -0.19972533 -0.84938659] Distance 7.812814307781941 Each least square approximations [-8.82525144 -0.79390327 5.57542319 -0.28205841 -0.51350507 0.3760799 -1.32256623 1.02522737 -1.56218238 -1.13508481 -0.15780096 1.67504956 1.69085475 -0.85569193 1.30673799 1.54253906 2.32387884 0.05211273 0.05985815 -0.23871317] Distance 9.148049092960965 Each least square approximations [ 8.60167992 -4.7015274 3.788454 -2.04597884 -1.23246845 1.07410063 0.06338854 2.28861737 1.38614233 0.54611909 -1.18655064 1.17965217 0.54937744 -1.6263023 0.48412901 1.90757118 -0.51057397 -2.62999255 1.82276102 0.08912269] Distance 8.448714419868333 Each least square approximations [ 8.01368661 5.08292265 0.03638905 -2.40745481 3.02297162 -1.52262874 -0.73685862 -1.33091909 -0.83392594 -3.8187779 2.71209496 -2.20759709 -1.81692201 0.55850351 -0.34477015 -1.07002485 0.13158852 -0.70398916 -1.0785725 -1.6385572 ] Distance 8.360912350592445 Each least square approximations [12.14876343 -4.17646368 0.84068408 1.90791063 3.47095809 0.80868801 -3.20736482 0.24567247 -0.78042255 -0.11607132 0.01927532 -0.42746078 1.26411252 -0.52013556 0.16326983 -1.48821323 -1.60156214 -0.68427628 -0.45679829 -0.18773651] Distance 3.955992924307452 Each least square approximations [-9.93572312 -3.57241783 -1.05990629 3.18697421 -1.24657312 -2.42580929 -1.29114256 -2.89447866 3.09349831 0.78508654 -0.85818359 0.41780754 0.53588764 0.40923011 -0.16739539 0.48361331 -1.48502092 -0.32969419 -2.52781948 1.13080216] Distance 7.364311225237838 Each least square approximations [-11.75259818 6.72725399 0.57475693 -0.01998818 0.69014348 2.32426157 -0.93923931 -1.25750108 1.8011407 0.87584607 0.86141988 0.17769464 0.21981369 0.13076387 0.27134752 0.65934679 1.2732487 0.90841297 -0.43468551 -0.19934264] Distance 3.174304395702656 Each least square approximations [ 4.43079533 -0.11668832 1.17310041 -1.34528681 -2.28854762 2.29890483 -3.5398798 -1.28556137 -2.28686655 -0.62006323 -4.46589211 0.19166064 -0.91964308 0.25550016 0.77868561 -0.16097562 2.17479721 -0.10050523 1.64327036 0.42360244] Distance 11.307815426664993 Each least square approximations [ 7.33284311 2.77993096 0.90816394 -1.98253187 4.69029662 -1.28858604 0.14661164 -2.22036614 -1.02377968 4.56370963 2.36907139 0.60634778 -2.90260906 -0.86192944 0.80374298 -0.46472042 2.38393637 0.85457643 -0.9167391 -0.68937213] Distance 8.347610817635344 Each least square approximations [-9.28109385 -1.11980843 -1.23555124 -0.68804118 -5.73715246 -0.70902718 0.81962246 1.08163581 -0.78847633 -2.22079227 -3.07641795 1.05555144 2.10954008 0.34302774 2.75700682 0.03178298 -0.07544678 -0.51200747 -2.11972231 -0.27303349] Distance 7.236878691300065 Each least square approximations [-6.83807894 -2.28201457 0.77378677 -4.72578942 0.91505102 -2.31393779 0.7049315 2.76020096 0.90947028 -1.34138681 0.44243834 -0.38607048 -0.96100338 0.13355008 -0.97613257 2.69192874 -0.52583013 0.82302678 0.61133224 -0.86616467] Distance 10.332779546145321 Each least square approximations [-9.47418663 1.96142568 0.33989712 -0.87189809 0.83819351 1.16684628 3.61037395 1.12495737 2.53438304 -1.27973335 1.62771092 2.63673437 3.06370245 -1.33095663 1.42975543 -0.89290222 -0.89317385 1.02164021 -0.59751733 0.42322947] Distance 8.079299018121505 Each least square approximations [10.12216449 1.91489242 -0.81302909 4.47481111 0.28845585 1.8022354 1.10195765 1.28386644 -2.44319798 -0.50811413 2.80779729 0.79784046 -0.04449162 0.80520386 -1.01591751 0.54008665 -0.43467458 -0.9469642 0.72074182 0.63549481] Distance 7.643786011775505 Each least square approximations [ 5.76819124 1.48708045 -2.23161702 -3.2904565 1.08894854 0.14832867 -3.65706542 -3.73983387 0.69163352 -1.20577012 2.53915854 -1.88502732 -0.1888011 -0.39134729 -0.23023571 3.02758889 1.02291572 -1.71957361 0.49411607 0.41830457] Distance 10.224468266182889 Each least square approximations [ 7.75157807 3.72667928 -4.9062509 -3.01270207 3.0724794 1.42878446 -4.2359932 -2.15363073 -0.27411829 -0.61208354 0.02453139 2.24421664 0.37903136 -0.78547494 2.25418526 1.68184278 -0.10124578 -0.84456229 0.75119875 0.6899088 ] Distance 7.283868266348604 Each least square approximations [-6.69458127 1.10842848 -1.07465924 3.70146979 -0.9622855 -2.98877708 2.43154493 0.30094556 2.78509468 3.39222551 -1.6223458 0.01273716 0.04461037 -2.6466605 -2.08167457 1.67930148 0.1337839 -2.56689945 1.11831777 1.35941309] Distance 9.361447792829164 Each least square approximations [-6.18580019 3.61245626 -3.67831603 2.35549072 -1.08997943 -1.19473016 2.10736883 -1.2545835 -4.09634709 2.35842282 0.43769979 0.10234285 0.03419349 0.69929508 -0.05519262 2.02718367 -2.45116229 1.04370959 -0.6953116 -2.63195001] Distance 9.524458412210798 Each least square approximations [ 8.15903704 -0.13174255 -1.71633443 1.14282285 -1.35159459 4.8285663 -0.58069957 0.18410708 0.5880751 -1.34980394 0.02768797 -0.69165704 0.78163302 0.23269435 -0.2365129 0.40330874 0.17186845 0.64092882 0.62341268 0.03120842] Distance 10.520480101095606 Each least square approximations [ 7.50411285 0.6291865 -0.14843491 -1.79618582 4.86354696 1.28976709 -3.61911701 -2.0238621 1.03411258 1.01431618 0.35073563 -0.70736237 0.98645086 -0.63266424 0.3192686 -1.15724011 -1.93227057 -1.27673944 -0.79323559 0.47062029] Distance 9.857743776611867 Each least square approximations [-8.61068709 -2.06489508 -2.66600491 -0.73440106 0.08260491 -1.70770098 2.63437826 -0.4385256 0.64331804 3.09527117 1.32481704 5.65621164 1.7384363 -1.5297527 -1.12789983 -0.27267953 -0.74098303 1.14779416 1.43641132 0.7534704 ] Distance 7.767525704945774 Each least square approximations [-10.51381498 0.40936494 -4.86403656 -1.19460401 -1.26702988 -3.32523222 -0.39681777 -1.1749673 1.02206682 0.92436799 1.59801811 0.1616076 3.17254628 -0.8984052 -0.79353035 0.23557182 -0.56314982 1.05059372 0.59309136 -0.35096289] Distance 6.592932262832812 Each least square approximations [-9.24075593 -1.72420157 2.02507272 -0.63956229 -4.02521901 0.87451444 -1.52537735 2.03759306 -0.80532069 2.2845365 0.36377199 0.33591897 -0.17494122 -0.87686098 0.83423824 0.8875184 -0.8370141 -2.91140503 2.00886201 -0.94650703] Distance 8.51873260397686 Each least square approximations [ 6.78874968 -1.28009658 3.04561503 -2.02060552 3.08975286 0.03773221 -3.10335166 0.21344877 0.33942106 1.4937984 1.33440953 0.08524844 1.3480585 3.02468258 0.38108703 0.53605622 1.339559 -1.71777363 3.14388958 -0.84693818] Distance 10.010234994521339 Each least square approximations [11.79986135 0.61321768 -3.49772764 -3.1563268 -2.1527029 1.16580404 -0.96679984 -0.77855219 0.32528868 -1.08311339 -1.2045828 0.30588827 -0.62420758 0.57005918 -0.09723641 -1.83876967 1.17293597 0.58918556 0.55498221 0.48118927] Distance 5.732249872336638 Each least square approximations [ 9.75531106 -0.45174641 -0.70497469 -0.53093002 -2.25072341 -0.42543393 0.78882939 -1.72964903 2.52147062 2.14332551 0.49771147 0.71373814 1.52628262 1.95711812 0.36653577 1.5374039 -0.07852811 0.88666747 -1.32960648 0.61066783] Distance 9.11502627250763 Each least square approximations [-12.69077466 2.32527443 -0.07137594 -1.49892487 3.34307592 -2.69781009 1.00132739 1.17554425 -0.27428302 -1.04757025 1.04081722 -1.0323531 -0.93355238 1.29264546 -0.23433295 0.61019853 -0.42272095 -1.08247383 -0.35613367 -0.29156796] Distance 3.7397923939108026 Each least square approximations [-5.87470414 4.06283071 -2.32978071 3.92221313 -2.15717383 1.86630585 -0.04027111 2.52722214 -4.35221751 2.91770965 -1.57240642 -0.57261139 3.21812459 1.33595527 -0.66976097 -1.03539505 -2.30725984 0.84884843 -0.9621281 -1.80402021] Distance 8.256901193426161 Each least square approximations [ 8.02688357 -4.06238802 1.42563919 -0.55125927 -0.37632245 0.8358474 -2.84083823 -0.10044488 0.87056388 -1.07993488 -2.18217273 -0.03474293 -0.91925131 0.762269 0.10203135 -0.98506465 1.20050872 -1.29123704 -0.03987884 -0.09780914] Distance 10.211179888857949 Each least square approximations [ 7.51763793 0.38497493 -3.40182117 0.591433 1.93069848 -1.63857188 -0.76560093 -0.12198507 2.0100138 2.00619881 4.40889884 -2.40432284 0.95296443 -1.47393509 0.64094006 0.2371204 -0.92834384 -0.36188881 -1.80338586 0.96749643] Distance 9.542598605269143 Each least square approximations [-8.55012549 -3.95433743 -0.04550771 -1.88125537 -1.58854415 -1.13518841 1.1671191 1.38402704 -0.75324402 2.85001462 3.4512003 2.69158038 2.09971937 -0.50584991 0.62032686 2.92003832 -1.02903411 2.1860507 -0.21623449 -0.4589319 ] Distance 7.8602670347790795 Each least square approximations [-7.6474875 2.42484311 -1.50675481 -2.10765056 0.4107453 -0.97364318 0.44041927 1.23738505 2.19406257 3.18820558 2.66622893 4.69047348 1.29803106 -2.90949849 -1.62272386 -0.74587404 1.03426759 0.6695223 -0.99443969 -0.1165891 ] Distance 8.649082897005078 Each least square approximations [-9.35007402 -1.61015933 2.35324466 1.53280341 -0.60494918 -0.31520462 -1.56973136 2.78599899 -2.49520106 -1.12910969 0.77266744 2.28342023 -0.717515 -2.77988519 -0.56678934 1.6765198 0.31102231 -1.74101428 -0.4341566 0.49990215] Distance 8.474972901689261 Each least square approximations [ 6.48039727 -5.28992271 1.92476768 -1.88454716 -1.46597391 1.01075299 0.26567438 1.96286074 0.55793667 -0.12561091 -0.04785648 2.00366875 1.3393278 -0.32828007 -0.4112488 -0.70650946 -0.4005633 -2.94150076 1.85381522 0.31444526] Distance 10.250920134817784 Each least square approximations [ 7.78305088 2.81739412 -3.05857671 -2.0343517 0.64662834 -1.26025458 -1.46033819 1.67202489 -0.58108678 -2.74130735 2.67883114 0.2214462 -1.13924035 1.52977696 -2.20408928 0.37666827 -0.05231322 -1.34749606 0.10388027 -1.14907455] Distance 9.636696291995017 Each least square approximations [11.42063546 -0.54973263 -1.97200519 4.93099882 1.15716475 -2.63458644 0.65721879 -1.01846518 0.97760091 0.42427185 2.95425967 0.61204224 0.60065653 -0.53852733 -1.42749998 -0.7032603 -1.37993193 0.60173323 -0.72977626 0.61081464] Distance 4.836716228287716 Each least square approximations [-9.47134943 -0.55839996 -1.08951358 -0.68027943 0.17550376 -2.96965918 0.90229514 -3.75497651 2.56673319 0.48114779 -0.64642204 -2.78923506 -0.51729185 1.4726485 -0.92436104 -2.32954948 -0.50603496 0.271825 -0.73081686 0.49194353] Distance 8.2704396905417 Each least square approximations [-5.96279496 1.52294226 -7.78661381 -0.75432347 0.89856117 0.35732223 0.19721541 -0.48207025 -1.3337952 0.76180023 -2.02070345 1.16611958 -2.49441161 -1.85599505 1.2427929 2.95141245 -1.32518863 0.14495045 1.20772716 -0.43320228] Distance 8.593945534181808 Each least square approximations [ 6.66385464 3.42683385 -0.26069215 -1.64351854 0.2709455 3.47289791 -2.03794421 -1.59488176 -3.4114408 -1.10256569 -0.67299679 -1.66583284 0.26102136 -0.38100603 -0.22641101 0.3719214 1.69133321 0.7985069 -1.26646351 0.75345564] Distance 10.265482302177455 Each least square approximations [ 7.27260334 1.59242733 -3.87323056 -3.68606072 3.91748657 1.86908072 0.80266631 0.91249353 1.84265708 0.14041556 -1.94921018 1.44781962 -1.39740642 2.31718487 -0.12468799 -1.64728196 0.45510405 -0.17428127 -0.92823716 0.06307967] Distance 8.971472559192316 Each least square approximations [-9.59239984 3.9056345 -4.52537711 0.12840809 2.46962496 2.08886461 0.7896874 -1.96969057 -1.18402017 0.41039041 -0.27184054 0.66225495 -1.60079058 -0.56356101 -0.81465258 -1.51092708 0.30016578 -3.05815972 -0.60149356 -1.0246136 ] Distance 6.617554384388954 Each least square approximations [-7.29415533 0.07204896 -0.34809922 -2.41258307 -2.49264346 1.73289503 -2.31756215 -1.23848076 2.1744566 0.89352113 -0.90425391 -2.35292102 1.74738531 0.02238636 -0.55533092 1.52217975 -0.18472995 -0.97186575 0.20563767 0.96654531] Distance 10.511764472504439 Each least square approximations [-7.86282007 1.76206442 1.587155 -3.01854447 -1.32694698 0.69920262 -3.33318777 -3.41667215 -0.12402523 0.66742983 -0.86762107 -1.0843695 2.32606458 1.23939354 0.81339599 -3.94059962 0.18841676 -0.52774272 -1.04487735 -0.36183916] Distance 8.75380985368759 Each least square approximations [ 6.6271994 0.70707365 3.67152988 -2.91682459 2.83270764 3.1190454 0.10622937 -0.25400467 -0.98418414 3.28000636 2.30798233 -1.54359275 -0.96929835 1.83150489 1.50075373 0.14432461 -1.35681581 0.57897896 0.55038498 0.93122438] Distance 9.575953613906739 Each least square approximations [ 8.59226674 1.23570453 3.19899045 -1.27550947 -0.27189686 2.16409895 -1.74949697 -0.32637742 1.65013332 0.18559828 1.88340934 -0.55666247 -1.00540994 -2.52126617 1.02025458 0.6470712 0.06189087 -1.19301884 0.03987456 0.50843247] Distance 9.64453041434256 Each least square approximations [ 7.09503561 -0.53871212 -1.88541907 -6.40875597 -1.47873973 -1.55794076 1.38771815 0.84017267 0.73930567 -0.2532171 -1.3954315 -1.77526872 1.876871 0.17324129 0.43252537 1.12861059 -0.53064926 -0.89458253 -0.0746696 0.26657451] Distance 9.534212977713015 Each least square approximations [-7.8124371 -0.04832955 4.52836147 0.70138851 -0.85282081 1.786325 1.50303369 1.46510694 0.73883642 2.51970438 -1.1344804 1.08621059 -0.43197241 -0.31692193 0.00962224 -1.84703341 1.63708618 -3.06093273 -1.62770662 0.31291735] Distance 9.331100610435781 Each least square approximations [-7.16797407 4.00083476 -7.222481 0.73110368 -1.49913317 1.26568679 0.45763564 2.28344414 -1.63592569 1.61726891 -1.64504482 1.56142229 -1.22948536 -1.92663446 0.58015996 1.60588398 0.49670455 1.20444508 -0.20129156 -0.62628132] Distance 7.5180017789283875 Each least square approximations [ 7.80602925 2.27618573 0.70727518 -1.72712916 0.24574052 3.42914061 -2.62380321 -1.59218011 -1.4364931 -0.7748754 -0.70924838 -0.85846258 0.17238086 0.25357469 -0.38298804 -0.36364906 2.0233142 -0.24195969 -1.61400287 1.45604508] Distance 10.128786864699217 Each least square approximations [ 8.28585746 1.26520609 -4.67172327 -4.39784534 3.5473571 1.79149809 -0.20461841 -1.1533853 1.1376808 -0.6443419 1.76740373 0.29426302 -0.48885493 -0.45859138 0.98773663 -0.3294363 0.22888717 -0.13864195 -2.10551912 1.47387199] Distance 8.053928198078687 Each least square approximations [-1.22511573e+01 4.35058533e-01 -2.39840412e+00 -1.96081099e+00 1.76438896e+00 -1.72712922e+00 -2.85224165e+00 -2.32506056e+00 -5.55891295e-01 -2.82684204e+00 9.08160817e-01 3.08700989e-01 1.01087155e+00 -2.13065130e-02 4.56706813e-03 -2.54644321e-01 1.53177206e-01 -1.82332491e+00 -1.11005273e-01 6.31311226e-03] Distance 3.660820208336194 Each least square approximations [-9.29472073 -0.15301843 -1.02384176 -1.92902694 -2.53537359 1.5942944 -3.04227556 -0.35505076 1.44023316 0.86625374 0.61292558 1.16119189 -0.66719436 -0.27511144 -1.72469181 0.65133763 0.12333132 -1.1169322 0.14678941 0.43458346] Distance 9.333068461783395 Each least square approximations [-10.22322755 -1.12722507 1.45889677 -1.5180438 -1.77223376 -0.60224575 -0.10104388 -2.69116928 1.59409382 -2.34142564 -0.72852046 -1.09151731 1.4194267 -1.65237987 1.61226417 -2.18181141 -1.28316495 -0.43798666 -0.96482021 0.28823248] Distance 7.804297209214762 Each least square approximations [ 8.62689956 -2.54360522 2.73967004 -1.2221507 2.69772758 3.61067918 0.34702824 -0.21377008 -2.53779183 1.11679847 2.44373067 0.79884866 -0.19264812 1.14261835 1.62928482 -0.70956646 -0.21868491 -0.96763691 -1.0726541 1.90128928] Distance 8.465347081665492 Each least square approximations [ 9.57570546 2.36566525 2.96048761 -1.2229065 -0.48532421 2.09094971 -1.97582686 0.06147694 0.23591148 1.03607771 3.18007425 0.03610622 -1.44900861 -0.54916234 0.16506379 1.9679227 0.53526611 -1.77732311 0.21219674 -0.74366201] Distance 8.302411224953463 Each least square approximations [ 1.03279485e+01 2.13896873e+00 -2.75963465e+00 -4.67638738e+00 -5.85807449e-01 -1.69887917e+00 1.28657635e+00 7.67614633e-02 -9.19652505e-01 5.82835236e-01 7.19251943e-01 -1.61481717e+00 1.50305042e-01 -2.95595416e-01 3.34126210e+00 2.24275976e+00 -8.18182039e-01 -6.73884926e-01 2.89095352e-03 -3.95545134e-01] Distance 6.250831734848134 Each least square approximations [-9.71329109 0.75949848 2.6410507 0.37989118 -0.66400248 3.01176256 -0.04203605 -0.21771312 1.75682438 3.77915348 -2.70628464 0.31624634 -0.61577437 -1.46951866 -1.49707513 -2.88439296 1.5014984 -1.49092692 -1.32585368 -0.1904847 ] Distance 7.128466393659174 Each least square approximations [-10.94709899 5.39308353 -3.53502723 0.17174653 0.87793928 -2.15333445 -0.66069308 0.74406509 2.90276049 -0.06032745 2.39185377 -0.73159026 -0.40747195 -1.61225214 -1.9534158 -1.54913882 -0.44486864 0.34719503 -0.31570886 -0.29386781] Distance 4.4029990025851165 Each least square approximations [ 7.63685654 2.45156794 -0.02393002 -3.09648442 -0.89796897 1.86153275 -3.55570895 -1.54771645 -1.86382927 0.0610195 -2.90986045 -0.1535544 1.03064083 -1.01188157 0.35648279 1.08360154 0.19350974 -1.70269708 1.01391346 -0.62968905] Distance 9.922605740622858 Each least square approximations [ 8.99984887 -0.67039871 -1.16187546 -3.79101187 2.53531121 -2.84602438 -1.37422301 -1.34758977 -1.16461317 3.92466021 0.71707051 0.22981947 -2.01208941 0.72751458 1.56437165 -0.82229095 1.29657236 1.45675531 0.47961378 0.56830663] Distance 8.162198647623155 Each least square approximations [-9.4495458 -2.32211423 -3.09905869 1.9560838 -1.36286823 -0.94721964 1.23295737 2.6246911 -1.33022422 -3.08905581 -2.24586615 0.45238213 1.18732744 -2.12096297 0.7158234 -0.44247627 -0.48268384 0.14431569 -2.0183322 -0.79316483] Distance 7.999505462340593 Each least square approximations [-8.31496854 -0.32727625 1.67937843 -4.635799 -1.60060783 -1.82221291 -0.1841854 0.71409712 1.09074202 0.4245822 -2.07100277 -0.75488605 -1.14326091 -0.34117187 0.87611007 1.93889795 -0.10775371 -0.21995654 -0.94326591 -1.19597874] Distance 9.841922619640053 Each least square approximations [-10.1292268 -0.3708228 1.58149495 -2.95870243 -0.93362562 3.35289389 1.87530069 0.56983103 2.00920462 0.50037893 0.02509749 2.11182822 1.98201191 -1.58525118 0.41432299 -1.59624424 -0.35942525 2.54569967 0.10545519 0.47189113] Distance 7.530248110276736 Each least square approximations [11.16799732 2.08141763 1.92944305 2.4248033 3.85318576 1.6712793 2.58424593 0.28465831 -2.55392794 0.02864422 1.08828647 1.87095992 0.34727861 -0.71889234 -1.20541459 0.68160727 -1.00755289 0.45892941 -0.08946104 0.15026206] Distance 5.7730176915551725 Each least square approximations [ 6.95233444 2.23610042 0.99591874 -4.64276571 2.90602288 1.52766297 -2.18414339 -1.73325163 0.53381424 -2.19384747 1.15540976 -1.03130775 0.53400369 -0.2043751 -1.20965179 2.65944638 0.41384279 -1.28572137 0.48189247 -0.36095527] Distance 9.92088800442703 Each least square approximations [ 8.3947137 1.74622539 -1.74491224 -6.31816334 2.89110289 -0.38760427 -3.05931475 -0.68066538 -0.11993341 0.39960364 1.48959618 2.8603674 -1.93183731 0.71425548 0.62332827 0.97230531 -0.20201814 -0.56358271 0.25205091 0.53405016] Distance 7.7286501736996644 Each least square approximations [-7.68773875 -0.99086123 2.17378974 4.03694577 -0.93286205 -0.60231516 0.34740308 1.52716243 2.70206721 3.33613601 -0.47386438 -0.53921171 -0.6079668 -0.68814007 -1.03068277 1.50480615 -0.88820955 -1.05822998 1.16022079 0.6396718 ] Distance 9.991707025942786 Each least square approximations [-8.35097035e+00 6.22852602e+00 -4.79857184e+00 4.28942281e+00 -6.18409407e-01 -8.35044210e-01 1.20074268e+00 1.87135099e+00 -1.25623265e+00 -2.62933917e+00 4.34623435e-01 7.23666679e-01 -1.14173068e+00 -3.05082749e-01 -1.26762496e-01 -3.59764797e-03 -1.36319197e+00 -8.99709435e-01 1.27817342e+00 7.83767657e-01] Distance 6.57141574995291 Each least square approximations [ 9.55839693 1.07346615 2.22828455 -3.17667706 -3.60264001 2.5272822 -3.33543999 -2.92571735 0.40946069 0.91667649 -0.8633361 -0.90398916 -0.29354131 1.25519864 -0.57887346 -0.46943563 2.05295478 0.44218144 0.29811307 0.93483493] Distance 7.610172914179059 Each least square approximations [10.05394805 -2.16646622 -1.93678128 -4.23381198 3.00820227 -1.15415633 -2.07951209 -0.64069978 0.46885003 0.62657322 0.20512052 0.71347606 -0.21236503 -0.72291198 1.00653165 -1.44465808 2.18168085 0.08994299 -0.38176364 0.65717801] Distance 7.871054482127987 Each least square approximations [-8.42941358 -4.78982629 -5.0320378 -0.2229046 0.13700394 0.42187986 -0.16143315 0.06944626 -1.24046254 -2.52616064 0.25923523 0.89921845 1.72616573 -2.34579355 -0.06365849 1.23007762 -1.98919806 0.10886948 -4.06394003 -0.82878639] Distance 7.42531348294861 Each least square approximations [-9.24587888 1.1979529 2.94824016 -4.88585671 -2.90066003 -0.42157383 -0.56484652 -1.43574717 2.63952216 0.50176393 -0.16460319 0.92706382 -1.79010333 1.41074005 -0.3998562 0.56064752 1.4031824 1.51796152 -1.11733283 0.21239173] Distance 8.056072331858546 Each least square approximations [-10.22650578 -2.70156791 5.02315256 -1.7290091 -0.35391644 0.20174149 0.26165038 0.27772887 1.95126766 -1.08550031 -0.01844059 0.62916539 1.57113724 0.4714536 1.03643861 0.77484802 -0.12209819 1.97055349 -0.73577691 -0.58379401] Distance 7.730320600513218 Each least square approximations [13.32260613 -3.64298482 1.09352799 -0.35677214 0.47755042 -0.58993724 0.40368744 -2.25055456 -0.05401124 -1.55818542 0.61789213 -0.43976867 -1.01544379 0.77775372 -1.34737064 -0.13860265 -0.24330364 0.73776822 -1.82486624 0.59034931] Distance 2.459500512214811 Each least square approximations [ 8.09393582 2.05566612 2.82257555 -3.34933902 3.91246197 1.63895569 -1.02063173 -2.04288177 1.4008542 -1.17688983 2.18220547 -0.77783337 -0.98788681 0.82077046 0.21121699 0.91458532 0.79271369 0.03572873 0.39046338 -0.09353247] Distance 9.514782038846027 Each least square approximations [ 9.95813598 -1.72892127 -0.62581234 -3.78527106 0.54080024 -0.77452571 -3.02402973 1.96246421 -0.10119807 -0.1006005 1.98271364 2.56539647 -0.85434973 2.05143886 2.69094485 2.33226677 0.41669379 0.22709378 -0.82247717 1.30350305] Distance 7.292723284911056 Each least square approximations [-8.15794687 -1.68789412 2.973417 3.34363189 -1.11109625 -0.08468945 -0.30346079 1.57943648 1.07701898 4.63873799 -1.89899442 0.44893187 -1.87571986 0.03766816 -0.52054657 1.52298637 -0.59197162 0.67190433 -1.39804032 3.14607679] Distance 8.729130581553434 Each least square approximations [-6.3190105 3.54097537 -7.10034649 3.30817401 0.79739187 -2.58924897 3.2963675 0.6851249 -1.97581748 0.88327886 0.48848643 0.03707735 0.85064112 0.1262627 -0.09135259 0.60149961 -1.34981912 1.00799009 -0.70151082 -1.99585594] Distance 8.486552693674282 Each least square approximations [11.81214172 1.21612591 -1.79735628 1.34647496 0.07663291 3.79005875 -2.96090513 0.07524621 -0.62421887 0.34300873 -0.36829341 -0.42477745 1.20285941 1.47434911 0.56295871 2.21752993 -0.10482114 0.65086325 0.61340426 1.36142499] Distance 6.028006820037892 Each least square approximations [10.29963459 -2.74872194 -4.46525899 -1.58846052 2.72757604 0.70160939 -2.5366491 -0.95077905 0.43855131 0.37459045 0.86173245 0.78207836 1.0812804 0.68310002 -0.34422143 -0.34615147 -0.89786556 -1.26845642 0.61258806 -0.07118008] Distance 7.755325735918237 Each least square approximations [-9.540369 -3.93467375 -5.97878298 1.32642723 1.56459127 -0.08005897 1.23807596 1.13593465 0.11603818 1.97516058 1.98815389 1.50675151 -0.81500577 -1.02735885 0.67678396 -0.43986004 -2.18948417 0.42512705 0.88274535 -0.54350728] Distance 7.073218451606076 Each least square approximations [-11.56070134 5.4650822 -0.56895891 -2.97434681 -0.79084604 -1.45661889 -1.38483634 -0.28257357 -0.10786398 0.63989577 -0.0682489 -0.87329597 2.24479469 -1.14988771 0.97102189 -0.20536316 0.87660415 0.13695568 -1.14537061 -0.87920677] Distance 5.388195407276617 Each least square approximations [-1.00648143e+01 -1.85527333e+00 5.61141137e+00 -1.81385307e+00 -2.97390647e+00 1.67193101e+00 -2.41817557e+00 -4.61335163e-01 -9.35566816e-02 1.17930437e+00 2.51206898e-01 1.60586118e-01 8.56396178e-01 8.68950569e-03 -1.81840331e-01 -1.76340776e-01 9.49401144e-01 -1.47284507e+00 5.68206856e-01 -3.64268493e-01] Distance 7.4053406191960836 Each least square approximations [ 9.17889247 -1.77757882 4.38008259 -3.26900191 3.93297542 1.75353404 -2.32866515 0.51215665 1.01435772 1.62181947 0.45062275 -0.54809898 0.7010174 0.49621615 0.42503754 0.75867896 1.82221606 -1.80353372 2.01508961 1.33177212] Distance 7.635194380861902 Each least square approximations [11.19057375 4.70668306 1.85404653 -3.94306676 2.4669236 -2.08956686 -0.40934472 -0.76919753 -1.07909645 -2.13914603 -0.77251646 -0.37280627 -2.10774863 -1.11710107 -1.39870082 -1.43036674 0.0809347 0.67445642 1.40571853 0.43492893] Distance 4.636569012189581 Each least square approximations [10.97394651 -5.19202909 0.36172967 -3.57679809 0.56122881 -1.24427167 0.08461728 -0.77900409 0.49809305 2.18255835 0.9106675 0.32363148 0.78614424 -0.23752647 0.26151055 0.55041233 0.36677364 -0.52996701 0.22306967 0.69562501] Distance 6.866220299922239 Each least square approximations [-12.49552606 -4.00382438 3.27909478 3.44442497 0.04193178 -1.26672302 -1.31785602 -1.34032819 0.08988933 -0.3678056 1.34290001 0.11505949 -0.86015772 1.41495902 1.36025929 -0.72782123 1.13700473 -0.24683046 -0.24783338 0.60720502] Distance 3.013473803876947 Each least square approximations [-5.9880272 2.42537713 -4.79859736 2.57788012 -3.78148769 -0.88404204 1.75353612 -1.55366683 -2.0550417 1.59292186 0.5198607 1.41447896 0.88827859 1.29745084 2.72355077 2.31862502 -2.64901662 -0.8180836 -0.26407657 0.47805059] Distance 9.695326974215941 Each least square approximations [ 6.59836847 1.95376224 -0.13937822 0.65303282 -0.88388166 5.11952129 -1.02240568 -1.84384046 0.01982797 -3.36780299 -0.24325872 -1.35492596 0.27799384 0.17232999 0.23402503 -1.49223581 -0.44837621 0.97126377 1.91415588 -1.68059734] Distance 10.75949324445086 Each least square approximations [ 6.88807539 1.14376216 1.48276044 -2.75244539 6.00093002 0.22799659 -2.77216436 -0.94115413 1.77952066 -0.46981089 -0.18501909 -0.02912988 -1.91550701 0.18757697 1.89679571 -1.29965399 -4.00783523 -0.84901329 -0.45741944 1.82961797] Distance 9.074504218499778 Each least square approximations [-7.29549132 -1.37190117 -4.58050631 -3.82519024 1.25861426 -2.18783933 4.66159963 0.23326306 0.91390033 1.77865289 -0.99302726 3.00975618 1.08367472 -0.48243107 -2.35730649 -0.10804483 1.25999899 0.87955757 0.03172846 -0.08575475] Distance 8.717737003885212 Each least square approximations [-9.45846132 -2.99859601 -3.15338172 -0.72072289 -2.3115376 0.21624563 0.30576334 -3.53511668 0.06311323 0.68240502 1.65420221 -0.94964638 3.72387462 0.17253021 -1.03733698 0.56847822 -0.08568652 -0.41533936 -1.4032735 0.9113615 ] Distance 8.305496468701902 Each least square approximations [-8.70448832e+00 -2.93383621e+00 1.19747784e+00 1.45594621e+00 -3.18462492e+00 1.29757561e-01 -2.47368982e+00 5.41299813e-01 1.04430220e+00 1.25919966e+00 -3.38478410e-01 2.17544494e+00 -2.11485353e+00 2.21394845e+00 1.48000278e+00 -6.39374689e-02 5.27737351e-03 -6.99595633e-01 1.97789671e-01 1.04089310e+00] Distance 9.64669768269194 Each least square approximations [ 6.20717697 -1.94432278 3.06688046 -2.43532396 3.7223886 0.01281918 -2.58715445 0.89800839 0.64756736 1.47559287 2.77565303 0.01315888 1.23270178 2.98405452 -0.05801266 0.13345627 1.0577749 -0.83763793 1.79911757 -0.61111298] Distance 10.634070059708383 Each least square approximations [11.42142882 -4.62851891 -4.17448979 -4.14598833 -0.19145655 1.43964732 2.04888934 0.86347531 -0.48757968 0.06368132 0.47498794 -0.51412706 -0.33702511 -0.38234732 1.38589793 -0.22153642 -1.28098511 -0.14652477 0.19410584 -0.07993875] Distance 4.478223881121216 Each least square approximations [ 7.74094591 -0.74809408 -1.52306074 -1.38010144 -4.74099848 -1.09537576 -1.52304012 0.15413865 1.88141082 0.68941578 0.98178336 1.32221611 1.00503648 0.18265152 1.32589147 2.13026205 -0.43071973 2.87183197 -0.41175414 -1.98910852] Distance 10.045425392034872 Each least square approximations [-9.74199315 5.80303664 2.77832129 0.14497466 0.68544422 -4.16365545 -0.37566127 1.00498689 -1.21400668 1.57743934 -1.45219933 -1.08575815 0.94986926 1.50960254 -0.19863422 -0.06923732 0.1776051 0.4121919 0.06249395 -0.51016077] Distance 7.214097381615174 Each least square approximations [-6.41457559 3.69152427 -6.45807137 2.56774367 -0.18556639 -2.29642688 2.41997392 0.07049867 -2.79558275 1.46428823 -0.54453292 -0.37228916 0.78689517 1.35509231 -0.23242376 1.05697936 -0.49755433 2.01306957 0.23179251 -2.64602492] Distance 9.040295922599674 Each least square approximations [11.32634248 0.44258171 -2.87522054 0.11438217 -1.02489845 4.09927789 -1.70292148 1.47280455 -0.80117282 -0.41669316 -0.16181726 0.4073983 0.89808329 1.48516961 0.2668575 1.81087599 1.27341665 0.80036518 -0.8252738 1.38932155] Distance 7.029749443221513 Each least square approximations [10.19009553 -0.85869919 -3.67070281 -1.23540105 2.84154985 1.79390484 -2.55625558 -1.7586532 0.72512443 0.68362771 1.43217539 -0.11802734 1.37745852 -0.04034043 -0.94305913 -0.67927683 -0.66288805 -1.69357292 0.76366168 -0.18462504] Distance 8.403474737303243 Each least square approximations [-10.26024661 -3.80798129 -4.08827437 0.87504717 0.5651033 0.29340295 0.57695458 0.91136775 0.88619447 1.76530476 2.65625762 3.1689234 -1.34327037 -0.09536964 -0.07055866 -0.70423612 -1.37507364 0.571224 1.2100538 0.68320158] Distance 7.420434558618392 Each least square approximations [-11.27860414 5.82407771 -2.21727516 -1.79638522 -0.86782788 -2.74477166 -1.76008301 0.42605598 0.61944115 0.61544991 0.32255088 0.09013945 2.06740839 0.02946004 1.10962185 0.87130849 0.28321458 0.65878693 -0.60096193 -1.52071304] Distance 5.493839837036265 Each least square approximations [-9.87740865 -1.99469261 4.31203595 -1.39561435 -3.76974055 0.88666229 -2.2398029 0.26976807 -1.20180465 1.47182076 0.09558942 0.22586703 0.89996922 -1.33801104 0.80144668 -0.34253735 1.31954451 -1.87066123 1.03676286 -1.27759403] Distance 8.012393775766146 Each least square approximations [ 8.64999254 -1.46039332 4.67483473 -2.73562268 3.67344756 0.80913413 -2.30770662 -0.1436216 0.68590581 1.54427584 -0.18121682 -0.11841107 0.61325795 1.52748108 0.20549887 0.64933133 1.65391062 -2.74966501 2.53816241 0.66122503] Distance 8.503414083497388 Each least square approximations [11.83665279 5.75952467 0.71380935 -1.83950592 1.28625652 -2.67553654 -1.18644699 -0.25364774 -0.25668462 -1.37403424 -1.60268569 -0.54375016 -0.59396943 -1.30754131 -0.731969 -0.72268595 0.99927197 -0.28574654 1.67598182 -0.33205011] Distance 4.685298919805815 Each least square approximations [ 1.17007468e+01 -3.70100522e+00 1.15979613e-01 -2.50346184e+00 1.29335949e+00 2.71241021e-01 1.72421442e+00 -2.12499037e+00 9.29376571e-01 2.49445945e+00 3.10684091e-02 -1.78868313e-01 5.06018899e-01 -1.42372502e-01 8.49409724e-01 8.93745966e-01 1.37472317e+00 9.67061166e-03 -6.12885308e-01 9.68289302e-01] Distance 6.565624095883273 Each least square approximations [-13.5251716 -4.86582993 0.65988249 0.88837949 0.3203656 -0.56039408 -0.68906147 0.68267269 0.83551844 -1.79417044 0.46469229 -0.5377462 -0.4399439 -0.71643086 0.87972636 -0.65677703 0.75093061 -0.43832896 0.53767095 -0.24058165] Distance 2.1727078127450374 Each least square approximations [-5.6152747 5.33345564 -6.42385016 3.46652604 0.77635133 -3.26870277 2.91637517 -0.05831837 -2.25017038 -0.19616444 -0.12649108 0.22672715 -0.87990231 0.95087739 0.29943492 2.09808031 -0.4358664 2.42609177 -1.7123718 0.010651 ] Distance 8.304499928189719 Each least square approximations [ 9.66486097 1.34113084 -1.36274693 -0.16300277 0.3295729 5.94254049 -2.92559493 -2.98030022 1.97042864 0.25420326 1.44141664 0.22219235 0.45832106 1.06255174 0.21555231 0.28892715 -0.17379761 0.63573686 0.66019849 0.88373505] Distance 7.950948754220177 Each least square approximations [ 9.68207248 -2.82093129 -2.49722938 -2.54820639 3.39248293 3.830729 -1.82505438 -2.75326451 -0.76172463 0.62026827 0.07550564 0.94716752 -1.00948401 -1.55401918 0.9605751 0.91380253 -1.34708254 -2.20205717 0.77768988 0.16017798] Distance 7.515948999177897 Each least square approximations [-9.1090478 -3.53836585 -5.26743867 -1.66148227 2.58969855 1.66559923 0.39774006 0.82874248 0.80891083 -0.88804996 1.51507813 2.0873922 -0.50479567 -0.57050775 2.43863434 -1.55666259 -1.01991743 1.08129363 0.20455517 -1.07579781] Distance 8.098513866988487 Each least square approximations [-13.54942741 1.60827199 -2.71438153 -1.63615228 1.07243744 2.10334013 0.44820125 -0.46086588 -0.3386081 -0.43142403 -1.54615976 -1.22921724 -0.13171417 0.32667939 0.27312399 0.38935219 0.55580034 0.60255269 0.39515389 0.2967036 ] Distance 3.833142406860673 Each least square approximations [-9.69863414 -3.37690802 5.39311857 -0.31993693 -0.78636839 3.20021692 -0.96046333 -2.06116124 -0.16643073 1.60298113 -0.17224288 0.45196601 0.3034601 0.71533504 0.63075587 1.08465341 -0.89574751 -0.97243854 -0.45032812 -0.6409382 ] Distance 8.019411147080524 Each least square approximations [ 9.07703925 -1.53832717 5.1846793 -1.76571409 3.63280536 1.86296745 -2.68983204 1.81847161 0.22248487 2.94761324 1.68706141 -2.13804769 1.17312479 0.08733811 0.85442359 0.5316741 1.31262398 -1.16811433 0.73630499 -0.50026659] Distance 7.613678723112525 Each least square approximations [10.90402986 4.07688194 0.678733 -4.90121706 1.41909016 0.53903675 0.41592015 -2.19203557 -1.17310564 0.54844339 0.19219742 0.17119789 -1.70060986 1.43166662 1.37481791 -0.49343134 -0.75081289 0.89623745 1.15355853 -0.9619076 ] Distance 6.530106254474431 Each least square approximations [10.76887046 -2.83927014 0.25558253 -4.39280738 -1.99814336 -0.98550545 -0.7676722 -0.70680127 -0.84263095 2.08955743 -1.5257835 1.99076818 -0.42553856 -0.67574388 0.11840262 2.00455684 -1.10387535 1.91516688 -1.16726 1.02099778] Distance 7.042303489692508 Each least square approximations [-1.22057876e+01 5.87703037e-01 1.64717661e+00 4.58470969e+00 4.44156231e-01 1.73436526e+00 2.94180946e-03 -9.89048147e-01 -1.23103595e+00 7.30873437e-01 -2.10801752e+00 -2.22717022e-01 4.47890535e-01 -2.06691924e-01 3.01788488e-01 2.16823312e-01 -1.47047609e+00 3.79113532e-01 7.15062350e-01 1.00121730e+00] Distance 5.863490123689734 Each least square approximations [-6.38791008 4.16052287 -5.08489296 3.37236179 0.49234626 -1.84093112 1.68550311 0.26217949 -2.74134231 2.09078087 -0.2498077 -0.72964011 1.47556732 1.6410937 0.47388833 0.63674652 -0.53334028 2.64433507 0.04693327 -2.65377469] Distance 9.422406510918027 Each least square approximations [11.19585919 -1.21642363 -3.03399852 1.15131005 -0.8870623 4.16509327 -1.39130076 1.59259611 -0.62042065 -0.22534838 -1.08048426 1.00089097 0.73345419 1.60368511 -0.1451672 0.659154 1.21758325 0.42098845 0.15120687 0.63948538] Distance 7.398922866301701 Each least square approximations [ 9.93772063 -0.52239768 -3.14469046 -0.25875573 2.42994753 1.8313748 -2.81628143 -2.15675681 0.05274974 1.70348111 1.59834982 -0.07464894 0.99000303 -0.37280029 -0.89929972 -0.93291511 0.08485897 -1.57103506 0.73076783 -0.01806382] Distance 8.992708390764863 Each least square approximations [-9.89085489 -4.34665139 -3.39561662 0.56358661 -0.84477444 1.26222681 0.90845871 1.26960744 0.79789689 2.21506272 1.81239728 3.29296189 -0.80859369 -0.51867642 0.18355556 0.33981146 -1.24454708 0.67570547 1.45871015 0.38845014] Distance 8.039178788806762 Each least square approximations [-10.98013721 6.42597713 -2.60627613 -2.05158329 -0.42405127 -3.18791413 -0.88745826 1.26205851 0.31207954 0.25065917 1.267097 0.39105293 2.34502904 -0.38954119 0.68628792 0.7036211 0.16751028 0.46834962 0.05335737 -1.2917393 ] Distance 5.189862052270561 Each least square approximations [-9.78333126 -1.28922544 4.49872902 -0.75435508 -2.82746888 0.96349319 -1.78623848 1.27633603 -1.74887746 1.31092206 -0.53840969 0.54404363 0.43032776 -1.12387942 0.69340744 0.32720194 1.13498981 -2.1722576 1.19285785 -1.05898902] Distance 8.665689178038487 Each least square approximations [ 8.38146732 -1.72861806 3.73357825 -2.09231827 2.77774294 0.67260872 -2.50841721 0.28163926 0.46652162 1.95488875 -0.54452223 -0.19454174 1.00931585 1.59516434 0.11355624 1.04574561 1.53502536 -3.0535975 2.94126363 0.54844685] Distance 9.338107933244563 Each least square approximations [11.43497883 6.00733446 -1.12040302 -1.50392821 1.489316 -2.85154262 -0.73501953 -1.15646037 -1.13807133 -1.6607412 -1.42643327 -1.12642821 -0.46531023 -1.03263558 -0.88065628 -1.27320375 1.23079454 -0.453803 1.2663641 -0.29228018] Distance 5.09247825241471 Each least square approximations [ 1.15513740e+01 -3.71840461e+00 -4.55267774e-02 -1.32109453e+00 1.42905271e+00 1.12410187e+00 7.50460823e-01 -2.65761243e+00 1.80522400e+00 2.18134326e+00 2.76298908e-01 6.85372039e-01 1.13590387e-02 -4.96261605e-01 3.97857608e-01 9.49657913e-01 8.73362813e-01 -4.44936398e-01 1.67240576e-01 1.24087442e+00] Distance 7.115631834562724 Each least square approximations [-13.35145575 -5.09519581 -0.92511705 1.02480246 0.43998299 -2.08433636 -0.34788937 -0.34856237 0.11268633 -1.43518407 0.67493 -0.71158351 0.12568476 -0.07484835 0.5709766 -0.11978863 0.35523007 -1.13040422 0.62169461 0.12084325] Distance 2.6191993842140104 Each least square approximations [-9.63754524 6.11124222 -2.86996943 4.32068998 -0.13938548 1.96704598 1.25748114 1.13627622 -0.19345052 0.2804599 1.19962732 1.16517864 1.48098194 -2.48093958 1.16403674 1.0308792 0.0703749 0.28970513 -1.03962924 -0.45690707] Distance 5.56531566081707 Each least square approximations [ 8.21585506 0.06226952 1.98730025 -1.35493381 -1.91111565 2.61990428 -3.02456861 -1.92093736 -1.87130294 0.4499503 -2.35577832 -0.45869942 -1.12155368 0.19792715 0.27666251 -1.07743518 1.91553842 -0.84248297 1.80278222 -0.2176443 ] Distance 9.67506807077991 Each least square approximations [ 8.45665332 0.06034428 -1.94892621 -2.2020303 4.6230869 -2.30490624 -2.75026358 -0.71334543 -0.45571119 2.12809696 0.87821759 1.29443371 -1.87805742 -1.27120248 0.87787057 -0.8387517 1.11762786 -0.03677157 -2.10730119 0.38263705] Distance 8.681217159648957 Each least square approximations [-10.26136537 -3.13836273 -3.86941283 0.66015184 -3.82582606 -0.97476934 1.58545536 -0.68855278 -0.47608463 -0.43610274 -2.20682292 1.76412464 3.36995264 -0.17494587 0.2296575 1.03865885 -0.79709446 -1.05388625 -2.05880445 -1.19964914] Distance 5.697032880103637 Each least square approximations [-8.31657855 0.16829745 0.57739707 -6.23518048 -1.32616025 -0.68740277 -1.29393828 1.28650673 1.347108 -0.30043682 0.7441354 1.07979698 1.67276684 -1.14859732 -1.33177797 1.895502 -0.43654611 1.81654083 -1.52472855 -0.27518698] Distance 8.77274189114842 Each least square approximations [-11.30348483 2.09971552 3.56523857 -1.06085946 -1.65143312 -1.13435549 1.74925344 2.21677157 2.4833687 -1.07631666 -1.11281726 2.68260456 0.68395269 0.16678807 -0.70647563 -0.0673366 -0.1728328 0.36678224 -0.93659974 -0.41226475] Distance 5.826903860755079 Each least square approximations [10.83399176 -1.96490854 0.73975656 0.80064126 0.18870283 1.46581072 0.34387995 1.17595624 -0.6182999 0.46050617 3.3370492 0.98088356 -0.69034027 0.07981224 -0.70707902 1.35319329 -1.0519077 0.01924434 0.39539164 2.42081519] Distance 7.822148071307641 Each least square approximations [ 7.95873643 1.35118322 -1.0525252 -4.60203456 2.37827806 0.38893942 -2.02430437 -3.48223296 -0.47604295 -0.40444989 3.09942457 -0.78059813 -0.13239622 -0.30671639 -0.46527971 1.66755824 1.24295752 -1.79598089 0.97695172 0.35348903] Distance 8.993119593523454 Each least square approximations [ 9.47705439 -0.99320192 -4.66656117 -1.85482224 1.12806733 -0.6271348 -2.46096796 0.04182567 0.64210465 0.13783619 1.99122321 2.56943159 -0.23584974 -0.01956363 2.81217496 2.03264693 -2.37826067 -0.85233593 -0.53689495 -0.64776828] Distance 7.483249250792211 Each least square approximations [-8.42721817 -0.93192802 1.25663749 3.55449822 0.64883649 -4.26666837 0.89283909 0.87606245 1.75281709 4.54197405 -2.23972044 -1.60100699 -2.33610785 -0.31088314 -1.35641193 -0.59283799 1.03663003 -1.23651529 -0.34618944 1.25575335] Distance 7.765853656106937 Each least square approximations [-7.82273774 1.65442569 -6.1830459 -0.79250617 -2.7586633 3.05298476 -0.25142236 0.81574332 -1.00451187 2.89076246 -0.03450912 0.68915231 -1.36350961 -1.08962094 0.7801425 2.19687094 0.06545776 0.48579459 -0.47144857 -1.25833529] Distance 8.150878492622308 Each least square approximations [ 6.21459718 1.76392159 -1.07127147 -1.47937486 -0.65391172 2.6259736 -1.05286542 -1.48188849 -3.27456409 -1.61862609 -1.72387359 -1.35916526 -0.18793973 0.39584818 0.02356926 -0.06320859 2.14442397 0.05780183 -2.08728009 -0.09685182] Distance 11.145975310462962 Each least square approximations [ 7.60910539 3.70943968 -2.78018531 -2.58566318 3.66319088 1.70575249 -0.39063319 0.67886972 2.30093161 0.61828782 2.30316933 0.20309102 -0.51463647 1.50451151 1.65064847 -2.13852559 -0.97739384 0.59255599 -2.0988966 1.90960488] Distance 8.604252314785267 Each least square approximations [-11.42821237 3.15274204 -2.55683895 -4.16196275 0.27966557 -3.49936149 -0.61550794 -1.18475015 -0.3768625 0.45436718 0.08783369 -0.39615666 0.91109287 -0.95188029 -0.63739687 1.08295666 0.27478742 -1.80403405 0.21572117 1.32473749] Distance 4.448204225840017 Each least square approximations [-7.38220415 -1.50084376 -1.03366032 -1.54195386 -2.34032442 -0.39880873 -2.08887231 -0.9579081 0.76592089 1.58656102 1.31388954 0.59821629 0.8947364 0.3166282 -0.57701628 1.31688213 0.60615046 -1.16919244 -0.304311 0.18676829] Distance 11.230551559103866 Each least square approximations [-9.85722623 -0.209988 -0.73206356 -1.13633488 -1.22199146 -2.37023626 -1.73133139 -1.44479063 1.1544012 -2.50897034 1.28682448 0.24232833 1.99109217 -2.30772784 1.04322656 -3.27938506 -1.07092444 -0.31281354 -0.76712188 1.29826715] Distance 7.875896922177815 Each least square approximations [ 7.43413483 -0.11955081 2.03791127 -0.47424748 1.74276355 4.57088057 0.07779845 -0.98021368 -2.36107801 0.78183601 1.88616323 0.95881853 0.52250454 2.81706535 1.72555743 -0.45261767 1.40814289 -1.95864618 -0.49898248 2.29317942] Distance 9.450879103116902 Each least square approximations [ 9.61391055 -0.1397984 0.25231649 0.28156521 -1.54428314 0.77644789 -1.33579893 0.67585601 1.21267357 -1.32192968 2.94922291 0.18517068 -2.01684214 -2.04103146 0.61923123 2.54606289 1.01821696 -1.36329874 0.89925818 0.21069772] Distance 8.867873955106369 Each least square approximations [ 9.26856497 3.50183766 -4.78002547 -3.65096882 -2.21763349 -0.20925203 1.35721961 0.43890368 1.26534703 -0.10164999 1.20168592 -2.7728246 0.93307597 0.24163252 1.03845998 1.330763 0.43360633 -1.32349938 1.42839141 -1.02464995] Distance 6.808802849895499 Each least square approximations [-8.79847457 2.04654492 2.72133188 -1.44163744 -1.8503294 0.44058949 1.01620677 -0.27174637 0.53772916 1.07300634 -1.8013098 1.5179539 -0.78001972 -0.43789814 -1.41404864 -2.60525183 2.79579547 -2.4487859 -2.06591659 -0.05904245] Distance 8.762705269442629 Each least square approximations [-5.87335902 5.13137679 -3.1040213 0.87487795 -2.6174063 0.56806977 -1.35957105 3.22099271 -1.94973144 2.21079505 -1.9130725 -0.56975885 -2.07559861 -0.61125465 -0.5963802 -0.47081466 0.25429118 0.86202974 0.53991344 -2.24736837] Distance 9.342180415353738 Each least square approximations [ 5.75103387 -1.5961522 -0.16920713 -1.14383945 -1.21499861 1.89245001 -2.79233696 -1.87162305 1.69159975 0.0961076 -0.33560489 0.55206863 -0.03971403 0.54346622 -1.0394855 -0.15647837 2.01795241 -1.71424713 -1.37633437 1.4757621 ] Distance 11.527944843383594 Each least square approximations [ 7.45202184 1.22321535 -2.68573591 -2.12283257 1.265903 0.43141277 1.11858461 0.47489902 -0.53441073 2.21406566 3.55348625 -1.65010972 0.6703756 -2.72077919 0.14844569 -0.74019852 -0.53201659 -1.27446591 -1.53674869 2.84933815] Distance 9.413930255599835 Each least square approximations [-9.2574919 -1.40658394 0.53457354 -2.43827664 -0.13057774 -2.46721494 -2.21935366 -0.7194073 0.29384241 -1.65821997 3.04136469 1.86985431 -0.46574644 -1.71113495 0.53651886 2.92133317 0.94967492 0.65437673 -1.65886855 -0.3546293 ] Distance 8.047891408272154 Each least square approximations [-7.73415893 -0.81994868 -2.43750163 -1.80293592 -0.07261058 0.00810529 0.64025342 -0.42152105 1.66356246 2.08322066 3.19543829 4.3937145 -1.18536149 -0.74623966 0.60769707 -0.55070462 1.93649655 -0.40073964 -1.1299812 -0.35632888] Distance 9.334727108092075 Each least square approximations [-7.59908673 -2.17482989 2.27086085 -0.42098978 -0.67442379 -0.06230551 -0.84135171 1.56792819 -2.0397176 -2.67085126 0.98121338 1.91101483 1.07813538 -4.33215946 1.49064557 -0.93801934 0.46409971 -1.41900793 -1.14801925 0.05704614] Distance 9.383901281510843 Each least square approximations [ 6.92003052 -3.97310263 2.5299797 1.17453942 1.20744268 0.90152596 1.76733711 0.8064489 -3.31857314 -0.33192347 -0.5109651 1.40757777 2.72130204 1.60017524 0.75088384 -0.20299754 0.3956451 -1.17619231 -0.70075583 -0.09858282] Distance 9.925163247004887 Each least square approximations [ 6.93178814 3.21632055 -0.25258977 -0.22805566 -1.64857448 1.42605261 -1.49076274 0.76559121 0.04037664 -0.39042544 2.78985564 -0.56484036 -2.38745203 1.01303831 -0.8529045 2.65294652 -0.46345195 -0.64380833 0.81705823 -2.25695549] Distance 10.333168118620186 Each least square approximations [10.75272668 3.94383909 -1.4523125 1.12824205 3.23538488 -0.63870102 1.20197193 2.92099488 0.70681114 2.60366843 -0.46723176 -1.04242039 -1.09090371 -0.50593786 -0.20526775 2.16709876 -0.80181593 1.58363375 -0.10633079 -0.21161322] Distance 5.347767426544246 Each least square approximations [-8.20822714 0.40997248 -0.02202686 -0.53456168 0.74325463 0.84745649 0.98801734 -2.73227916 3.5164279 0.62971197 -1.4972513 0.468363 -1.26849023 -2.96675018 -1.03892936 -1.85544428 -0.62453945 0.70694274 -1.75558698 -0.20733333] Distance 9.501124826120774 Each least square approximations [-4.8643396 4.36817693 -5.44689764 4.83028574 1.74008764 -1.60732714 1.81443468 3.6264081 -2.98972961 1.6078236 0.55611587 -0.93325329 2.29846274 0.16952938 0.40276533 0.52456716 -1.17150984 1.85194059 2.3292653 -0.26871076] Distance 9.008510426566229 Each least square approximations [ 1.45740495e+01 -3.01739260e+00 4.94966491e-01 1.89523535e+00 1.39631062e-01 7.96087401e-01 1.97340899e-01 3.09076783e-01 -2.72285435e-01 -8.61627899e-02 -1.53520261e-01 1.26124594e-01 -5.02273187e-03 4.24333855e-01 -2.42939262e-02 4.25270005e-01 -2.77959615e-01 7.47139600e-02 -3.66151749e-01 -3.66385132e-01] Distance 0.8588024684346035 Each least square approximations [10.52962088 -2.94401133 -4.63726499 -0.76403665 0.10962624 -0.41664294 -1.69492991 -0.07703147 0.359241 1.66564259 1.63823614 1.8334365 2.1669506 -0.49961463 1.42275228 -0.27585188 0.05480697 0.05675926 -0.30753457 0.39492945] Distance 8.170675232094677 Each least square approximations [-8.87948361 -4.90394653 -4.46690663 -1.02597753 0.70098002 2.63356284 1.03463511 0.34983473 -0.55682832 0.67763623 1.09235785 1.19450351 -0.89383661 -1.4161495 0.21760195 2.13459103 -2.95391305 1.39101671 1.67555819 -1.99319579] Distance 8.182013319167455 Each least square approximations [-10.31247722 6.51085135 2.4597381 -2.34672037 -4.14662756 -2.05313347 1.8400753 -0.80209594 2.19099326 0.10223947 1.8393693 0.88045091 1.70579828 -2.13634538 -0.29191396 -0.11758395 -0.48252686 1.34031271 -0.30151411 0.7568352 ] Distance 4.767961691172281 Each least square approximations [-9.47660703 -1.45528821 6.60459452 -0.26814627 -1.19186354 0.28699816 -1.70122482 -0.18226 -1.97906199 -1.46823861 -1.17974075 -0.56546029 1.78487 1.03167512 0.76791686 1.30815619 -0.01469522 -0.20396157 -0.08018473 -0.23928641] Distance 8.556642405026812 Each least square approximations [ 9.92881461 -3.76407311 3.27174945 -3.10754012 0.0781168 0.6277032 -1.74709395 1.70842967 2.08129226 3.73410999 -2.99012326 1.3798213 0.14589946 -0.26323054 1.99282967 2.40743052 0.19196798 -2.5211235 0.50092786 0.66805638] Distance 6.492581785642318 Each least square approximations [ 9.77192956 4.19970386 1.67876942 -1.71764838 3.54715731 -0.81357749 0.26821352 -1.32783081 -1.38388029 -3.65205579 1.79518841 -1.70748763 -2.31871271 -0.37117185 -1.55559023 -2.99400233 0.66816719 -0.624874 -0.84686461 -0.87429324] Distance 7.288347971541102 Each least square approximations [11.0259857 -5.50049297 1.61203083 -2.12710845 0.53939018 1.22138223 -3.18994573 -0.02128394 2.22910777 0.44125773 2.52725078 -0.42572357 0.61108865 0.74648382 -0.13592108 -0.95731753 -1.17858478 -0.07325176 -0.9799055 1.52718664] Distance 6.205571690846954 Each least square approximations [-11.01465985 -4.12026137 0.31493507 2.46958835 -2.60829892 -1.33231328 -2.68413984 -1.21055392 -0.19629227 1.36999906 0.6322126 -0.18133462 -1.19020366 2.5206276 0.38713247 0.52293902 -1.69988314 -0.06271066 -3.39498837 1.3351071 ] Distance 6.262133998817013 Each least square approximations [-7.02175035 2.75507833 -3.99997997 1.09949152 -3.29216879 1.75990403 -3.323989 2.09213838 -1.16924428 4.07500693 -1.8270311 0.22404048 1.22852781 -1.37973106 1.2300784 2.3640593 0.58134024 1.06143867 -1.94765123 -1.2844445 ] Distance 8.719843240561993 Each least square approximations [ 6.67128286 -1.43755243 -2.62958486 -0.86299978 -0.44823654 1.60301255 -1.73524352 -2.57544516 -2.68171824 -1.26402237 -3.42922355 -0.80870472 -0.89662026 0.17074919 0.10918234 -0.44584412 0.98112034 -0.47290232 -1.54189041 -0.02362956] Distance 11.217284117860448 Each least square approximations [ 7.90971651 5.76089604 -3.64194315 -2.44574337 0.35081606 0.10265503 -0.73818874 -1.18549968 1.54676094 1.3112998 3.99942859 1.40860174 -0.06851813 0.58837372 -0.13777419 -0.76239487 -1.1469465 0.12363523 -1.82798711 1.42032342] Distance 8.454101135982679 Each least square approximations [-12.15045045 -2.19585365 2.1714433 -1.85066958 -1.04891466 -2.20321384 -1.13173466 -1.37661455 1.83258101 3.72844539 1.27719859 -1.40049228 1.1068154 -0.4938494 -0.91533828 1.16695138 0.19397163 -0.61344164 -1.06615805 -0.13099393] Distance 4.740335352218807 Each least square approximations [-6.71571285 1.96856258 -1.46541598 -2.37206179 0.10777288 -0.63591165 -0.7957468 -0.74444083 0.17451943 1.76163838 2.87918203 3.31338223 1.12922689 -0.63874824 -2.93680846 2.30790211 1.02724689 -1.98909339 -1.23989389 -0.58649326] Distance 10.723897893071731 Each least square approximations [-9.85944706 -0.97802685 0.0837256 0.60970939 -2.04528496 -2.59926293 -1.18400844 1.16783316 -1.66212859 -4.1666958 -0.30899296 0.98655392 2.96301864 -1.89226671 -1.33437898 -2.52375315 -0.25547885 -2.51042242 1.6668467 1.21817352] Distance 7.328253713091668 Each least square approximations [ 7.01987142 -1.54485208 0.74631947 -0.94401758 1.42284903 1.29310947 0.62851059 -0.37474613 -1.39613288 0.69306167 0.63951324 1.3603667 2.47898158 1.41486539 0.46070089 -0.54406412 -0.45435253 -3.17445376 1.31547603 3.31321501] Distance 11.162597986196516 Each least square approximations [ 9.05975003 1.74203911 -0.59720876 1.09495464 -1.5514755 -2.31621249 -2.46326304 -0.23338052 -0.44654349 0.22309223 4.56962016 -0.93444408 -1.05804114 0.18038303 -1.98897004 2.19213134 -1.44856286 -0.21068116 0.25302399 0.23565934] Distance 9.140137792335421 Each least square approximations [ 9.80246526 1.18949655 -4.03321514 0.79763783 1.41524309 -1.79334271 1.9531677 -1.65971331 3.10305063 -1.57454143 2.5164075 -1.97368897 -1.730957 -2.48249751 1.04285372 2.51041015 0.27107598 0.0351266 -0.54115866 0.92635455] Distance 7.209713218470637 Each least square approximations [-8.82731617 -0.67783824 0.61519018 -1.98928459 0.97084683 -2.35469532 0.94459654 -3.17717731 3.00742315 1.91716722 -0.89437252 -0.10633898 -0.02115869 -1.43921194 -0.19517067 -2.56240671 1.44870984 -0.14050346 -1.99925673 -1.36271055] Distance 9.37629104205227 Each least square approximations [-4.72960496 3.56913985 0.46363869 -0.46793653 -2.90943013 -1.85641884 -2.92433814 0.85751364 -1.87890444 2.46479889 -1.55870967 -0.4848496 -2.60277578 2.49596533 1.34432522 0.06714432 -1.23921387 1.67338725 -0.12975866 -0.47217293] Distance 10.76356289307648 Each least square approximations [ 4.8514393 -2.70298583 -1.15341464 -1.40971213 1.15880777 -1.34187877 -1.44626703 0.01664954 1.83279499 -1.31184451 -2.02444817 0.34255433 1.0276199 1.26763797 0.67622033 -0.47999659 1.65966109 1.48967503 -0.97274278 -0.6489867 ] Distance 12.077790835742658 Each least square approximations [ 6.80779106 3.81445482 0.93844488 -0.97767033 -2.25807113 2.07170182 0.32375652 2.27627396 1.07485254 1.68900022 1.48962949 -0.92512709 0.50534795 -2.42236605 1.90732729 1.2762104 0.72473704 -0.2024079 2.00272608 1.15555119] Distance 10.122316685573274 Each least square approximations [-4.72334772 -0.8321886 1.395729 -4.30854858 0.00936698 0.87723158 1.33660762 -0.54411975 -1.26275686 -3.09846976 -0.68106986 -0.31382563 -2.40371969 -2.72728016 1.57130769 3.17355237 0.56288319 -0.62279112 -2.44572864 0.48596541] Distance 10.651454237521119 Each least square approximations [-5.44984112 1.46400523 0.25784704 3.58811206 -0.98036688 -2.14679295 3.61433186 -0.88442689 1.9111543 1.96154567 2.17029679 0.60282334 -4.31212624 -0.15924364 0.04035029 0.40014672 0.08228208 2.45353078 0.7789153 1.24291481] Distance 10.026073275979835 Each least square approximations [-3.81276663 -3.25392224 -1.1780926 1.01954146 -0.26848435 2.2173844 -1.12270295 0.99127073 -1.60540452 -1.44934886 0.44304887 2.18140877 3.48906084 -0.05617144 2.77264809 2.19612584 -2.75638174 0.64771133 -1.1774788 -0.75674631] Distance 11.188176437249703 Each least square approximations [ 5.02074838 -0.14651651 4.2615785 3.03628549 -1.92689357 0.30415032 -2.29682475 0.79278201 -3.25875285 0.42466951 -3.48886112 -0.01504529 0.52511445 1.53352021 -0.1725439 -0.81122088 -0.73598427 -1.50104886 -0.30755994 -3.13132753] Distance 10.14668575625137 Each least square approximations [ 5.65135968 0.46820928 -1.3610087 4.60037462 1.52109007 1.01575805 -2.25047855 1.099987 -0.74723491 -3.40987458 1.47003668 -0.98236765 -0.77641171 1.93206437 1.92741506 -1.90815078 1.40488823 -0.2993246 -1.22753592 -2.24092037] Distance 10.191562908098627 Each least square approximations [ 7.39539396 5.96621403 5.32715122 -1.03692597 -1.79732728 3.29375636 -3.21914812 0.57550579 2.92237971 -1.44736002 0.54525839 0.27398884 0.64518784 -3.30523305 -0.70105304 -1.88307019 1.09999812 -0.09243724 -0.30130666 1.555981 ] Distance 5.442910555342087 Each least square approximations [-5.68974166 1.15459636 -2.5719264 -3.31333416 -5.25513681 1.66343476 0.91949006 -1.5337653 -0.74580054 2.14159597 -1.14925462 1.04472322 0.29653432 -0.26470685 2.2691765 1.9051084 -2.01467052 -1.78298822 -0.49838419 1.50512897] Distance 9.650506578885382 Each least square approximations [-6.89134064 4.03400504 -7.23177243 3.68889109 1.12063078 -2.79118634 2.02767461 1.10384974 -1.59671308 1.05212936 0.02743648 -0.33607039 0.71244219 0.83293917 0.58075716 0.3764452 0.18862794 1.30040039 0.3879979 -1.91610427] Distance 8.149064766390556 Each least square approximations [12.23187367 0.46343205 -2.24117106 -0.13446714 -0.8963279 4.21248025 -2.51543898 0.57433574 -1.70591347 -0.25671617 -0.22137939 0.87390165 0.86933306 1.63659866 0.80067018 2.01821483 1.36635563 0.12799928 0.71631102 0.72441283] Distance 5.149230521043708 Each least square approximations [10.6100024 -2.07822674 -4.51301756 -2.11862727 2.46882906 0.59997962 -2.46413442 -1.8509983 -0.11529389 1.17928132 0.75476309 0.70678949 0.03192524 0.3605456 -0.15072512 -0.86922166 -0.3130954 -0.78963103 1.12908172 0.18005085] Distance 7.6381597149328275 Each least square approximations [-10.2472484 -4.4977815 -5.37935215 1.61008142 0.75959052 1.38773793 0.68919908 1.34676558 0.59123347 1.34942695 1.71961604 1.40587421 -1.02131735 -0.84637019 0.11110095 0.09198505 -1.15251235 0.50089722 0.78847879 -0.76696959] Distance 6.944218375301553 Each least square approximations [-11.37058997 6.09495538 -0.27728954 -2.77172568 -1.99259286 -1.57157443 -1.46142398 0.13771721 0.39871775 0.14228713 0.60528744 -1.03136673 2.52655209 0.06643194 0.91680655 0.7315767 0.77241763 0.04434536 -0.74462586 -1.38881102] Distance 5.119097686418055 Each least square approximations [-10.18379696 -1.63948094 5.73143509 -1.77549151 -3.09904223 1.39354635 -2.0712842 -0.25293893 -0.21135648 0.9566394 -0.94394979 0.43215516 1.04744794 -0.16907826 0.58500546 -0.70235611 1.19234381 -1.25188693 0.78838115 -0.59860594] Distance 7.42871808286136 Each least square approximations [ 9.69760589 -1.75832234 4.70855996 -2.89142991 3.99232893 1.01927704 -0.97819269 -0.40922345 0.95340761 2.05402933 0.01696196 -0.10791581 0.54313827 0.4106306 0.36160719 1.65171592 1.01999377 -1.84007474 1.95686263 1.33066981] Distance 7.5628197266407104 Each least square approximations [11.28198531 5.03005603 1.98120694 -2.79513175 3.12334929 -1.88417228 -0.35837688 -1.05455548 -0.87155307 -1.62511237 -0.87228569 -2.06787085 -0.88574282 -1.79368521 -1.90857245 -0.60469801 0.38067872 0.04686351 0.83591889 -0.15245334] Distance 5.026701172701874 Each least square approximations [11.23205557 -5.21194545 0.31376445 -3.76083674 2.26219495 -0.40803666 -0.73744778 -0.77991524 0.69049793 1.40433019 0.96482009 0.02891097 -0.05520946 -0.04224345 1.03724122 0.55122902 0.54531492 0.08318702 -0.28117235 0.97041639] Distance 6.431247015540822 Each least square approximations [-12.54567983 -5.51319709 2.27521074 2.74256916 -0.42659847 -1.60298085 -2.07281967 0.09110467 0.75456342 0.58507073 0.82820238 0.07207482 -0.66000938 -0.7842195 0.53048503 0.65953861 -0.19660852 -1.17935739 -0.4636268 -0.2313821 ] Distance 2.9734082459378115 Each least square approximations [-9.17128803 6.96582853 -1.44176948 2.28338466 -3.94025349 -1.45940011 -1.94466732 -3.59935889 -2.36352234 -0.77397448 -1.77676199 -0.52012757 -1.75327838 2.59488472 0.54344617 0.68036279 -0.45014441 0.66171753 -0.26378844 -0.84511753] Distance 4.552432550090524 Each least square approximations [ 6.01277601 0.21514816 -0.30773356 -3.3110438 -3.95384272 2.46530202 -3.81597675 -1.11753286 1.48367153 -3.0688829 -3.49320049 -0.23221969 -0.623852 0.7339919 0.63488775 -0.73083484 1.35935003 2.1898344 0.05622259 0.66600312] Distance 9.951798456983566 Each least square approximations [ 9.23254182 3.70021092 1.65962772 -3.54801573 3.6319665 0.03411844 -1.48390967 -2.35113629 0.46017841 2.49933856 1.24956326 -0.49012707 -0.30168856 -2.2265208 0.27907707 0.9374045 -0.3000204 -0.14630241 -0.85810311 -1.4796399 ] Distance 8.009315158964583 Each least square approximations [-8.6118622 -4.27093652 -0.91531111 -2.64982613 -1.50560969 0.54237364 1.64270659 -0.39344684 0.28630881 -0.85285083 -0.61663824 3.33158167 -1.07768087 -0.50466122 1.07078774 0.21367133 0.20663116 -0.9733021 -3.56096597 1.84904581] Distance 8.887189092983025 Each least square approximations [-8.83927583 -0.63384491 -2.64596355 -2.45595341 -0.10257756 -2.30962931 1.94832512 0.27818882 1.94269984 0.68779924 -0.41399396 1.1015925 -2.04648247 2.87775934 0.33344408 1.2754193 0.76368096 1.55554514 -1.44462511 -0.49939465] Distance 9.522774729182641 Each least square approximations [-8.96423296 -3.7559858 1.11268498 0.15693125 -1.21352874 0.96735596 0.39716115 1.81034679 -0.48133312 2.09792579 1.95904953 2.19638859 3.49126968 -0.41471453 1.80436182 0.7810201 0.95414528 -0.31691338 0.12440814 -1.51420231] Distance 9.068396018344034 Each least square approximations [ 9.61937067 -0.59738946 3.35653709 1.68033175 1.141902 -2.47383871 -0.13363922 0.81551659 -0.78598059 -2.71898334 2.17369662 -1.56144718 1.49547545 2.27687175 -1.42570302 -0.21079796 -1.06192666 -1.93534793 2.08064328 -2.02705347] Distance 7.973660450434527 Each least square approximations [ 9.49740341 0.77784653 -1.98701145 -1.66713964 0.33082892 0.17081827 -4.6524939 -1.47660064 2.34627618 -1.13385054 0.90100156 -2.31665261 1.6365974 1.82016588 1.62456596 1.11752577 0.04805136 -0.74727661 -0.20616566 -1.867432 ] Distance 8.258954675620783 Each least square approximations [10.28937782 2.27187595 0.26759512 -0.80815159 1.35326919 1.91512791 -0.56406116 -0.39905292 -0.31271648 -1.66246504 -0.63007579 3.40701468 1.62824511 -0.14013868 1.78696203 3.59256641 1.15820616 1.07336447 -0.40342104 2.25107141] Distance 7.586385588688781 Each least square approximations [-9.78577722 1.59017458 -1.26204867 1.0637072 -0.58251808 -1.24215146 3.69091928 1.31937229 1.1888428 3.10123008 -1.03979742 1.06808121 1.75004177 -1.81487946 1.07910943 1.46063191 -1.77736305 0.50205654 1.34596691 0.37329783] Distance 8.373654166120783 Each least square approximations [-0.36784825 0.58191693 -3.07192398 1.90159824 0.22126782 -4.18851303 -3.8212515 2.32336351 -0.44769956 -0.16738705 0.26263615 0.9077943 0.73148078 0.49975488 -0.65358691 0.76461417 -3.75222844 1.99815554 -1.20601934 -0.64286052] Distance 11.259790859508374 Each least square approximations [ 5.84914162 -0.26558354 -3.10348164 -1.84312265 1.81997062 -0.58200841 -0.63034992 1.12538879 0.01146564 1.55300701 0.31857487 -0.95362155 -0.37663131 0.1238831 -0.38882394 0.80474531 -1.24445257 -0.05180885 -1.61358611 -0.63951798] Distance 11.797904868899302 Each least square approximations [ 5.9565966 -1.80168972 -0.57189693 -2.11957722 -7.31384076 2.5727218 0.16195322 -1.93743621 4.22048626 0.37053521 -1.89712707 0.63344501 1.56507942 1.07181772 0.1653458 2.79736655 0.58934743 -0.23827924 1.22679113 2.88741798] Distance 7.048033835795481 Each least square approximations [-3.81578164 -2.2224269 1.87019599 -0.94669947 3.73765809 2.76739188 0.56323295 2.80907172 0.39314311 -0.33131746 0.55521004 -1.82180082 -1.96743747 -0.76558903 0.2982928 -1.37076075 -3.01991944 -1.79656687 -1.05760571 -1.75776306] Distance 10.961650000098901 Each least square approximations [-4.19484721e+00 4.83638289e+00 2.60753710e+00 2.61876376e+00 -1.82281898e+00 8.74006247e-02 1.25856853e+00 5.29900550e-01 2.47067506e+00 -2.94389219e-01 -2.41917721e+00 2.21422868e+00 -2.26369164e+00 1.36444482e+00 -1.65266744e-01 1.44300779e-01 2.54427551e+00 -2.07734422e+00 3.06183639e-03 9.33257205e-01] Distance 10.26062331929229 Each least square approximations [-2.60063085 -2.50858925 1.00257722 0.18259282 -0.92120703 1.57494462 -1.26699316 -2.92674341 -2.47838646 -0.15574891 -2.26535878 0.32413553 2.44214204 2.10652708 -0.28135366 -0.13481432 -0.18153924 -1.02642944 -2.2380559 1.24686223] Distance 11.98384264299453 Each least square approximations [ 3.4767219 1.57658212 2.80259358 -2.13535912 0.12715676 -2.08854079 -0.41619389 -1.59275874 0.87177365 2.55938021 -0.29353039 -1.47828018 -1.41893121 -2.36596912 1.63248797 -0.92623927 -2.46058442 -0.82546982 -1.62191385 -0.35511712] Distance 11.682277080324587 Each least square approximations [ 3.89178742 3.00732715 2.30412365 3.82129209 3.91611995 0.38086226 1.12879874 2.03357741 1.00720146 -2.59461496 1.97575541 -0.24829048 0.49249597 1.61048501 0.12453423 -1.09666621 -0.68959889 1.29301082 -0.97170039 0.08368067] Distance 10.812179479295024 Each least square approximations [ 3.54147024 -1.56266613 3.82840469 -3.16670827 0.6197008 0.59894292 -0.41627256 -1.27584001 2.47951984 0.12620135 2.58256614 -0.2453833 -2.62601908 0.18235994 -1.41884015 -0.51328553 1.34082028 -0.53455188 -1.43260079 1.12138251] Distance 11.44790302107461 Each least square approximations [-3.75848039 -3.47663825 0.12013893 -0.85085943 -3.72258782 2.53406268 -1.32593095 -0.72241251 -0.550459 1.66753344 -0.28494913 1.96316576 0.56552599 0.90138903 -0.51496839 -0.29264514 -1.36755201 1.53807962 -2.51303918 -1.15689439] Distance 11.439298924602227 Each least square approximations [-5.29955752 4.2976001 -5.3441142 4.92883956 0.60257762 -3.01162107 1.7654582 3.01787662 -3.33454057 -0.14654028 0.25231558 -1.26109771 0.26441207 0.98746742 -0.38845383 0.68875991 -2.07816786 1.09335563 3.37018416 -0.33932128] Distance 8.773847624021823 Each least square approximations [13.84141892 -2.14444014 1.92592686 -3.5859357 -2.00823762 0.22878869 0.15449081 0.59159641 0.32970206 -0.46401776 1.05328055 -0.44971145 -0.2336139 -0.44314734 0.20846789 0.27365917 -1.19260794 0.02717051 -0.1635924 0.54932474] Distance 2.9207097898343144 Each least square approximations [ 1.08736822e+01 -2.77946490e+00 -3.11672221e+00 -2.69699631e+00 6.13782232e-01 -1.55961519e+00 -2.10853081e+00 -5.89984883e-01 1.16533865e+00 7.61235555e-01 8.08262560e-01 1.89000814e+00 2.78364980e+00 -1.10562024e+00 1.45529239e+00 6.76668601e-02 -7.74212398e-02 1.00920914e-02 -1.28414558e+00 -3.37704306e-02] Distance 7.748028084124117 Each least square approximations [-8.46310861e+00 -5.21870508e+00 -4.46069809e+00 -7.15883760e-01 1.37924360e+00 2.32135914e+00 1.43486271e+00 -4.47951604e-01 -6.33300336e-01 -3.79696707e-01 1.53136545e+00 2.23684265e+00 -1.81457654e+00 -2.28495501e+00 6.74225226e-03 9.53136928e-01 -2.96404353e+00 1.07865649e+00 5.55118198e-01 -1.61721249e+00] Distance 8.395797204054656 Each least square approximations [-9.86495777 4.7253921 2.2306022 -2.04112714 -4.98497184 -1.61072294 -0.2842272 -0.81277164 3.66899581 0.35831629 0.53509387 1.48959778 0.37062772 0.60317962 -0.26480863 0.58344658 -0.50556927 2.57265501 -1.29381672 0.06514528] Distance 6.8530597915933775 Each least square approximations [-9.40370216 -2.56797278 6.30795945 -0.49138508 -1.56874175 0.82346754 -1.78230916 0.23539091 -1.11536308 -0.29132899 -1.28150642 -0.93720997 2.25614265 0.94250517 1.14641022 1.5594099 1.40050001 0.45562058 0.01395124 -1.12095261] Distance 8.430371863640133 Each least square approximations [10.70425636 -3.25702677 4.12842142 -3.74915103 0.71223245 -0.46582682 -0.76277955 0.97237251 2.46849886 1.27424859 -3.61032045 0.67896196 -0.96513615 -1.02251798 1.33012572 2.49353863 -1.36583301 -2.04106144 -0.41180984 -0.39281433] Distance 5.78144163863597 Each least square approximations [ 9.78515633 2.84900049 2.79397718 -1.08844276 4.93814529 0.61457841 -1.07638478 -1.00631069 1.36902479 -3.19227379 1.65223881 -1.44722753 -0.29851815 1.25462641 -0.87219942 -1.58357974 1.16085896 0.04136972 -0.32864137 -1.70105554] Distance 7.970872600092398 Each least square approximations [10.92021351 -5.78854194 2.39234143 -2.54605457 0.12947089 1.19741506 -2.51250334 0.59052267 2.02525389 0.52304785 2.99910556 -0.22328874 0.40670124 2.21424069 0.45574305 -0.74647831 -0.40282809 -0.40337262 -1.86935186 1.71382726] Distance 5.514744996232346 Each least square approximations [-10.28908684 -3.9119856 0.99929463 1.69384371 -3.00903201 -0.0503583 -1.15113525 1.8342353 0.11492036 3.23763191 0.0182277 0.95269256 -0.65392383 1.76203519 0.17020663 0.41576512 -1.89333345 1.54160473 -2.78361232 1.17958091] Distance 7.776640931705576 Each least square approximations [-10.81071387 7.17596186 0.94620608 1.51664749 -0.3799531 -0.23901963 -3.34597186 0.70584148 2.33783338 -0.5527615 -0.29846373 -0.66361201 -1.20006787 -0.20971734 0.12186333 -0.81568161 -1.11366272 -0.83853402 1.05202645 0.46408679] Distance 4.063719676158838 Each least square approximations [ 5.2631315 -0.89649049 1.96843069 -2.59058998 -3.38811524 1.36878486 -4.75994046 -0.8415662 0.07355248 0.69539467 -4.0454515 0.50864657 0.3451126 -0.56205013 0.87977017 -1.07475217 1.20855483 -0.0625147 1.6314323 -0.48385065] Distance 10.585599022611037 Each least square approximations [ 8.13375587 2.55619693 0.94418736 -3.33070454 2.42115127 -3.63477352 0.80751547 -1.37270048 -1.10632571 4.74885576 1.352117 1.30334537 -2.14073222 -1.7305859 1.41902422 0.04215951 2.51475118 1.01877315 -0.58555437 -0.49356228] Distance 7.782658815876908 Each least square approximations [-8.67013515 -3.07376578 0.3966399 -0.41266168 -3.84263613 0.33913353 1.90828263 0.51804982 -1.2260579 -3.37787156 -3.06433443 0.5351637 1.18856199 -1.93589058 1.76039411 0.48611925 0.37078887 0.05005881 -2.77761937 -0.35664929] Distance 8.300325281887256 Each least square approximations [-6.34401845 -1.76203466 0.6949207 -4.846416 -1.14130431 -1.41106021 0.88608485 2.44300775 2.06084468 -0.41988888 1.28702305 0.48815055 -1.98646927 -0.13370504 0.17317168 0.51541982 1.48708602 1.88830248 -0.90271131 -1.53991102] Distance 10.71404454190476 Each least square approximations [-9.02974622 0.26426407 1.06801324 -0.69098002 0.9506267 1.83652772 2.80651343 2.34927334 1.10944901 -0.32289738 -0.24433797 2.78817385 3.62824489 -2.02661999 0.80872605 0.17011115 0.29388551 2.35644613 -0.62487406 0.36766188] Distance 8.804348270920789 Each least square approximations [10.40925718 -0.11590232 -0.09204311 3.92259826 0.81751595 -1.2873979 2.46976983 1.78387718 -2.88509241 -0.40693777 0.83943972 0.38582619 0.87243985 0.07335123 -1.40890609 -0.63961597 -1.26331165 0.13322514 -0.16342828 -0.46609476] Distance 7.872143777385884 Each least square approximations [ 5.55795082 1.03816175 -1.07349307 -2.60727189 2.49700982 0.26165063 -3.57825649 -2.64247175 0.15203664 -1.56580853 2.86383035 -2.80686144 0.83041909 1.61892783 -1.36198488 3.6777755 1.54563109 -1.31971103 -0.88538942 -0.50312988] Distance 10.16256979752491 Each least square approximations [ 8.02878801 3.44248115 -1.65585376 -2.38742156 4.39196864 1.49085042 -3.87694114 0.45111101 1.01334444 -0.15515922 1.05650619 3.27442618 -0.30439314 -0.84632085 1.67039186 1.81542312 -0.93455713 -0.52630844 -0.25152113 1.49992522] Distance 8.182517096006997 Each least square approximations [-5.92855139 0.04551133 -0.55419784 3.01653295 -1.3853152 -2.87131438 1.47711932 0.37936775 2.27096592 5.00879126 -1.1000137 -0.84605942 -0.44939426 -2.19777942 -1.46758441 1.21901718 -1.45044165 -0.57857115 0.96864286 1.62326844] Distance 10.382687744305587 Each least square approximations [-5.70812496 3.9828419 -2.13603209 4.52020395 2.40468277 -4.0483106 2.04843398 -2.20421234 -1.67704064 1.23989761 1.85417473 1.01636716 -0.45388021 2.23556732 0.98436992 -0.30608057 -2.22393647 0.83178743 0.01752344 0.82122595] Distance 8.91603671657101 Each least square approximations [ 7.23423239 0.60369204 -0.01135037 -1.56323067 -0.25762864 3.74250364 -2.26701304 0.36386821 1.90820346 1.42449061 0.366329 -0.44688863 -0.57386557 1.01800545 -0.17983518 -0.12486438 -0.76403357 0.65236086 1.43751914 -1.47471692] Distance 10.881481530011492 Each least square approximations [10.2483319 -3.45292925 3.28311499 2.19681536 3.68507322 2.60102498 -1.32670964 -1.09234907 -1.68645042 0.04163511 -0.3666511 0.26311474 -0.57144898 -0.35868493 2.51781393 0.66428586 1.60477053 0.69921513 -0.8419624 1.60361132] Distance 5.751309928678454 Each least square approximations [-4.67566545 -2.98981931 -7.26655754 -2.09422361 -2.08312176 0.33605842 2.32347207 2.02472163 1.48840674 -1.75801744 -0.61852692 0.89042256 -1.69505975 -1.6074757 -0.30901183 0.62141287 -1.05301181 1.38594041 -0.57247352 -0.57446787] Distance 9.354915745694852 Each least square approximations [-8.76248694 -0.04153703 1.99031732 -2.77322874 0.75562272 -1.30674369 -1.00949509 -0.57421236 1.64874645 -0.36156114 -0.84008184 1.84125413 0.33573496 1.07768038 3.281362 0.79130436 0.30800904 2.69431816 1.67494341 1.410375 ] Distance 9.040911395882922 Each least square approximations [-5.91238591 -0.68492855 6.16644922 0.48947925 -1.00773324 1.65480032 -0.84650145 -0.5952823 2.83725115 2.17041599 2.09367367 1.94326483 0.38585453 0.30420298 1.09425484 0.41928608 0.02591879 0.4613315 -0.8945454 -0.26480401] Distance 10.169961930432075 Each least square approximations [ 7.93685941 0.02645834 4.00712562 -1.31037923 -0.7651322 1.22837556 -3.43041612 0.62760038 0.3867338 -0.32282578 -0.24432914 -1.74570812 0.2195936 -0.78186106 -0.29004415 -0.3732025 1.24096424 2.27587243 -0.43800849 -1.18315244] Distance 9.89859610086488 Each least square approximations [ 7.39043565 3.63304096 -1.86312945 -2.26577622 3.98828843 3.2777091 0.85222544 -1.46577339 1.21875606 -1.51684389 -0.33705893 -0.15496892 -1.42899051 0.78123607 1.07949009 -0.53566018 -0.87192754 0.40062927 -0.95598854 -0.0295726 ] Distance 9.473695558262843 Each least square approximations [ 7.07323333 -2.84273601 -0.69368898 -3.16634366 -1.32149914 3.43471162 -1.95993411 1.23170903 -0.66789344 1.45183823 0.69944677 1.83480886 -0.07435875 -0.22664973 -1.47476351 1.91581292 -1.31191801 -0.86262738 -0.61871792 0.421331 ] Distance 10.134287016161622 Each least square approximations [-7.34966882 -1.41817509 1.75271133 3.78594992 -1.45870455 -1.04667019 3.23188133 2.23790284 -0.05754493 0.57669476 -2.03269604 -0.15891423 1.25479021 1.18436266 -2.05043322 3.15832908 -1.20880297 1.02459725 -0.94513888 1.24403581] Distance 9.319315647820115 Each least square approximations [-6.90314325e+00 5.39946843e+00 -3.04227026e+00 2.04196382e+00 -3.56237095e+00 -1.67710007e+00 -1.17318249e+00 -5.09737413e-03 -3.12937421e+00 2.01848455e+00 -1.78736092e+00 -2.48813365e+00 -5.86692267e-01 1.46428475e+00 -1.52777273e+00 -1.28622490e-01 1.05294728e+00 3.09391257e-01 1.15799611e+00 -2.00874026e+00] Distance 8.139310328014297 Each least square approximations [ 7.0351494 -2.59389155 -0.28587856 -2.889093 -1.62761609 1.22282648 -3.18568242 -1.63029612 2.37895521 -0.72417981 -2.32742825 0.62340647 0.63834067 0.87864496 -0.36723246 1.28776416 1.15613748 -0.16285193 -1.9293418 0.27325204] Distance 10.310640899379921 Each least square approximations [ 9.55782764 2.09528774 -1.51274283 -0.36527844 1.63954413 0.70337888 -1.57625734 1.16111964 0.2604165 2.4145977 4.16630736 -1.74201644 -0.25355671 -1.68603204 1.10142001 1.53517668 -0.83483845 -0.66541216 -0.67537291 -0.43638605] Distance 8.264316390920118 Each least square approximations [-9.17163975 -3.72451997 -0.34471525 -4.12061865 -0.95877177 -0.90743127 -0.83240681 1.16020834 0.35726954 -1.4205717 2.85886985 3.08590642 -1.70129323 -0.56589265 -0.27193983 3.30611231 -0.58257704 0.1730306 -1.56507467 1.91359565] Distance 6.972837005993994 Each least square approximations [-8.64182224 0.53949748 -2.63852275 -1.57910293 0.35516757 -1.44385267 1.06734194 -0.35788298 1.16149052 2.39013805 0.65596245 4.85252675 -0.52761155 0.45597777 -0.10765902 -0.98078118 0.91571059 1.2120433 -0.78557891 -0.19197574] Distance 9.20144138374905 Each least square approximations [-8.65590561 -4.1870211 1.83632304 0.7704035 -0.8256723 -0.08831533 -0.61349663 2.1395232 -1.90962814 0.26110776 2.17634181 1.21445126 1.57106374 -4.09266132 0.69272711 -0.66113721 0.47663453 -0.01705631 -0.2896295 -0.95696688] Distance 8.64171994765893 Each least square approximations [ 8.19312594 -2.12666566 5.88903136 0.73088814 -1.00492422 0.29234936 1.59349561 1.32992726 -1.13373243 -2.19297785 -0.41941952 0.70078352 3.61553983 1.5540425 -0.49756142 -0.20215594 0.64640825 -2.74514202 -0.48357641 -0.46877714] Distance 8.051095664734676 Each least square approximations [ 7.77745144 4.45048717 -1.7243467 -1.44280056 -0.10522087 -0.3973235 -3.12060916 1.30906894 1.28622103 -2.66688819 1.71081895 -0.89561847 -2.09226063 1.99169636 0.87448853 1.07803583 -0.12996709 -1.07949394 1.21713322 -3.86782297] Distance 8.406580925793346 Each least square approximations [12.51781312 2.36009487 -0.82905078 1.40372411 0.58795461 2.50368954 2.29548713 1.17173437 -1.81339331 -0.98286963 0.11161621 0.8059727 -1.36930208 -0.32611139 -0.26753479 0.59494102 0.86712255 1.45252911 -0.19094198 0.66320251] Distance 4.380807611981641 Each least square approximations [-9.62114788 -0.25688232 -1.62497956 0.27034784 -0.83105899 1.43961985 1.75136979 -1.14244754 3.06704294 -0.30263091 -1.54704646 0.0314599 0.9946472 -1.15216422 0.08837611 -0.57964529 -1.44527399 0.96006197 0.57299309 2.06424806] Distance 9.132232080943558 Each least square approximations [-6.31365482 2.54666007 -2.73080225 3.12045546 0.51421868 -4.24667588 1.59131338 2.13299704 -1.44030386 1.15393201 2.01270997 -0.69275601 -1.43905686 -0.7937366 0.378219 1.83081355 -0.83030142 2.68232857 0.1580548 1.47116041] Distance 9.935095342315854 Each least square approximations [ 9.14459519 -0.08983327 -3.02926225 -1.87290244 0.40451393 1.84523881 -3.00089617 -2.5739255 0.59916868 0.4980892 0.08424568 -0.91353869 -1.50137939 0.75791239 -0.59328141 -0.09800758 -1.42341641 1.12118591 -1.87671155 -0.78453426] Distance 9.17937013515675 Each least square approximations [10.85426917 -2.28379003 -0.19794411 0.10627802 -0.8228764 -0.70673372 -1.69092212 -1.08506429 0.05639312 -1.26277346 0.4645617 2.63577671 1.47478852 -0.05919989 -0.52919263 -1.7881715 1.37891186 1.74844093 0.73378943 0.9178198 ] Distance 7.923668883376634 Each least square approximations [-7.29437934 -3.8667649 -4.84609249 -0.63015727 -1.77244724 0.79507941 -0.32624319 -1.65523022 0.93233741 -1.05403819 0.38492738 -1.3075224 -2.42098919 -2.58442749 -0.77864526 0.78821419 -3.42126886 1.00165629 -1.29968293 -1.34641162] Distance 8.90827704682273 Each least square approximations [-8.54064477 1.45453648 3.7207719 -4.26104014 -2.3431596 -1.88812711 0.3243438 -3.73827229 -1.56668963 -1.14239507 -0.29633286 3.42433835 -1.07687684 0.23337022 0.72394755 3.46241832 2.3071093 0.2846668 -0.87835274 -0.39893484] Distance 6.78282058398995 Each least square approximations [-7.82792039 -0.91337074 5.15205518 1.7861369 -2.7556265 0.11007909 -1.16115669 -0.14683519 1.49377185 -2.50065395 0.79971144 -1.07105844 2.70992597 0.09052002 0.4127717 -0.01030801 1.53346818 0.40949014 0.56133052 -1.26837178] Distance 9.422239182733918 Each least square approximations [ 9.94440762 0.91190223 1.35239267 -2.23922247 1.7207875 -0.44151281 -3.12791912 1.35747381 0.03456633 -1.32938355 -2.83995595 -0.40031275 0.72767582 -1.06314991 2.14330136 0.28942595 0.21089714 1.44664449 -1.62212725 1.46075103] Distance 8.200797969838336 Each least square approximations [ 7.21999429 3.11814719 2.07841306 -2.76093147 2.77783299 0.87662399 0.29106688 -1.03801119 -0.55436022 -0.93086571 2.57723154 -0.70986329 -1.74071343 0.31250456 0.16059325 -0.22327278 -1.16243055 0.4234181 -1.75574859 0.59453155] Distance 10.57850390268224 Each least square approximations [ 7.6693049 -2.88922203 -0.7759696 -3.84045688 0.58997935 0.56498685 -1.96988567 1.08649696 1.71971807 0.70163733 1.22762227 0.36023706 -1.65741691 0.62985306 -0.75421509 1.35614473 -0.61168829 1.34667368 -0.78151274 0.95075174] Distance 10.452244059999101 Each least square approximations [-7.33272788 -2.04910001 3.04861363 2.8870122 -0.69579777 -0.17149163 -1.02842836 0.22282935 1.1653622 1.5485095 -0.54371949 0.42643667 0.05058468 0.80800215 -0.75835655 1.2579475 0.29095065 2.06505312 -2.6101116 0.33596413] Distance 10.78410162745424 Each least square approximations [-9.45861632 4.92899881 4.2651773 0.4287702 0.10650445 -2.63453735 -4.28963891 3.08288242 1.50671282 -0.31929021 0.69334978 -0.61166599 -0.95957114 1.0985972 -1.62376529 0.19375225 -3.09007454 -0.63154053 0.761594 -0.59673011] Distance 4.815209222551248 Each least square approximations [ 3.99644412 -2.21131811 1.0571471 -1.91220004 -3.60430569 0.1746183 -2.64682303 -0.52544048 1.61035963 0.99042414 -2.86621098 0.14092021 -0.01138655 -0.73995542 0.74071505 -0.30294644 -0.2405972 -0.97149578 2.28581537 -0.41824937] Distance 11.989754009005408 Each least square approximations [ 7.12207765 1.9569199 3.62161735 -2.8826359 -1.47090714 -5.18724835 1.29603793 -1.79283098 -0.17169859 4.62898338 1.7459123 0.90500179 -0.70561605 -2.0010242 -0.07846381 -0.05309898 3.16982196 1.6896881 -0.79218648 1.19861442] Distance 7.371933694549536 Each least square approximations [-6.47754924 -3.09494921 3.67396994 0.79194779 -4.22237909 0.21412271 3.61769064 1.45025149 -1.47689154 -2.62337935 -1.69941919 1.0932948 -0.70728877 -4.39278342 1.24420914 0.67575311 -1.02559804 1.05054763 -2.34644586 -0.68266237] Distance 8.202963136461417 Each least square approximations [-4.29085805 -0.90395325 0.1776093 -3.39684448 -1.16934638 -3.60896804 1.58348889 2.29041327 1.30775752 -0.76251403 1.12718503 1.86800725 -3.37585614 -0.25945122 0.89022057 -0.04621136 2.64843561 1.55340069 -1.09857079 -1.52757329] Distance 11.129698236603154 Each least square approximations [-6.75495428 0.98732262 -0.23995842 -0.13731563 0.30114804 3.66420186 2.46362479 4.52466142 -0.81580713 -0.4606104 -0.3500313 1.96993054 4.50591342 -2.52923587 0.76525766 1.80736412 1.10087423 2.33499759 0.47925836 0.90278724] Distance 8.900001778909722 Each least square approximations [ 8.49851181 2.11267101 -1.92124049 2.60451512 0.88329593 -3.50656864 2.30172407 3.15063422 -2.69550548 -1.13076598 -2.36031219 1.41810591 1.15825238 -0.32562838 -1.38985821 -1.45465665 -2.09365526 0.1522638 -0.4636533 -0.87428111] Distance 8.162157068516276 Each least square approximations [ 3.60072222 0.95080057 -2.07587998 -0.85977666 2.17186669 -0.0375367 -2.5989174 -1.94961629 1.50855145 -2.30632849 2.65887291 -2.36018427 1.49145535 2.46829503 -2.12067384 3.64791667 2.05423001 0.23383166 -0.38806574 -0.34827238] Distance 11.135419729232586 Each least square approximations [ 5.98369559 3.57010515 0.20910486 -1.34307638 5.71519452 1.91026937 -3.06836424 -1.12254551 3.31294802 0.76555578 1.06077402 2.75423027 -0.60787797 0.91297672 -1.18553921 1.14347139 -0.74126467 -0.59814953 -1.31113419 1.27546023] Distance 9.124944778466991 Each least square approximations [-4.3446834 -0.62919195 -2.05568332 1.32551056 -0.45912028 -2.96057578 1.39868614 0.29651392 1.72080038 3.84609427 1.21348856 -0.36990491 0.24323956 -2.04088212 -1.22883415 1.5361158 -1.22929994 0.60849626 0.58379497 1.03228609] Distance 11.919396455371057 Each least square approximations [-6.4048844 -2.1807259 -0.39004095 1.08710557 3.17674022 1.96300598 -2.32353499 2.12097691 0.06652878 2.33528743 -2.36263325 0.21916461 -2.66118317 0.36067193 1.12339023 0.04762777 -1.62529903 0.8374759 0.54289913 -1.67369972] Distance 9.461360231701848 Each least square approximations [ 3.03787620e+00 -7.29317233e-01 -2.34846895e-01 3.44788605e-02 -3.24617790e-01 4.35289960e-01 -6.12777460e-01 -6.07013375e-01 -2.30136884e+00 7.97131470e-01 -1.86758391e+00 -1.69102392e-01 -4.09204989e-03 4.18794280e-01 3.86279042e-01 -1.21293192e+00 8.26843083e-04 -1.84898597e+00 8.30444385e-01 -1.55278026e+00] Distance 12.564068839312858 Each least square approximations [ 4.837397 0.9709294 0.80757865 -0.42916036 1.1025015 -0.22500792 3.78352142 1.52272397 -0.36809538 2.91473333 3.77579399 1.85911045 -0.84079459 2.77621882 2.35581309 -2.78416969 1.76660772 -1.78498235 -0.21802017 0.82980717] Distance 9.396420756335221 Each least square approximations [-5.03223805 2.84875909 -0.33310936 0.5816096 -3.58542653 0.51203566 2.61214822 0.49826442 3.40471855 0.41067144 1.7723717 -1.43094079 0.6888228 -3.9864577 -0.17982219 1.6909323 2.91701136 1.16740609 0.39604048 -0.78430533] Distance 9.2491420799445 Each least square approximations [-2.7803109 -0.95756765 2.27516174 -1.84550188 2.26656196 -2.36562406 -1.12413233 -0.14913858 1.77137822 -0.26963478 2.44315923 0.85713946 2.53190756 0.53284416 2.78595838 -1.06681742 1.07911831 0.15155856 0.99447313 1.07421583] Distance 11.330828445744103 Each least square approximations [-3.66357035 4.33700045 2.18062139 -1.13443421 1.56591107 3.29867795 -3.64838441 2.03243847 -0.21508902 -2.69395171 1.7657025 3.66509884 0.75234424 -1.91813428 0.38476926 -1.61211329 0.51517891 -1.19223106 0.83963536 3.95927275] Distance 8.277239400470481 Each least square approximations [ 3.89142804 1.37646616 -2.03837621 -2.9332714 -1.63594004 2.46456729 0.83850363 -0.55031733 -1.43292472 1.5061063 -0.39449958 -0.42558791 2.99291968 -0.42670795 -0.91491131 1.30755521 1.66144641 -0.06023023 -1.90681643 -0.7392525 ] Distance 11.118928280517208 Each least square approximations [ 3.4628212 1.62442866 -1.68544245 1.23903755 0.47517759 0.78232311 0.57873823 -1.26838027 -0.3887992 -0.78667596 3.87030868 -1.68035887 -0.11637556 -1.77477997 -1.36768863 1.69473783 0.26573191 -0.44349717 -0.35224208 -0.25308441] Distance 11.73683401726191 Each least square approximations [ 4.00598546 0.95218191 -1.22022828 0.5354866 1.9899349 -0.68800323 -1.51350215 -0.40800503 2.03172728 0.65844358 -1.14884302 -2.21553176 -1.31981911 -0.9797902 -1.62156172 0.90949681 -1.67138072 -3.13915064 -0.30575039 0.63383066] Distance 11.435166328616598 Each least square approximations [-2.550036 -1.34940678 1.35999183 0.30887644 -0.18834321 -2.88521698 2.28116132 -1.6547532 1.79392006 -0.78919034 -1.8542283 -0.39813328 1.08467971 -1.27818578 -0.5304227 0.83046438 0.26772932 -3.13089383 -1.78828488 -0.29690639] Distance 11.641539121652924 Each least square approximations [-5.45194617 4.08953306 -6.15215675 4.59811416 1.64064831 -2.11648154 2.03317938 3.53939993 -2.57527527 0.88706224 0.20802801 -0.45885578 1.53093355 -0.1201817 0.21381298 0.3424023 -1.33463974 1.27151155 2.24305934 0.44425971] Distance 9.154043799751703 Each least square approximations [15.06409621 -0.50741956 1.36970975 0.49480244 -0.18298876 -1.0340944 0.22412978 -0.37176785 -0.32455691 -0.29447005 0.5307475 -0.14863212 0.24882164 0.09881939 -0.04520465 0.1683522 0.12852407 -0.08470992 0.12018885 0.1107412 ] Distance 0.8026189655589587 Each least square approximations [10.58427504 -3.18660073 -4.76802398 -2.08540667 0.67949135 -1.25209493 -1.69165251 -0.03075717 0.77719441 1.12431911 0.88435995 1.99219953 1.90213045 -0.21863897 1.76869609 -0.1171928 0.08231244 0.04690583 -0.50935549 0.24106685] Distance 7.998705615667138 Each least square approximations [-8.97751981 -4.60724231 -5.16264111 -0.29835257 1.28243272 2.32613242 1.13797436 0.02722331 -0.42073301 -0.15089017 0.98124144 1.21324355 -0.66219376 -1.92772586 -0.10280152 1.38587861 -2.97836454 0.94075923 0.86050577 -1.95964865] Distance 8.480371398299866 Each least square approximations [-10.37582779 5.87197568 2.73469564 -2.00456756 -4.76828947 -2.07900683 0.64546842 -1.03378773 3.19548408 0.58458425 0.88285298 0.19390654 1.16534726 -2.07432953 0.06104829 0.42674327 -1.13433364 1.79374664 -2.06714842 0.95635874] Distance 4.7751089645083615 Each least square approximations [-9.69229862 -1.62515122 6.56310119 -0.65505232 -1.57911891 0.73479178 -2.03463268 -0.39136191 -1.08822899 -1.41215128 -1.30485931 -0.7248414 1.46912097 1.29280492 0.66229729 1.02691637 -0.1964278 0.40396646 -0.33891448 -0.34132883] Distance 8.562425464678967 Each least square approximations [10.53360649 -3.5954845 3.49782303 -3.75948833 0.74361949 0.65900939 -1.3652849 1.12403278 1.84967085 3.50146854 -3.09033958 1.24326285 -0.43214203 -0.62066097 1.84079276 2.47095416 -0.59811446 -2.07181825 0.01725489 0.76816053] Distance 5.952937887361606 Each least square approximations [ 9.95507467 3.62389902 2.65246729 -1.91489896 4.06311716 0.0788864 0.02921738 -0.94257689 -0.65619846 -3.23018582 1.58342698 -1.668826 -1.61673337 -0.60372414 -1.65196524 -2.41409264 0.32761166 -1.02855339 -0.64390437 -1.22170829] Distance 7.796259478765763 Each least square approximations [10.90265178 -5.5255873 2.22602681 -3.21752645 0.30185253 0.43953929 -2.93608382 0.06028809 1.7573986 0.78791428 3.06880914 -0.21592158 0.67824962 1.10762516 0.21830222 -0.3583033 -1.38393225 -0.02094472 -0.9957819 1.18974458] Distance 6.238100942877477 Each least square approximations [-10.73999078 -4.23276952 1.52970727 2.2191241 -2.78994772 -0.51897889 -2.30331114 0.03232804 0.21754347 2.36200124 0.68037118 -0.3545956 -1.49672936 2.35693174 0.46728925 0.09932607 -1.76981072 0.07946908 -2.98962419 1.83411402] Distance 6.951442392472137 Each least square approximations [-8.98805032 3.31786429 -3.4058241 -1.01633692 -0.97852576 -3.95452274 -0.52153389 0.54391534 0.74039231 -1.81994709 1.79855959 -2.60082313 -1.49726711 0.66284616 -1.79651444 0.89517828 -0.86481634 0.70512811 -0.93418569 0.51365668] Distance 7.990501375677603 Each least square approximations [ 6.06074713 2.02120781 0.09353709 -4.25027958 -1.61605774 1.98500612 -3.09618978 -1.75190558 -0.64349521 0.46745449 -2.06327505 -0.90074236 1.20607621 0.66172119 0.2199174 0.6302919 -0.89615173 1.33726715 -0.29733392 -0.59135297] Distance 10.918838366044191 Each least square approximations [ 9.59553054 0.33160164 0.54797747 -3.75519425 0.24059399 -0.57899373 -1.37393407 0.67802814 0.89919126 2.41524873 -0.19216072 -0.3324088 -0.61687227 -0.32642604 2.00769998 0.98478247 1.89313641 0.4090171 1.63480235 -1.05957014] Distance 8.901604729058846 Each least square approximations [-7.86145240e+00 -2.02006258e+00 -2.20859446e+00 4.91529000e-04 -1.55397828e-01 -1.21868492e-01 5.82806308e-01 1.97304499e+00 -4.64193317e-01 -1.83512683e+00 -2.14696274e+00 -1.11091175e+00 -2.29335777e+00 -2.46568560e+00 4.41506810e-01 -1.00979995e+00 -3.73778263e+00 -6.38737535e-01 -1.86222629e+00 1.24513854e+00] Distance 9.590538401851553 Each least square approximations [-7.76526309e+00 -6.58107645e-01 2.06910293e+00 -2.55355515e+00 -4.07942988e-02 -2.39670661e+00 -2.87520288e-02 3.70367022e-01 1.54085147e+00 1.35345916e+00 -4.16126553e+00 3.38592114e-03 -1.37757007e+00 1.95941882e+00 9.84208690e-01 5.20761161e-01 1.64853580e+00 5.84064047e-01 -6.26616926e-01 -9.20371730e-01] Distance 9.908226376327054 Each least square approximations [-8.77809224 -1.94949489 0.25235384 -0.64559845 -0.45243141 2.4174825 0.53064423 -1.31312278 1.2385908 1.77105439 1.41617767 2.29581474 3.7155369 -1.11717308 -0.87956046 -1.06604256 0.44368978 2.39320049 -0.175459 -0.70594561] Distance 9.14517068051035 Each least square approximations [ 1.04166766e+01 5.44970841e+00 4.22818653e+00 1.94371191e+00 9.75376167e-01 1.20612659e+00 5.38218453e-01 2.99262092e-01 -8.79362260e-03 -1.98637236e-01 2.66388772e-01 5.77857776e-01 2.73573577e+00 -2.67514623e+00 -7.12579352e-01 -2.15479698e+00 -9.33310313e-01 9.01484658e-01 1.06134485e+00 -7.97629259e-01] Distance 4.696690779476689 Each least square approximations [ 6.22896992 2.31078358 1.7553962 -3.04141017 2.79487349 1.4195281 -2.3751483 -0.48072808 2.04922536 -2.51349498 0.47784625 0.10113285 0.2839239 -0.39816017 0.73568509 0.78363181 0.06345003 -0.4451382 0.55382803 -1.67222159] Distance 10.989234818028011 Each least square approximations [ 7.6816882 1.0885671 -1.11764891 -6.47164007 1.04637322 0.8410799 -0.90933088 -0.2416303 0.71758565 -1.71200895 1.09504534 1.89819543 -0.18108814 1.20395794 -0.18606567 0.40187277 0.15555408 -0.92790638 -0.21810422 0.81225015] Distance 9.531915168224275 Each least square approximations [-6.42952158 -1.29416442 2.9079084 2.9723743 -2.3336307 1.39792984 1.72422693 2.54995422 1.79764558 1.33213529 -0.93974929 0.61594037 0.42993948 0.64717677 1.3645214 2.31730468 -1.27071193 0.29494457 0.74028187 0.55477839] Distance 10.70267495661849 Each least square approximations [-7.17650718 1.65130245 -4.4249755 -1.09653319 -1.85569507 2.1879803 -0.33707176 1.07990974 -2.34810978 3.45318282 0.46667239 0.41910476 -1.78778745 1.03298476 -3.27349494 -0.14090826 -1.1563581 0.20351632 -0.27857232 0.94366752] Distance 8.314928781627987 Each least square approximations [ 4.71125352 0.86149327 0.68649012 -1.14637284 -0.17504973 1.86439894 -2.46245282 -0.94867662 -0.79592671 -1.32254003 -1.98670436 -0.30246788 0.21301608 0.76144241 0.2715962 0.11720241 2.52653074 -0.73733933 -1.79538025 -0.28405857] Distance 11.6738587905923 Each least square approximations [ 6.29190331 1.40895607 -3.08291024 -1.63642726 2.22048416 0.33390691 -0.02477424 0.17956409 1.83727807 1.53325579 3.39515144 -3.32828621 -0.88800187 -0.46468822 1.82581346 0.71596938 -1.29772853 -0.2855195 -0.60370617 2.06553148] Distance 9.509422853552861 Each least square approximations [-9.05726904 3.30863305 -0.68615406 -2.26115523 1.09448158 -2.2377262 -1.01687618 2.57390682 -2.12981439 -1.99617334 0.68317794 0.61739836 -0.21798319 0.32798845 1.01272154 0.76394921 -1.40525738 1.08047509 -0.8865677 0.71195463] Distance 7.800025997161771 Each least square approximations [-7.05770309 -0.86094899 0.39977806 2.25018517 -0.6012451 0.31651832 -0.48349607 -1.07818346 1.81481969 1.4541278 0.3464947 1.35802169 -1.10275494 -1.25698097 -1.18042327 0.54463805 1.65820199 0.02947428 1.59338556 0.01914216] Distance 10.679699485462583 Each least square approximations [-8.1299104 -0.72641873 -2.41288355 -0.56223619 -1.14717255 3.23165349 0.30789782 -3.56890048 -0.74294542 -2.63619105 1.69805504 -0.35127961 1.60811323 -1.22170255 1.69035722 -1.5642899 -0.92771157 0.27883933 -1.97247233 -0.08759198] Distance 8.170501615858283 Each least square approximations [ 6.28157878 -0.19407628 2.83077378 -0.02934429 0.47506511 3.78436245 2.04746385 0.7181613 -3.87225204 -0.2925581 1.37767811 2.00935802 -0.76059337 1.53239546 2.88615246 -2.41054816 0.9122819 -1.20731673 0.53135234 -1.0893552 ] Distance 8.957173999061826 Each least square approximations [ 6.30916387 1.87924044 -0.03470278 -1.54090665 -1.43976816 2.00346071 -1.63865504 4.14613518 1.1734749 -1.85352508 2.18614984 0.34857922 -0.74744607 -1.63773952 0.49239537 1.55042472 0.95464807 -0.2759184 0.24393804 -0.79241303] Distance 9.99435585617981 Each least square approximations [ 8.5161664 5.7972797 -1.5763644 -3.38233165 -0.34348016 -0.99497157 -1.08590575 -0.67267621 -2.33700894 -0.44477528 0.6998907 -3.25138753 0.8360661 1.03928702 -1.05027708 -0.06279219 0.05478617 -0.09702814 -0.40565779 -0.53380831] Distance 6.780155758387315 Each least square approximations [-7.2678961 3.37081887 2.32982642 -0.94028096 -3.46339439 2.64705601 0.23462816 -1.67158012 1.40429554 -0.39679335 0.28162782 0.12124663 0.29568677 -0.81032533 -2.80227444 -0.59687201 1.33394304 -1.56291865 -1.77615993 0.21239866] Distance 8.825583737733892 Each least square approximations [-4.26082575 -2.07456859 -1.63381784 -1.04064027 0.79305447 2.38756427 -4.31470265 1.77598601 0.79118825 0.24757845 -0.96771298 0.73258266 -2.51247524 -0.08571679 -2.73009846 1.39741224 -2.18939127 -0.13260965 -0.48362181 -2.87194536] Distance 9.882624923020582 Each least square approximations [ 1.19421949e+00 7.57365323e-01 9.66533056e-01 -1.68201438e+00 -7.10102615e-01 -4.25153175e-01 1.90696877e-01 -3.59733244e-01 -1.99920205e+00 7.91794313e-01 -6.38013412e-01 2.17169241e-02 4.90007227e-04 -5.42102790e-02 7.53538793e-01 6.91033875e-01 8.75301258e-01 -1.16732097e+00 -1.77579457e+00 3.80228615e-01] Distance 12.846650410979514 Each least square approximations [ 2.01175404 1.22886885 -2.26353239 -1.59189258 -1.32631674 -1.43753354 3.19515617 -1.18293868 2.90024706 1.8611113 1.11459235 -2.61388056 -0.60851141 0.66938055 -0.02879738 -1.32066503 -0.50308915 -1.83694064 -0.47700054 4.06080829] Distance 10.566427945519516 Each least square approximations [-4.48295823 4.44546144 2.97166876 0.4023526 0.92722011 -0.5846919 -0.1268842 1.02757166 -0.69236019 -2.80780928 3.90515563 0.18159028 0.66412742 -1.19111982 -0.82355651 0.4546959 -0.46749823 -0.35223994 -0.4930523 -0.16428324] Distance 10.248289455288884 Each least square approximations [-1.30287997 -0.34234861 -0.90002407 1.8137177 -2.54116888 0.79647823 -0.67353271 -0.33193675 2.56863324 -1.04067168 1.57271812 1.89964505 -2.20070499 -0.05178381 0.94213965 0.3220707 -0.76749525 -1.26597466 0.93145554 -0.11263665] Distance 12.120828977059912 Each least square approximations [-3.37800549 1.22609066 -3.52533843 -1.55877714 -0.1724412 2.65840125 -1.40080577 0.21712769 -1.56759131 -2.28082948 -0.48682338 -1.41199885 1.69724195 -1.46718923 2.25285638 -1.63069689 -0.13887758 -0.53841909 -2.43600939 2.29609278] Distance 10.587965386837185 Each least square approximations [ 2.40026422 1.71470243 -1.2258774 -1.23696875 0.83129644 2.01704135 4.69617352 0.23937431 -3.05102823 0.22933648 -1.12068429 0.08551487 -0.85421357 1.23742158 -0.09193847 -0.09021219 -0.09236345 -0.0649771 -1.59137942 -0.85984865] Distance 11.329820173757204 Each least square approximations [ 1.35320034 1.35710849 0.87705986 0.92018737 -1.90146372 1.84892688 -0.41166282 3.41113478 1.9002071 -0.92355867 2.4643355 -0.93134706 -0.61987738 0.46244017 -1.21854182 3.17702475 2.25832869 0.68455125 0.20933464 0.99296928] Distance 11.3511859902888 Each least square approximations [ 3.07100993 5.43907975 0.28847121 -2.29920083 1.72858017 -1.77796327 -0.87221275 -0.81080974 1.62457012 2.00649808 -1.01444591 -4.41431558 -1.06718405 1.31934786 -0.97874461 -1.22672103 0.03421167 0.27863069 -0.0230512 -0.14270961] Distance 9.928875308952998 Each least square approximations [-2.08180334 1.995814 0.22035614 -2.40926773 -0.45311225 2.89727352 -2.0968214 -0.94566629 1.70771427 1.09301418 -0.35323579 1.07320332 -1.38451235 -1.94770741 -1.30159436 -1.44964184 1.01704685 0.05513941 -2.42740922 0.00862738] Distance 11.544374074101006 Each least square approximations [-5.57037574 3.66792554 -7.47393958 4.27442518 1.53178785 -3.74839923 2.03890054 2.70220547 -1.53679508 1.20169894 0.62822565 -0.52811497 0.58389215 -0.59992857 0.81560342 -0.05351847 -1.74898567 1.27362859 0.81418188 0.22957266] Distance 8.529659488106232 Each least square approximations [14.58742326 1.87493079 -2.42174021 -1.38552567 0.03088558 0.69560497 -1.26120399 0.84035962 -0.52362717 0.2522482 0.29102492 0.30036788 -0.51926634 0.05803153 0.48118939 0.11139813 -0.25118569 -0.53837075 -0.83397643 -0.56650331] Distance 1.0934835357520096 Each least square approximations [11.37053014 -3.49472801 -4.41632214 -2.27278284 0.20871163 0.3208112 -2.41453045 -0.6408394 0.38942286 0.35261079 0.17203897 2.04569949 1.92645368 0.61674434 1.82644766 -1.04863073 -0.67652192 0.26766241 0.56164092 0.74702691] Distance 6.594707849119673 Each least square approximations [-9.4497224 -4.46403621 -6.02129752 0.02277651 2.20856262 2.04462476 1.34139605 0.3432121 0.52373593 0.03116913 0.79150632 0.44857871 -0.85740496 -2.04165556 -0.50602312 -0.10375151 -2.30304369 0.37144068 1.10232441 -1.52059565] Distance 7.666147888719672 Each least square approximations [-1.12524856e+01 5.81038988e+00 2.95588484e+00 -1.75804732e+00 -4.38796473e+00 -1.46535026e+00 -8.16428286e-01 -1.19656416e+00 2.27883393e+00 8.18892650e-01 8.38184142e-02 -5.32691828e-03 5.02283950e-01 -7.97189150e-01 7.86671901e-01 1.35581182e+00 -1.79930692e-01 5.61631680e-01 -1.27953796e+00 2.94348965e-01] Distance 4.845111498245995 Each least square approximations [-9.78311165 -2.21252637 6.69546066 -0.91357954 -2.6426683 1.2336454 -2.52980063 -1.26230139 -0.30449201 -0.53048326 -1.36636085 -0.57729613 1.11700721 1.37310645 0.52252377 -0.10536391 0.01920758 -0.25857422 0.1164449 -0.4623934 ] Distance 7.836822597993024 Each least square approximations [ 1.02507027e+01 -2.66115314e+00 4.50199621e+00 -3.65772916e+00 2.90628123e+00 7.43060298e-01 -2.09092486e+00 2.04915672e-02 1.02345986e+00 3.00327983e+00 -1.60353178e+00 -5.40754028e-03 2.21092451e-02 -9.02339398e-01 1.30925847e+00 1.18751726e+00 3.02228255e-01 -1.11040488e+00 -2.44817579e-01 1.03422644e+00] Distance 7.229188848493412 Each least square approximations [11.10407551 4.16371459 3.32941372 -1.36762403 4.71093658 0.39357329 0.51799811 -0.34072711 -1.05028867 -2.43272421 0.84507808 -1.23950692 -0.29635801 -0.80974675 -2.20837298 -1.57039616 -0.02619048 -0.81229413 -0.19929776 -0.43996728] Distance 5.9910284430599985 Each least square approximations [10.48971125 -5.01825854 1.85881818 -4.71014034 0.06435105 0.16962651 -2.1891698 0.44654957 1.20957285 1.58664393 3.1990278 -0.30739141 -1.04617932 0.75819219 -0.18636602 0.84487864 -0.19770399 -0.0333744 -1.32153835 1.79436575] Distance 6.546278837167051 Each least square approximations [-11.43200624 -4.96765775 2.96729987 1.83715488 -3.07491378 0.14613599 -2.16755361 0.9146026 0.17882307 1.95220955 0.04994712 -0.4399444 -1.0634664 1.97387821 -0.2791629 0.71228445 -1.29114834 0.2111762 -1.95317172 -0.31491676] Distance 5.712468528688126 Each least square approximations [-5.61800524 4.73914263 -5.01739961 4.86506487 -0.09650069 -2.24829714 1.51985955 1.47911847 -3.4531777 -0.59625981 1.04402771 -1.44634814 0.78594017 1.24018319 0.50742198 2.91965785 -0.37946185 0.34528503 2.26322489 -1.16706128] Distance 8.611719816163909 Each least square approximations [12.37372957 -3.43099628 -0.71375514 -2.3464678 -3.07906116 2.47443275 0.03148489 -1.56216278 0.0798925 0.27429352 0.11038149 -0.23574731 -0.24073759 1.44566892 -1.17956009 1.22072873 -0.06650247 1.30459026 -0.31568056 0.89479948] Distance 4.796728431660472 Each least square approximations [10.82772952 -1.43167424 -2.56576695 -1.18617424 1.01597349 0.5280759 -3.58542134 -0.20768413 0.47394443 1.47746377 1.21022361 2.39218462 1.76441203 -0.24565485 0.72701937 0.23712924 -0.28494643 -1.07612436 0.40139974 0.0738454 ] Distance 7.967895103736571 Each least square approximations [-8.82536589 -5.22741686 -4.24302321 -2.46625056 0.77149768 1.85962818 1.13892336 0.07307772 0.84375843 0.69768223 1.60439464 2.79874469 -1.94755481 -0.51111877 -0.53980176 2.61557521 -3.07542531 1.35573876 0.1347927 -2.39347589] Distance 6.72643538125712 Each least square approximations [-10.3689143 4.59903289 0.71475809 -2.69999549 -3.71107237 -2.30577701 1.30082067 -0.83379769 1.53257983 -0.10915015 0.93860814 1.93475056 1.89601854 1.40535644 -0.68450758 0.68670582 -0.06237595 1.56527264 -0.02771906 0.65070717] Distance 6.739412843673192 Each least square approximations [-10.02723456 -2.88282866 5.7776247 -0.27518712 -1.38478503 -0.95187208 -1.10651182 1.63377038 -2.1425665 0.40466152 0.11773442 -0.5349986 2.06064947 1.09454592 0.82841845 0.83816411 1.56284204 0.43475565 -0.37487553 -0.74723222] Distance 7.448973959036092 Each least square approximations [11.02190189 -2.08200598 4.46518786 -2.00180356 -0.42629639 -0.36135991 -1.16933962 0.49474442 3.40089461 1.63460983 -2.24064661 -0.69586696 -0.38612032 1.67307469 0.07981814 1.84829411 0.77636704 -2.7303739 0.16843987 0.2187111 ] Distance 5.8138695967934035 Each least square approximations [10.16502502 3.51137686 0.67560554 -1.28419775 3.17486276 -1.14044112 -1.49275449 -2.08714768 0.34052174 -3.42826948 1.51306098 -1.04786913 -1.57726428 1.19946369 0.02535938 -1.69633852 0.55318454 0.75783703 1.08028065 -1.0294909 ] Distance 7.670657222608999 Each least square approximations [11.54276731 -5.66586409 -0.1295837 -1.6741279 -0.58265578 3.15421296 -1.33097374 0.68684727 2.87883639 -0.06631438 1.04967884 -0.55409551 -0.78528922 1.83207634 0.89583408 -0.88220257 0.30217662 1.14373253 -1.59941525 1.45626935] Distance 4.208704546517174 Each least square approximations [-10.98616326 -3.15717921 -0.57357683 2.33363671 -2.60531187 -1.21222588 -1.58995362 1.32259439 0.03339724 1.54472577 -1.1799811 1.57585912 -1.32465344 1.2044269 0.58308303 0.87229799 -0.74163597 2.03050062 -2.6922887 1.46637941] Distance 6.79128581534062 Each least square approximations [-6.0023796 2.4123315 -4.85115375 1.21642979 -4.43780291 -1.18349297 0.45075397 -1.43610767 -2.90703587 1.7379484 -0.32671619 1.57392376 -1.55321425 1.52864647 2.14925465 3.49568239 -3.54757105 0.3931775 0.23483848 -1.80677741] Distance 8.645114014637583 Each least square approximations [ 7.79898607 1.38925834 -2.32261508 -1.94641991 -2.50827323 4.16485109 0.06702097 0.31466016 -0.88311779 -3.4811671 0.16638642 -1.39643456 0.53509688 0.21971821 0.47774819 -0.47210585 0.23578087 1.21235577 -0.83970144 -0.01526827] Distance 10.153416426896253 Each least square approximations [ 8.42330741 3.55659674 1.66321138 -4.24710327 3.7916646 2.05350437 -1.88013038 -0.58898164 2.66836617 -0.95959354 -0.08118688 1.18268464 1.16953527 0.3218705 1.55742805 -1.57432261 -3.43336461 -0.59331868 -1.06061983 2.28766589] Distance 7.4472473949803595 Each least square approximations [-8.79946782 -0.49630446 -2.73574941 -3.93354468 2.5031259 -2.42455208 5.03072938 -1.27282599 0.63846218 2.51664161 0.23883149 2.80982109 -0.74552826 -1.71304413 -1.0029156 -0.51329357 0.63783644 0.16495795 -0.43387102 1.41734112] Distance 7.407576474921765 Each least square approximations [-9.43782778 -0.61020645 -2.60240331 0.739912 -2.70620236 -2.07382373 -0.98816901 -1.98340692 1.80584457 0.63011074 1.9476881 -1.34794965 1.23492491 2.31082947 -0.31250427 1.3665035 0.53018187 0.17931478 -1.34093216 1.52827611] Distance 8.989861850960915 Each least square approximations [-8.30349137 -3.53356885 1.32033275 -0.4754485 -3.51149048 0.18352716 -2.90493937 0.57613819 -0.89130356 0.83426838 0.56464964 1.34143781 2.02244277 1.14672439 1.69357332 -0.6255477 -0.15556133 -0.68710979 0.8438307 0.21347156] Distance 9.929603908286335 Each least square approximations [ 6.9771052 -0.90883668 3.67252684 -2.24993534 3.6101762 -0.80695262 -3.91236329 -1.32773505 0.17372451 1.57644381 0.83722847 -0.51940428 0.49345882 3.73335839 -0.03749008 -0.11607675 0.63324179 -2.32830132 2.55481167 -1.33894013] Distance 9.27517143006285 Each least square approximations [13.43665711 -3.33424321 -1.74999672 1.77621778 -0.32479873 0.1074901 -0.66210768 0.16194654 2.90180804 -0.47713764 0.42070137 0.08162547 0.32044226 -0.79359429 -0.12775797 0.46975551 0.07089137 0.38980974 0.17227117 0.77335831] Distance 2.759829617686495 Each least square approximations [ 8.84443078 -0.12104456 0.24532311 -2.14005525 -4.32399673 0.43711324 0.86379869 0.03097787 4.1571488 1.26361498 1.12415691 0.11918892 2.21117757 0.35866705 0.80903394 2.21035489 2.06944141 0.26191383 -1.6366359 0.56169334] Distance 8.72290021746285 Each least square approximations [-11.32838024 2.60439898 1.75831247 -3.39669582 -1.29477363 -2.19191895 1.87257301 2.73853544 -1.91079096 1.51787272 -0.66794486 0.93206083 -0.26143838 0.07805813 0.82555791 -0.56251128 0.74360717 0.5578767 -0.94207998 -0.87261147] Distance 6.210945868996234 Each least square approximations [-4.3689239 4.61867699 -4.55070462 5.36849677 1.56682084 -2.58646529 1.1086442 3.47265185 -3.21809432 2.08622963 0.83870508 -2.01813472 1.43808486 0.57768551 0.29133385 0.27004254 -1.45106684 2.08170695 2.14995309 -0.72447724] Distance 9.301402105379937 Each least square approximations [ 1.42637866e+01 -4.58663688e+00 -1.50225874e+00 -1.39755574e+00 3.10049698e-01 6.24588210e-01 4.66501605e-01 9.56258038e-01 3.53122983e-01 6.16689811e-01 2.26276208e-01 -2.09430841e-01 5.12264375e-01 -1.04606723e-01 -1.21012313e-01 2.56802795e-01 -2.18752334e-01 4.89799735e-03 4.03262478e-01 -4.06702402e-01] Distance 0.9371270034747365 Each least square approximations [10.83417756 -2.77728219 -3.59494101 -0.18444327 -1.14852897 0.20909553 -2.71130585 -0.44874155 0.33610035 2.1517818 1.52114781 2.31290948 2.60715408 -0.51961923 1.43359092 -0.50142212 -0.05423568 0.23562159 -0.22617103 0.78937806] Distance 7.940424225682555 Each least square approximations [-8.55277419 -5.37581937 -3.88073504 -1.66312603 0.23592079 2.98292888 1.11443156 0.21436623 -0.10671626 0.77575034 1.19645803 1.41709731 -1.37833632 -1.60557907 0.30095102 2.20829722 -2.89926424 1.45909823 1.5038084 -2.39680559] Distance 8.388908567647158 Each least square approximations [-10.15639239 6.81071423 1.96651738 -1.55938834 -3.9390295 -2.53801677 1.50619907 -0.44871228 2.37347573 -0.25731603 2.02656868 1.67843253 1.03772457 -0.95729219 -0.24970509 0.42446745 0.06137961 1.51792529 0.44881745 -0.30410354] Distance 5.899443056543534 Each least square approximations [-9.04192378 -1.66228047 6.72715732 0.35111732 -1.13687466 0.23814722 -1.4772062 0.32986676 -2.19978834 -1.09432091 -1.18262591 -0.35502434 2.08988311 0.85952605 0.79311426 1.54086866 0.96138774 -0.68786741 0.20989714 -0.64608279] Distance 9.025613815296191 Each least square approximations [ 9.5820811 -3.36191629 4.08820106 -2.66769794 -0.13969805 0.14196631 -1.96984108 1.15512488 1.8628722 3.21083548 -3.76713472 0.35023734 -0.13355809 -1.23349879 1.76797722 2.39565925 -0.62789751 -3.05243471 0.02983587 0.31620073] Distance 7.212190638361149 Each least square approximations [ 9.76142548 4.72429489 0.96713474 -0.18843782 4.36193681 -0.79323867 0.10594949 -1.37778067 -1.11434398 -3.99638902 1.22428668 -1.97871305 -1.61321843 0.58582276 -1.50401047 -2.6342724 0.85047036 -0.16127447 -1.45818358 -1.45607598] Distance 7.253881543249404 Each least square approximations [11.0368769 -5.78829223 1.78557587 -1.36442099 0.52863855 2.64270154 -3.17586337 -0.17910256 2.71539648 0.74301853 2.95857955 -0.7672845 -0.39243071 1.10764841 -0.8458255 -1.12641701 -1.08185758 0.16147649 -1.05853806 2.24044356] Distance 5.178002597455938 Each least square approximations [-10.961802 -4.93392384 -0.76415548 1.65844304 -3.27128451 -1.00762563 -2.16918089 -0.51509531 -0.65275772 1.39065894 0.60090202 0.3543628 -0.80109838 1.75979055 -0.08128566 0.7416683 -2.02500076 0.55145124 -3.13824717 0.57559262] Distance 6.802664366502859 Each least square approximations [-5.60274147 4.47079982 -1.1951588 2.2978637 -4.25308469 -0.30538981 -0.37932573 -0.67858912 -4.38171715 2.38450743 -1.18145097 -1.95628832 0.45402844 1.81057757 -2.00363997 1.59073762 0.32792351 0.46391128 -0.13186779 -1.90281191] Distance 9.414821883697345 Each least square approximations [ 6.73073085 -4.24767872 -1.03114161 -3.02425829 -1.24495728 -0.3795167 -1.51690823 -1.29978847 1.72470859 -0.07194671 -2.11634665 0.40437395 -0.10509837 1.5521467 -0.70591152 1.49372375 0.60695278 0.88654588 -1.809049 1.03669602] Distance 10.587631504506936 Each least square approximations [ 8.52838571 3.4561868 -0.20535578 1.09192087 1.74220951 1.0022973 -3.04124668 0.74654258 1.73118046 1.76087919 4.29146553 -0.10593243 1.89254143 -0.40919875 0.18046751 1.66238636 -1.05024176 -1.48797973 -1.04027702 -0.39629031] Distance 8.615356818329744 Each least square approximations [-8.57793163 -3.7016132 1.00524243 -4.89287016 -1.60613577 -2.50895964 -0.34712557 -0.20140551 0.99829639 1.36532712 3.20843151 3.35692839 -0.06042277 0.01493317 -0.14143695 2.93217604 -1.76421051 0.96431838 -1.02775674 1.4896389 ] Distance 6.9266813031958945 Each least square approximations [-7.82640083 0.82729069 -3.29513488 -0.63401909 1.53797968 -3.81878583 0.05303356 0.35711804 1.13543758 2.09086431 2.21697393 5.39407683 0.44566959 0.30426162 -1.80246644 0.54704672 0.5374087 1.55496984 -1.23119621 -0.49377302] Distance 8.447340357480508 Each least square approximations [-8.56697448 -3.37436923 0.75735605 2.18617097 -1.11241141 -1.92236311 -0.06197128 2.88005967 -2.02480816 -0.39698569 2.97995737 1.3551409 1.52049347 -3.75520441 -0.92276087 0.42783863 0.54198596 -0.96079648 0.88170249 -1.50419461] Distance 8.34075696182485 Each least square approximations [ 7.19162357e+00 -1.41121149e+00 4.30243903e+00 3.22883645e-01 -2.36803678e+00 6.54565745e-03 -1.01764132e+00 3.84991135e-01 7.03590652e-02 -1.90668637e+00 -1.42772372e+00 -2.42238687e-02 2.26040656e+00 1.66730492e+00 -6.13686688e-01 -2.69084031e-02 8.11224912e-01 -5.25596954e+00 5.63278116e-01 1.31155725e+00] Distance 9.28582180587169 Each least square approximations [ 8.18507489 3.59198377 -3.83644548 0.69902531 -0.68343712 -1.73092626 -4.08175536 0.65896089 0.94827217 -2.29755588 1.42753112 0.97365238 -2.67151517 1.96706298 0.16640749 0.03503636 -0.32806908 -0.33455957 1.01500303 -2.41700659] Distance 8.164391494820487 Each least square approximations [11.6556876 0.89469503 -1.9931179 3.67078372 -1.69460357 2.87503946 3.09599532 -1.34217338 0.39405507 -0.31213704 1.56927491 0.15817967 -0.59980934 -0.22151304 -0.08497766 0.15877038 0.45618738 0.42575592 -0.71450718 0.93079836] Distance 5.294923559576374 Each least square approximations [-9.68165695 -0.19836782 -3.29947773 -1.90625444 -0.86624197 -0.32254342 2.49111788 -0.94119054 2.6926923 -1.56400396 -1.73414364 -0.44997575 -0.89457867 0.1378586 0.43448934 -1.16007917 -0.11520967 1.79565815 -0.29523433 1.86260382] Distance 8.444908190015147 Each least square approximations [-4.06071898 1.25475299 -0.85575446 1.21819662 -2.56841584 -3.9280604 2.55911302 -0.29723518 -2.82681278 0.94459781 0.51214737 2.93211663 -2.83849011 -0.80267091 -0.17194588 2.81841303 -0.52147343 0.81265924 -0.05567104 1.30745601] Distance 11.178181444062314 Each least square approximations [ 4.13307049 1.99611022 -1.39402205 0.45690257 0.42075704 2.84378869 -0.74188761 -2.02576514 3.60946482 -1.93459641 2.64596481 0.2611328 1.69553976 1.19453413 0.47490399 0.40963399 -0.24732525 1.32691162 0.22447903 -0.59277097] Distance 12.002568551128292 Each least square approximations [ 4.76163874 -2.32207147 3.77441805 -4.44777499 3.19994546 5.13897694 0.83137922 0.39047983 0.98985769 0.57422018 1.59154646 0.68986427 -0.71590579 -0.09686243 1.56493231 2.59741137 -3.14753458 -1.88430282 2.21580099 0.99760924] Distance 8.83021043208426 Each least square approximations [-3.58694818 -1.86159574 -2.42005323 -3.56607628 2.94622234 -2.06900673 2.96518856 0.01003348 1.29593262 -1.21166387 -0.01014422 2.64497383 -0.53305378 -0.95600846 2.12712161 -2.0622137 0.61450102 0.48845417 -0.43162416 -0.83130664] Distance 11.518955251001202 Each least square approximations [-9.71697341 -4.98939928 1.7847408 4.99168576 2.60739617 -0.10662802 1.29887574 -2.54492178 0.67442528 -2.86421437 0.10350089 -0.14296426 2.28233289 0.69223886 0.15120863 -1.3669419 0.14876195 -0.29529572 -0.56436013 1.10273794] Distance 5.536692953130639 Each least square approximations [-3.54230222 -3.91162286 2.33621801 2.06686979 -2.60293198 4.95170066 0.1241023 -2.00953526 -0.16416769 -1.21401004 2.83313437 1.63091571 -0.50399129 1.16945037 0.4480317 1.0570786 -1.24804705 -1.97301073 -0.93781625 2.44907068] Distance 10.515511142647387 Each least square approximations [ 4.28187153 1.18556391 5.020573 -1.34847764 1.09566174 -1.17745036 -3.50954861 1.58847198 -1.0947747 2.03924003 1.86188979 -1.71843404 2.80254083 1.31019305 1.51257691 -1.05332067 2.19353373 -1.39200397 -1.98612968 -2.27895592] Distance 10.302116340096966 Each least square approximations [ 6.81858574 -0.92252256 -2.18262736 -3.09461845 -1.00556962 2.53467417 0.36253246 2.63038196 -0.25309294 1.9811442 2.29210792 0.02140862 -2.96544046 -0.18483307 1.05018537 -0.66890134 -0.63440362 0.87619442 0.07147331 -1.98292793] Distance 10.490857651873853 Each least square approximations [ 5.12573103 1.04260713 1.22940201 -2.10705108 -4.30386128 -0.33802016 -1.48074467 0.13835798 0.1480377 1.15001238 -1.00028959 -0.56413339 0.90248194 0.91431481 -0.23536872 2.41701553 -0.10283525 5.10032223 -2.33884063 -0.090512 ] Distance 10.727716718714111 Each least square approximations [-6.58458707 5.79585366 3.63785639 0.13446749 -2.07095828 -0.19476537 1.3242271 0.02575495 -1.03682346 -2.01452261 -2.00911062 -1.65439188 0.29067388 -2.21734211 0.02867603 1.72748203 -2.49532163 -0.34992001 0.04877525 0.20380403] Distance 9.401590671343175 Each least square approximations [-5.10755263e+00 2.04152827e+00 -5.11506679e+00 2.63077053e+00 4.51909426e+00 4.41903815e+00 -3.95182863e-01 8.99653534e-01 -1.22173534e+00 -2.52128610e+00 3.91794608e-01 -7.47869823e-01 -1.47879126e+00 -2.20040598e+00 -1.48343549e-03 2.65195490e+00 -2.97895728e+00 -5.57642988e-01 2.23169214e+00 9.70458279e-01] Distance 7.347397504779463 Each least square approximations [ 6.46830147 0.36884982 3.03211121 -0.20074288 -2.38169952 1.96514156 -1.25211864 -1.25216435 -2.30148739 2.79652921 -0.09924674 -0.69631332 -1.20157679 -0.24960868 -0.4530046 -0.84346734 2.25138844 -0.23435106 -0.01659389 0.43553587] Distance 10.523470932600722 Each least square approximations [ 5.03422543 -2.17064198 -4.42141098 -1.29300528 3.05330042 -0.68623632 1.08367917 -1.83458034 1.65437664 3.58200249 -0.76055858 1.099261 -0.69674453 -0.3382168 1.12230298 -1.28899497 1.7349909 -1.48598439 -1.21770299 1.02547357] Distance 10.08629066942008 Each least square approximations [-7.71590573 3.3814547 -2.81167614 0.32171227 0.19976759 3.84091969 -0.40321323 -0.2901612 -4.14883878 0.88343005 1.11749647 0.41671593 1.35701771 0.14326129 -0.62192628 -0.44347325 -2.30554885 0.09343143 0.28907489 -3.21829554] Distance 8.020385176555596 Each least square approximations [-5.58848405 1.53962989 -0.41143707 -3.75661149 -2.80162488 1.90335871 -0.51588879 1.96817948 3.25569714 -1.48510452 -1.05266115 -0.87080928 0.57591034 -2.19090045 -0.93300887 -0.22706536 0.48061177 0.82450251 1.66734116 1.24290413] Distance 10.32062085491185 Each least square approximations [-9.34509464 4.54183879 0.94871776 -2.21748284 2.419971 -0.60637806 -0.40462833 -3.0593299 -1.32637648 1.08151638 -1.01234835 -2.37457299 1.04912872 1.45445772 2.36392208 -0.17167535 -0.41795089 -1.00289191 -1.81001413 0.49240751] Distance 6.58195468567551 Each least square approximations [ 7.76906622 -1.11002742 -1.60824647 -1.60104808 -0.29147616 2.76972923 2.3036094 1.05798984 -0.13291522 3.61368863 2.4254612 -2.03378831 -2.1500927 1.68234118 3.04335741 1.68567003 -1.5137848 0.83281974 -0.35890904 1.32191461] Distance 8.21794184927616 Each least square approximations [ 4.73300818 2.18377026 2.31629129 -3.36349347 -0.15095605 0.99656098 0.17307672 -2.43001547 1.37077264 -1.94724636 1.9300599 1.01683393 0.35054744 -0.24377022 -1.25645538 1.24816263 1.81268426 0.39701478 -0.0061981 1.00240987] Distance 11.268294557210472 Each least square approximations [ 5.932625 -0.6895248 -3.29616476 -4.59876912 0.88263459 -1.71248272 -1.40057531 0.89798912 0.74890909 1.71462782 0.02878637 -0.0965603 0.32095397 2.25156223 0.48886979 -0.88589864 -3.68297642 -1.9997549 -0.13065598 1.18447621] Distance 9.649647265209346 Each least square approximations [-5.60792923 -0.14865998 0.55467598 3.75140653 -0.35302945 0.68344296 -1.38770141 0.55887532 -0.7807624 2.83797853 -0.55866633 -0.01156424 -2.86887438 1.93487508 -3.3450186 -1.56909985 1.32839066 -1.25600768 -1.88946607 1.15428843] Distance 10.219757058913562 Each least square approximations [-6.18135978e+00 7.77210806e-01 -1.69626953e+00 4.10831514e+00 8.57329742e-01 -3.41214490e+00 -1.04158492e+00 -4.62120812e+00 -1.37173239e+00 -4.96292814e-02 -2.03956552e+00 -6.79066393e-02 -2.12524386e-03 1.69077945e+00 1.89390351e-02 2.48514038e+00 -2.70291766e+00 1.87915638e+00 1.75593865e+00 1.27301019e+00] Distance 8.211961674593717 Each least square approximations [ 5.33704671 1.01259099 -0.3521059 -2.41210247 -1.61763532 2.80700562 -1.26799289 0.2885923 -0.30710207 0.11622679 -1.31478132 -1.0252809 -0.73239252 0.3490818 -0.18692662 -0.30812218 -1.39679 1.94537912 1.04975459 -0.64445467] Distance 11.527377681959761 Each least square approximations [ 8.79139422 0.37181471 4.70973831 -0.09344113 1.79166639 0.84793366 0.06121911 -3.66870535 1.27059241 -0.18702747 0.57123038 1.3446925 -0.31138953 1.05318298 1.94583886 -0.65485783 0.13588523 -1.13147832 -0.81354832 -2.30372986] Distance 7.613505868675943 Each least square approximations [-5.14182706 -1.56597489 -3.07730203 -2.76746631 -2.04866955 2.20642993 3.07344805 2.03564782 2.15232472 -0.71691567 0.13635905 0.85015607 -2.10214098 -2.4612953 -1.99077631 -2.82969807 -0.55292254 0.13190723 -1.1086774 0.11804272] Distance 9.63699981925266 Each least square approximations [-6.77260253 -0.36685089 0.342715 -0.80193409 0.64531978 -1.47922811 -1.16010358 -0.23329007 1.59050776 -0.85872587 -0.42503551 0.87845446 0.96410649 3.19137684 2.99741861 1.52707051 -0.21451447 1.3878092 0.65523564 1.03594132] Distance 10.514507549742598 Each least square approximations [-5.72765118 -0.7219312 2.30296831 1.53842359 -0.11157932 2.59863353 -1.04869288 -0.01144648 1.99261584 1.60660574 1.31947372 1.07472546 1.6084047 2.12318072 -0.33553334 -1.41379232 3.14339427 -0.70618233 0.581039 -0.92477089] Distance 10.5999325784276 Each least square approximations [ 6.72667908 2.40810527 1.87396099 -3.36090304 0.51876972 -2.28960816 -1.67875285 -0.05364057 0.1539396 -0.96666655 0.70757201 -2.58084624 -0.04800043 -0.70403134 0.60833451 1.27271969 0.99410485 -0.58306237 -0.02934715 -1.83076845] Distance 10.098144360009053 Each least square approximations [ 7.15733199 1.46923683 -2.4400938 -0.79567986 2.62178999 1.78721385 -0.51180481 -1.39387232 3.20804473 -0.96144387 1.05999781 -1.38236099 1.56377329 -0.87811474 1.8190807 0.10946167 -1.60279438 0.73226949 -1.08145075 0.23724723] Distance 9.699634554256242 Each least square approximations [ 5.44132729 -2.14819899 -0.76063493 -2.98621473 -0.47521676 3.35341513 -0.46442167 -1.20791424 0.05342157 0.64011676 0.34031714 1.93515235 0.48217645 -0.57319495 -1.03778009 2.16489494 1.15789202 -0.46057761 -1.89756416 0.81945855] Distance 10.870135949189148 Each least square approximations [-6.39024013 -0.15026564 0.55298083 2.40354466 -1.96482037 -1.35097727 4.15188847 3.29334048 0.77793468 0.88069378 -0.69009463 0.39025946 2.68025039 -0.51663376 -0.86418266 2.14168814 -0.35479275 0.77884765 -0.89984276 0.45664639] Distance 9.705306270600957 Each least square approximations [-5.31430171 1.80526164 -5.68825716 2.59553823 -2.87867653 -2.04426439 1.14677831 -0.77955141 -2.10925982 2.43695905 0.38785237 1.17057912 0.58269125 2.40145702 2.22574124 2.2609839 -3.65524233 0.12745644 -1.17734152 -0.34479152] Distance 9.398311379078095 Each least square approximations [ 8.65526291 1.54832557 -2.98821245 -0.16704508 -1.22083155 4.64568752 -0.07706076 -0.24205992 -0.28713851 -1.804282 1.13459537 -0.17508102 1.51808754 0.9735185 0.05803465 -1.19890421 1.08425563 1.60230849 0.92043187 -1.56721279] Distance 9.511722007549102 Each least square approximations [ 8.64078647e+00 1.31288074e+00 -1.91746139e-05 -1.77533570e+00 3.11833085e+00 2.74270860e+00 -3.17393151e+00 -1.15686015e+00 1.43635799e+00 -4.95572727e-01 7.30972685e-02 1.81827888e-01 -9.01578715e-01 1.83754810e-01 1.23483420e+00 -1.41149221e+00 -3.29501867e+00 -2.93663020e+00 1.20089628e-01 2.98675587e+00] Distance 8.541047717590253 Each least square approximations [-8.16094905 -1.33723755 -3.55165601 -3.33442589 1.85674691 -2.12593621 3.53872728 0.88538878 2.52628613 1.47628527 0.87282235 2.29284456 -0.33480667 -0.86344001 -1.72092799 -0.62407899 -0.22511831 0.87033197 -0.62482837 -0.07704776] Distance 9.10408921093611 Each least square approximations [-10.50268855 1.44718894 -3.85165872 1.92731946 -0.88797765 -1.650696 -1.12950712 -3.94254565 1.86539815 0.63791578 1.39924501 -0.59682309 1.99825578 -0.0672318 0.48350507 1.07685754 1.01935806 -0.43039598 -0.1375921 0.78588251] Distance 7.178978665829799 Each least square approximations [-8.81345831 -3.34417097 1.26866048 0.94560633 -3.43130375 1.41582199 -3.69138667 0.11975167 -0.56280668 0.75276517 -0.19624378 1.56697954 -1.09842184 2.70740034 1.38996147 0.79411745 -0.53769926 -1.02368653 0.97174422 0.2093034 ] Distance 8.982692906553854 Each least square approximations [ 6.7246173 -1.74743973 3.77486218 -2.90695167 3.75687018 0.47060524 -4.00834776 -0.28819718 -0.02487406 2.24142544 0.64227403 -0.41911734 0.76933743 2.84388082 0.32222914 -0.04989161 2.43068534 -1.73633284 1.68577903 -0.43486329] Distance 9.405402105299054 Each least square approximations [ 1.29833083e+01 5.78712536e-01 -3.43613377e+00 -1.03421508e-01 -1.00406150e+00 1.11320510e+00 3.00545457e+00 1.79648911e+00 -6.69777117e-01 3.05544327e-01 -5.88770422e-01 8.45044641e-01 1.31937606e+00 1.63662504e-01 -6.96186838e-01 -3.26616110e-01 5.67688563e-03 4.55841276e-01 3.34748099e-01 -6.15633323e-01] Distance 4.048061384682617 Each least square approximations [ 9.30075634 -0.64741625 1.33207816 -1.65880353 -4.60199163 0.56990725 0.05635072 -1.10646938 2.2792401 2.29649866 0.77060504 -0.69516276 -0.29513192 -0.10728224 0.64665215 3.19549596 -0.3341982 1.16429728 -1.59215794 0.4254139 ] Distance 8.696938432096424 Each least square approximations [-11.63543958 1.27797615 1.57721479 -2.04106101 -0.22868807 -0.81385798 0.109985 0.21420964 -3.22099084 0.20329754 -1.63730596 -2.22762867 -0.43852496 0.69349012 -0.97406064 1.55447487 0.18547033 0.14508532 0.06697297 -1.17862824] Distance 6.948676765148669 Each least square approximations [-8.58115755 1.32241083 -4.69592718 0.46160192 0.84620958 2.26432828 0.4109737 -0.34662712 -1.77408276 1.32623997 -1.37101566 -0.2852769 0.03126215 -0.3842768 2.96526456 1.56231003 -1.20354844 -0.29205743 1.61073383 1.72402889] Distance 8.779067106529673 Each least square approximations [ 6.96110818 0.94500825 0.71749219 -0.43819107 -1.35817577 3.07746105 -1.18139914 -1.60680949 -3.97779711 0.36788446 -1.72065081 -1.56034883 -0.96435997 0.1321169 -0.16362469 -1.19284162 1.12598203 0.65561364 0.06236116 -0.73082897] Distance 10.717659250241367 Each least square approximations [ 8.01862776e+00 2.47037170e+00 -1.19808228e+00 -1.59995837e+00 4.31115522e+00 1.21380016e-01 -4.58840683e-01 6.76063879e-03 3.27667856e+00 2.72458592e+00 1.99561916e-01 1.13507797e+00 -1.33076625e+00 1.17022643e+00 4.12537030e+00 -1.96209769e+00 1.59732550e+00 5.09717018e-01 -9.43860928e-01 -1.48500460e+00] Distance 7.97446539912123 Each least square approximations [-9.53717937 2.68353634 -4.51979198 -4.28561444 -1.91163049 2.01566985 1.1016795 0.98184564 -0.10120429 1.1749631 -1.58471661 -0.39685734 0.82718639 -2.95962024 0.88599022 -0.53745171 -0.48478322 -0.72224538 0.7366883 -0.15506068] Distance 6.59202230076787 Each least square approximations [-7.52669504 -1.09642782 0.68120038 -2.36846411 -2.66539522 0.70952895 -0.46339104 1.05159049 1.00238064 0.75198755 -0.52575425 -1.83980411 2.35467262 -1.33318468 -0.87118916 0.7878801 0.54349233 0.76478066 0.79755254 0.86437668] Distance 10.823696146075338 Each least square approximations [-9.85250816e+00 1.38568203e+00 1.20668337e+00 2.58020785e-03 2.93577236e+00 -5.46619720e-01 -2.07623543e+00 -1.05968441e+00 2.56318654e+00 -6.65759110e-01 4.01007593e-01 -3.10992202e-01 1.27664788e+00 3.77077404e-01 8.52542136e-02 -3.04506527e+00 2.00489262e-01 5.96879330e-02 5.75829990e-02 -2.71350819e-01] Distance 8.541772381716777 Each least square approximations [ 8.36060142 1.15516846 1.53337766 -1.48501876 -0.01852787 3.32095173 -0.67767835 -0.7667471 -1.10733453 2.10662145 1.6468525 -0.43789999 0.60436584 0.9494184 2.22166752 1.04152971 0.57682851 -0.91160463 0.92947533 1.4810452 ] Distance 9.912677820664634 Each least square approximations [ 8.13460076 -0.62859148 -1.4081183 -2.31555829 3.14050326 0.05846752 -1.5975047 -2.36634569 1.55535855 -1.22753473 1.86818371 -0.29747527 -0.40157993 -2.65123588 1.01033888 0.62805111 -0.27870695 -0.64590552 -0.54701566 0.86061079] Distance 9.830065783361569 Each least square approximations [ 7.86257386 0.08083988 -4.67861002 -4.37646091 -1.30360382 0.49068495 -1.90954603 -0.10664376 1.11484194 -0.48352333 0.99351878 1.5307815 2.1860235 -0.40022053 0.5088232 0.30467302 -0.15622291 -2.69736575 -1.50778131 -0.40582477] Distance 8.826160443014238 Each least square approximations [-7.58216236 0.95349099 1.29050801 2.99793851 -3.48032972 -1.74935943 1.52929666 1.69511585 0.45691622 2.10628946 -0.72642098 -0.5269444 0.52262544 -0.08049013 -0.11549655 -1.2077197 1.75823579 -2.43277618 -1.38596449 0.7233796 ] Distance 9.905137037931487 Each least square approximations [-8.2173645 4.60353819 -3.24124594 2.27067246 1.88327083 0.2703345 0.87822331 3.86479035 -0.35432902 -0.15416172 1.47988927 0.48827125 -1.03314786 -0.15497381 -0.34067888 -0.10604407 -1.30167523 3.02314832 1.63081969 2.15541095] Distance 7.9824400780140525 Each least square approximations [ 8.66574866 0.0790389 1.72406394 -0.41762073 -2.22125291 1.57305796 -2.61137438 -3.01574029 -0.27090851 1.09806404 -1.15585613 -1.35930094 0.03649507 0.12808671 -0.95415785 -1.65977963 1.96413589 -0.86188129 0.24806048 0.51667103] Distance 9.732227571536034 Each least square approximations [ 9.25718992 -1.78884336 -1.77204166 -2.93461557 2.14027409 -1.27862462 -0.91525419 -0.89615968 0.22584197 0.98278534 0.61918905 -0.189074 -0.0169029 -0.20590123 0.61493276 -2.26973809 4.14523204 1.32243745 0.15432743 0.99046299] Distance 8.597250384549668 Each least square approximations [-8.02633332 -3.10453684 -4.1083528 1.16448446 -2.44283111 0.90743467 -2.12103509 -0.23925339 -1.49494571 -2.49296159 -0.62687545 -1.25584357 1.9586881 -3.97917324 0.77267162 1.89381216 -2.9013156 0.84865838 -2.5019427 -0.29189972] Distance 7.480900175672725 Each least square approximations [-7.67750514 1.3733122 4.40011367 -5.06176773 -1.95283904 -1.83399639 -0.83643487 -1.34382381 1.32928084 0.36044323 0.49394007 1.05539286 -2.56130621 -0.2120038 -0.91207146 0.66316177 1.42641745 0.55981919 -0.29422871 0.35375103] Distance 8.954070664583288 Each least square approximations [-9.33330747 -0.07069451 4.13701012 -1.16735672 0.69302457 0.40660253 -0.24209902 -0.29598317 1.87480251 -3.82196007 -0.30388786 -0.21400179 1.12063156 -1.34210377 1.02961311 1.61726764 -1.3740113 2.05262728 0.0375518 -0.84203743] Distance 8.436360991822003 Each least square approximations [12.27101571 -1.79992314 -2.71528644 -0.66634151 -0.0320995 2.40416849 -0.45519795 -1.79897096 -0.99754616 -0.8150981 -1.99105075 1.08790306 1.00349938 -0.93952685 0.55850242 0.15017629 -0.36312017 1.33425291 -2.33365131 -0.88940132] Distance 4.617630489023216 Each least square approximations [ 6.00822604 2.54256447 2.64884873 -2.72259831 3.35385399 1.688273 -0.2727944 -2.08808868 0.7111311 -0.83516267 2.66470645 -1.23232194 -1.1029108 0.1559703 -0.52366448 -0.3464744 0.29555829 -0.6163867 -0.69882597 -0.16815025] Distance 11.017942720896544 Each least square approximations [ 8.31224269 -0.73746441 -1.4938008 -4.20005694 1.3972087 -1.49606165 -3.7452662 0.14384476 1.52288298 -0.6243998 2.33879757 1.68436771 -1.40073369 2.32767433 1.58995172 2.18159518 -0.45870468 -2.38615609 1.07176756 0.56864847] Distance 8.279792570734935 Each least square approximations [-6.4026254 -2.5297918 2.63839897 2.53143913 -0.5625112 -0.43818841 -0.08567058 0.44630739 1.30108572 4.19553648 -0.32469366 0.09745771 -0.56485464 1.08861018 -0.58683991 1.76271695 -0.52019764 -0.99908632 -1.64511846 2.47350267] Distance 10.65010994405879 Each least square approximations [-6.30494665 -0.24356798 1.10827341 0.93402112 1.74613446 -1.64292284 4.3977171 2.78427191 -0.92764247 -3.95757096 2.34637156 -0.6084532 -1.60886191 -1.00847631 -1.6191677 -2.67634354 -0.26458008 -0.06347505 -0.52385015 -0.12534096] Distance 9.850110200123082 Each least square approximations [ 2.86689094 2.42029449 1.81391257 -1.55356487 -1.08794524 2.97861464 -0.47418569 2.35579058 1.28856002 1.22197359 1.50500151 -0.40380859 -0.67909069 0.01778353 0.2645827 0.21314091 -0.63520706 -0.43290412 1.6500469 -1.68295318] Distance 12.64967948443514 Each least square approximations [ 1.71525156 -6.43140107 2.34492794 -2.83102888 3.57661403 -1.1796902 0.03448867 -1.78440367 1.83678686 1.62633548 1.39700626 1.40173466 1.51402402 -0.54047484 3.74238002 -0.33776649 2.71617051 2.15426618 1.58117103 -0.17585652] Distance 9.568377857301625 Each least square approximations [-2.35281284 -0.30726519 -3.32534165 -1.05131012 0.62329871 0.43974035 2.23755878 0.59183666 -2.74131315 -2.62109325 -1.93876434 0.79510569 4.4292589 -2.09206404 0.7698334 -2.90745475 -1.69672546 2.42891535 4.00894774 -0.98235353] Distance 10.323069492157522 Each least square approximations [-5.38141608 -4.84192058 3.27080431 -0.26476016 -4.16849522 -1.55180315 -1.21453524 5.82491456 -1.42374339 -2.09577156 -3.88148554 -0.91217812 0.00718195 -0.82433915 2.29161363 -1.89319179 1.00430613 1.39796671 1.54771675 -1.94829635] Distance 6.970074358756344 Each least square approximations [-4.68845096 0.446727 2.03287653 1.30655616 0.58720015 3.73502229 4.40947424 -1.40218824 3.22835306 2.78026488 1.99293408 -0.8324835 -1.75976185 -2.72277425 0.37004571 -0.72806313 -0.3025978 0.23583046 -1.53154755 2.18211275] Distance 10.146709972855998 Each least square approximations [ 4.83408066 3.10266241 1.18115395 0.80603202 0.30905931 -0.21535153 -0.32123114 1.81687473 -1.52157311 1.34435121 2.90253606 -0.49488204 -1.33094835 -2.25505351 0.50191379 -1.82374128 0.93277529 1.96715551 -2.0483724 -0.42565217] Distance 11.704729713053279 Each least square approximations [ 1.96504313 -1.82717528 0.15323491 -5.28745845 4.84693996 1.68722981 -1.17936736 -1.49808836 -0.58649946 -1.78160434 -0.14209514 2.06841099 -0.11671963 -0.96148117 -1.07796709 1.61457367 4.99316534 -1.4418966 -0.66181472 0.98540875] Distance 10.091146570642247 Each least square approximations [ 1.64176697 0.52883922 -3.18100437 -5.1585925 0.64141005 -0.18852429 -2.52030695 -0.74723869 0.03760526 2.31556145 2.58676043 3.01534567 1.16788215 3.54290883 0.56580995 -1.22511082 -0.81735977 0.63557744 0.26638398 -0.21027923] Distance 11.081358594041168 Each least square approximations [-3.02379614 2.18974305 1.72126466 3.79566501 -3.38834011 -0.80993746 -1.40249268 3.6944445 -0.27321971 -0.05942478 0.1180023 -1.63678963 0.22181845 0.51959148 -2.04810048 -0.52490221 -0.43914262 -0.94284812 1.95221464 -1.0336125 ] Distance 11.633880767900031 Each least square approximations [-6.1744194 1.35522853 1.53101795 -0.97956335 -0.15551122 -0.57691262 4.75296871 2.07441283 -2.50363912 -2.80388316 0.58421226 0.80406567 -2.90149015 -1.49223032 -1.99651084 -0.32888457 0.72190038 -0.07164459 -1.64319904 1.06452889] Distance 10.292741675791065 Each least square approximations [ 1.19462777 2.33296993 1.86894008 -0.75987362 -0.93733205 3.0143252 -2.00279468 -0.40102871 2.23236742 0.86843271 1.96912162 0.95650322 -0.03289242 0.06763653 -0.66614555 0.2831501 -0.11007552 0.20374077 1.10736847 -0.35888882] Distance 13.157768577247984 Each least square approximations [ 1.55343916 -3.99959985 2.57471408 -3.29557398 5.7505907 0.45753525 0.78696925 -1.28700375 1.65996235 1.14268944 2.10043207 0.92171361 1.27488544 -0.61392264 2.65794871 1.53855137 1.11996789 -0.10662075 1.02146827 0.28619736] Distance 10.773587896265811 Each least square approximations [-3.90121893 0.96449328 -1.79207263 -3.0282951 1.46117343 -1.76324144 1.96378493 -1.13744004 -2.08350465 -2.87554187 -1.10915672 2.42273189 4.72165896 -1.0766916 2.03723374 -2.6108736 -0.85137134 2.85801456 2.85090148 -0.6458829 ] Distance 10.008906334618972 Each least square approximations [-7.32505034 -8.99516217 0.78643057 0.75311669 -0.94323453 -0.82764591 -1.57270515 4.96641711 -1.69173377 -1.17889625 -1.11514003 0.52519173 -0.30058047 -2.45747222 0.29474921 -0.94765708 0.42597403 -0.16176564 0.39275553 -0.35634945] Distance 5.729687986324482 Each least square approximations [-5.47395371 -0.14908819 0.77074741 2.02075442 0.2318801 3.71745592 4.93263533 -1.44941052 1.75941424 1.30897105 3.45888009 -0.19766947 -2.93104122 -3.51426432 0.43378665 -0.34816216 -0.86779985 -0.48284203 -0.75811313 1.76781636] Distance 9.64130965531592 Each least square approximations [ 4.33874538 2.37142601 1.67769627 1.25520259 0.87245955 0.63565937 -0.94778605 2.78906436 -3.14975027 1.06121397 2.83977586 -1.1575585 0.04549219 -0.49899159 0.38838432 -2.25624659 1.64502305 -0.15967325 -1.96610144 0.36137575] Distance 11.803365945151608 Each least square approximations [ 3.21532886 -2.64483296 -1.74389191 -5.39617858 0.96513391 3.28089153 -2.19640781 -0.65214852 -0.57277857 0.36011664 1.27751242 3.837121 -1.54640722 -0.42569453 -1.29137835 2.13079209 1.99893114 -1.91295143 0.13374304 -0.22092275] Distance 10.531755324850364 Each least square approximations [ 3.43875055 3.25774263 -4.50725796 -3.29729667 -1.86879317 -1.44796537 -0.7531647 -0.55048547 -0.49976505 3.52049549 0.77625986 2.37752666 1.48494103 2.37782097 0.227925 0.17369032 -2.06097298 2.47850764 -0.28701282 -0.94780136] Distance 10.600755534343739 Each least square approximations [-4.31178955e+00 6.39664216e+00 1.42747641e+00 2.18744052e+00 -2.30873111e+00 -2.93692346e-01 7.95893408e-01 2.28006390e+00 1.65649153e+00 -2.13712764e-02 -1.12613052e+00 -2.69743565e+00 -1.11244410e+00 3.56063147e-03 -2.53890390e+00 -1.88664707e+00 -5.35653010e-01 -6.59429255e-01 2.30493527e+00 -6.07266867e-01] Distance 10.205748392680391 Each least square approximations [-6.92831698 2.07952018 -2.98711436 1.10217788 -5.40673378 -0.0951852 1.26122425 -0.90607976 -1.88668058 1.2192101 0.03158528 1.7735973 -0.0118214 0.90874666 3.01620446 2.9546954 -2.33611317 -0.74365551 0.50438603 -0.26797305] Distance 9.307255470949675 Each least square approximations [ 6.30935442 1.35231672 -1.15154582 -0.18919446 -2.8977675 4.0113605 0.02826501 -0.97641075 -0.71957795 -4.59200658 -0.57817825 -0.44193323 0.7208024 0.25940544 0.42408627 -0.74111257 0.1695896 0.945105 0.67844942 -0.9008783 ] Distance 10.947174157613263 Each least square approximations [ 6.55374457 3.37661352 2.63912458 -4.30624216 5.37139792 -0.45589431 -1.61390017 -0.10448318 2.48250057 -0.19328388 0.91697231 1.1735085 -0.7692397 0.75032379 1.99555862 -1.07158699 -3.51006773 0.22216382 -0.09739125 1.66726892] Distance 8.516185641742007 Each least square approximations [-8.00134885 -1.3141789 -2.63928656 -3.84377054 1.43070598 -2.30955739 6.19445961 -0.95404013 -0.77350926 3.20728559 -1.46671267 2.04069822 0.51252376 -0.65335705 -0.81564808 -0.24836274 1.99590631 0.79703763 -0.13108189 0.88747329] Distance 7.465432378266159 Each least square approximations [-8.29540429e+00 -2.04078712e+00 -1.70843843e+00 -7.20673009e-03 -2.32256919e+00 -1.57878768e+00 -1.22793963e-01 -9.52393348e-01 -5.78501296e-01 -4.50167004e-02 1.94412140e+00 -2.63388657e+00 2.49282964e+00 7.48556499e-01 -1.60073165e+00 3.28129514e-01 2.50394916e-01 1.66905073e-01 -2.67099636e+00 9.00592049e-01] Distance 10.034177380391714 Each least square approximations [-8.25567099 -2.59134068 0.84978192 1.09299191 -2.91319818 0.01042666 -1.30174783 1.34107208 -0.25476974 0.78408479 0.17891478 2.26826059 0.97015237 1.07294158 1.54713777 -1.13937888 -0.90507882 -0.4527224 0.85226354 1.01524135] Distance 10.52308224534843 Each least square approximations [ 6.40782697 -0.7151233 2.52116376 -1.28987651 3.47576055 -1.44789448 -2.96870842 0.32371176 0.44073436 1.50375701 2.37197162 0.44058835 1.28685375 4.28433824 -0.02793197 0.01868557 0.23182768 -2.60126235 2.24898969 -0.56650457] Distance 10.037447772422052 Each least square approximations [11.58357416 -5.80343239 -3.2379638 -1.25721084 0.76917659 -2.40458376 -1.28115487 -0.34367382 2.0322333 0.78220017 0.82119901 -0.09112573 -0.11773425 -1.72176726 -0.94238989 0.45934975 0.2338383 -0.1013079 -0.33639471 0.45504962] Distance 3.997613956944193 Each least square approximations [ 7.36196765 -0.31389296 -1.63456399 -1.41813165 -3.72071316 -0.73560872 -0.70803513 -0.52771176 3.78961804 -0.39887373 1.38983231 1.92204218 2.5916967 -0.21684659 1.4829831 1.66699018 1.57994749 1.47018949 -1.10155287 -1.10836755] Distance 10.039559439329905 Each least square approximations [-9.57184471e+00 4.16398699e+00 1.81979092e+00 -1.43917847e+00 -1.28341658e+00 -5.21250256e+00 6.57630687e-01 2.19057178e+00 -2.07953136e+00 1.91194425e+00 -4.37690600e-03 -1.31567760e+00 6.98171719e-01 -5.73591725e-01 1.66445007e+00 -1.33624893e+00 9.38383057e-01 9.66967772e-02 -1.42870626e-01 -3.95935861e-01] Distance 7.027399857523378 Each least square approximations [-7.03409397 1.11997494 -0.89614595 1.24561691 -5.31414776 -1.09154455 -1.57660059 -1.01669784 -1.96287603 0.40645631 -0.91041728 2.05153516 -0.28888842 1.76923582 3.59528474 0.85841357 -3.91021942 -0.02650308 1.25325606 -2.53415009] Distance 8.58295742948799 Each least square approximations [ 5.51269324 -0.44486523 -0.57769052 -2.2169936 -3.16998305 1.88029546 -0.21002584 0.06548136 -1.13442294 -2.73139991 -1.17222046 -1.57131373 -0.09799103 -0.46539681 0.5601495 -0.80062603 -0.9734474 1.71420182 0.2033085 -0.18116854] Distance 11.90462298948524 Each least square approximations [ 6.99140883 5.54595695 3.03799949 -3.87417008 2.78411028 -1.38001142 -2.68615251 0.28977719 3.94212664 0.04976703 0.70944815 1.50960634 1.32472113 0.19001233 1.51336688 0.13680749 -0.65294167 -1.22188846 -1.22372342 2.03962174] Distance 7.62154289886094 Each least square approximations [-6.96938301 -1.38029238 -0.35514359 -3.47840935 0.9290324 -1.74875195 5.34081695 -1.04614425 1.13180161 2.05699228 -1.99844282 1.50011585 -0.45138783 -1.90053052 -1.17371556 0.61595122 1.11042075 -0.51170467 -2.04553815 0.57359101] Distance 9.452031060080355 Each least square approximations [-5.69154738 -0.58321139 -2.08032259 0.37512179 -3.2454756 -2.67409995 0.16367308 -0.86486116 1.56501573 0.97790791 1.18211668 0.37647649 0.89083034 1.95369959 -1.27936336 0.80917056 1.27688206 1.78141377 -2.80605949 0.55702756] Distance 11.332482211489257 Each least square approximations [-6.51904594 -2.79859565 0.46669389 1.06495664 -1.70007283 0.70014598 -2.22220617 3.83575116 -0.32683366 0.80154994 -1.1225498 2.44574701 2.90391105 0.51993617 0.85556187 -0.50213217 0.38623415 -0.11079335 0.52018882 -0.29237972] Distance 10.770866552078722 Each least square approximations [ 6.03455104 -0.20522731 1.95005402 -0.88058318 1.9130809 -2.36253515 -2.57999303 -1.1033211 0.38370336 -0.30066159 -0.5395923 0.27513973 0.18442291 3.45633426 -2.12774625 0.06843717 -1.72950086 -1.97264196 0.604576 -1.40143942] Distance 11.155315596555488 Each least square approximations [ 1.00036130e+01 -4.56494284e+00 -3.83709860e+00 2.58146371e+00 3.12761391e+00 -1.24033687e+00 -3.32788098e+00 -1.72798560e-01 2.18385257e+00 7.71899335e-02 1.30628402e+00 -2.15238377e-03 5.07206826e-01 1.05659981e+00 -1.31534021e-01 1.08069949e+00 1.10502347e+00 -8.07371397e-02 -6.94108050e-01 -2.40839286e-01] Distance 5.778399655398684 Each least square approximations [ 7.24173596 0.76396217 1.77257708 -0.11631787 -2.18376669 1.38583042 0.10511874 -1.04783032 5.42201404 -1.32313942 2.11638759 1.60129106 1.43246441 -0.86144429 2.3180616 2.43276986 1.35161148 -1.5391664 -2.42745029 -0.84038608] Distance 9.048099034122206 Each least square approximations [-7.76446466 1.48636052 -0.01708521 -3.33972093 -2.25708655 -4.01725692 2.62484778 1.05733121 -1.13494205 4.14673845 -0.99781524 -0.13669186 0.69865396 -1.18947809 2.59747294 -1.10919554 1.42960722 2.0712179 -0.66788732 -0.69611082] Distance 8.329938769423512 Each least square approximations [-8.66082202 -4.14256069 5.94343031 4.17618837 0.27193975 -3.51722771 4.82190515 0.82601405 0.21583467 -0.27963882 0.61923517 0.74144933 0.17789945 0.96261979 0.77625184 -2.01071501 0.37668621 0.85113375 -0.39922438 -0.41192347] Distance 3.8196047551800043 Each least square approximations [ 2.12313923 0.23561938 0.59655501 -0.68442293 -1.18025815 1.41350778 -1.49394026 0.34192556 1.2816001 -0.20928044 -0.92600869 0.30171473 -0.46851967 0.06862727 0.86211687 -0.16588315 -1.84678105 0.99269201 3.23551901 -1.41778357] Distance 13.119762701969142 Each least square approximations [ 3.46047669 -2.68055036 4.43710566 1.63561538 3.30924836 -5.09056027 -1.66293245 -1.469994 1.18413478 -0.78269809 3.28260807 2.16024693 -0.36659657 -0.64212767 -0.22545652 0.5182672 2.6954688 0.22795998 3.36693163 -0.09409796] Distance 9.135631665804315 Each least square approximations [-0.70495643 -3.24011516 -2.67093304 0.93618196 -5.62126877 -0.30208522 4.54207311 -0.35450474 1.28573746 -2.40342956 -0.19105349 0.40932276 1.70652716 -2.48746221 0.01354193 -1.30804101 -2.50174803 1.36101558 1.36943686 -0.44630559] Distance 10.182251274286857 Each least square approximations [-3.02888626 -1.45130014 3.15298416 -0.50304687 -1.0132933 -4.04824957 -2.58240749 1.42541439 -2.66300556 -3.39809764 -1.20142928 1.85887362 0.46181213 -0.874144 1.44752642 1.73067164 1.6445297 2.17371853 -0.17005948 -0.08615497] Distance 10.913211821625378 Each least square approximations [-2.87153609 1.87275729 2.98168031 4.9121224 -2.52329737 5.15605392 1.86076249 4.64917841 4.06744806 0.0449935 2.12219931 -1.04185335 -0.05265683 -0.96596453 -0.50544662 0.93974409 0.69325478 0.59524859 0.37825911 0.77109564] Distance 8.670416757361371 Each least square approximations [ 4.33145866 3.72320729 -1.29570235 -1.26751661 -0.19964888 -2.76054633 -2.97375741 3.73772796 -0.43613991 -2.92768234 -0.02725521 0.66676681 -1.31201093 -2.19341594 -1.59421222 0.19664795 1.60574039 2.70334831 -1.02152691 0.08943807] Distance 10.398027251052163 Each least square approximations [ 1.43500328 0.56237693 -4.10714216 -4.10586488 4.68401692 0.86799127 -2.02752699 -0.26093028 -0.91837003 0.62024233 0.51998912 -0.81703301 1.2023572 -0.39659268 -1.86321518 0.65038918 3.07086422 0.0610063 -0.90229583 2.32302452] Distance 10.838696979614042 Each least square approximations [ 1.62791642 -0.77833203 -0.14141001 -0.22596422 1.0004685 0.79218214 -3.3542903 -3.59002438 0.42429806 0.80337791 2.41907132 2.67737868 0.39103026 0.52496457 -0.21569067 1.49173673 1.01759929 -0.07944504 -1.01586552 -1.00003324] Distance 12.451713717616869 Each least square approximations [-2.09231049 -0.46280008 0.66501216 1.49951229 -0.91211403 -3.49104431 0.60432554 0.46644337 0.53996252 1.33886199 1.3451091 -3.60074762 1.85277483 -0.6914798 -0.81123086 1.54403258 0.81817903 -0.91761306 1.81565477 0.67684991] Distance 12.401498818261716 Each least square approximations [-6.2244399 3.38636989 -7.74370262 2.65912159 -0.47238103 -2.90659034 2.54871411 0.37518449 -2.66547432 1.78659299 0.01621427 0.26372753 -0.65234943 0.75983777 -0.71335237 1.29378671 -1.73575777 1.40921116 -1.07409315 -1.77704883] Distance 7.883904496813264 Each least square approximations [10.45541741 2.25590937 -1.72355598 -0.67933053 0.03551521 5.93779304 -1.91287588 -0.27713185 0.61127471 -0.46445362 0.37604417 -0.74296483 1.8043387 0.27421697 0.1594425 1.52760233 1.21893853 0.80611408 -0.52770467 1.29279871] Distance 7.04868400702638 Each least square approximations [ 1.00919855e+01 -1.55325663e+00 -3.68778304e+00 -2.76986896e+00 3.34480051e+00 2.05129069e+00 -2.40450349e+00 -2.11550939e+00 5.47959217e-01 -8.67032865e-01 2.05808504e-01 -2.74952063e-01 1.26509044e-01 -5.49676411e-03 -6.33741960e-01 -1.29539241e+00 -1.73415108e+00 -9.54228832e-01 5.49994468e-01 4.26224903e-01] Distance 7.662942331311692 Each least square approximations [-10.17357062 -3.15623991 -4.95721227 1.38424405 2.30968048 -0.49786608 0.81632642 0.30333914 0.39865526 1.13158803 3.22854929 2.64657685 -0.78091945 -0.68336621 0.07897974 -1.40420946 -1.09600257 0.5668315 0.30920138 1.30357945] Distance 6.7852443061572805 Each least square approximations [-11.93792625 3.87275855 -2.48573329 -1.78702487 -0.49311828 -0.60100884 -2.90485 -1.80556483 0.55549454 0.84625322 -1.25964221 -0.53590917 0.91001364 -0.24629346 1.0265539 0.01473536 0.25033949 0.33049392 -0.30088741 -1.7551342 ] Distance 5.4956273136113865 Each least square approximations [-9.86050635 -2.74486949 4.03922249 -1.69637856 -4.28118655 1.90958269 -3.05201308 -1.15942452 -0.28224742 1.52244099 0.19931995 -0.6039162 0.15466583 -1.0660514 0.68222111 -0.22729366 -0.47843896 -0.94550329 0.43486691 -0.98550695] Distance 7.36341584805763 Each least square approximations [ 8.60827471 -1.98492478 4.8907445 -3.92402592 5.02644839 1.3852298 -2.38656881 -0.16186664 0.35260418 1.43199404 0.74539797 -0.35298084 0.97112615 1.04374202 0.49708158 -0.31068364 1.48580566 -0.66486361 1.62831427 0.06937744] Distance 7.534638189492525 Each least square approximations [12.1941029 4.55967144 2.03528624 -3.48595609 0.77174447 -0.94541025 -0.04615388 0.65884065 0.57542757 0.12843577 -1.56643241 0.30467795 -1.02796196 0.03443285 0.10246726 0.56216655 0.60483415 0.89642778 0.3263853 -0.81473152] Distance 4.862985158870082 Each least square approximations [11.10682104 -3.12435887 0.43491644 -3.94394868 -0.8297083 -2.0938384 2.12868427 -1.38114318 -0.02451988 2.54112828 0.35699595 -0.12332494 0.0936986 0.23205092 0.23430611 1.57034296 0.87520269 0.62242011 -0.28545492 1.10747292] Distance 6.749050105067659 Each least square approximations [-1.31420600e+01 -2.32602082e+00 3.47931491e+00 5.24332599e-01 2.17419004e+00 1.60005765e+00 -6.25332352e-01 9.25135418e-01 -3.45469126e-01 -9.26954490e-01 2.13462300e-02 -1.75191757e+00 3.47218119e-01 -2.05292014e-01 1.11140775e-01 -4.49261151e-01 -2.53140517e-01 3.46007296e-01 9.72144902e-03 1.11766222e+00] Distance 3.560399418173907 Each least square approximations [-6.68784994 3.78418332 -6.89725121 1.01845803 -1.59316823 -0.04475713 2.05976821 -0.55930813 -3.53676385 1.80464395 -0.89389257 0.50049298 0.23140731 0.6016056 -1.52816793 0.59828322 -0.36367312 0.578682 -0.73510827 -1.52798235] Distance 8.010465500179366 Each least square approximations [ 8.22251739 0.97039994 0.5760919 -2.34701815 0.13874071 3.12166901 -2.68799082 -1.22177224 0.01844369 -0.8680054 -0.99150815 -0.94880215 0.09043016 1.74957206 -0.69929096 0.56597725 1.46697572 -0.17719087 -2.17267315 1.25446629] Distance 9.711782534707966 Each least square approximations [ 9.10954102 0.14588641 -4.009497 -1.3033536 4.24118651 2.72683678 -1.95658686 0.32014511 1.72740337 -0.31073793 2.26090912 -1.09800501 0.42001243 0.62773411 0.98475953 0.21585806 -0.5551231 -0.41513156 -1.24952138 0.39103441] Distance 7.672854963868176 Each least square approximations [-9.88329309 -1.15285481 -4.15423246 -2.37449803 1.37206579 -1.98958071 -0.85915328 0.99325459 -0.11283809 -1.04156556 3.38556143 3.22770681 0.37773408 -0.19783991 1.20638239 1.31449712 -0.75409354 -0.54879037 -0.96566608 0.73253789] Distance 6.635810660419156 Each least square approximations [-1.01145128e+01 6.67479837e-01 -1.77140686e+00 -1.64816938e+00 4.53401704e-01 4.58390900e-01 -1.96273665e+00 -5.39872454e-01 1.33510697e+00 2.78411536e+00 -1.33773361e+00 2.54158901e+00 -9.58687193e-04 -3.58843097e-01 -7.54733352e-01 3.14311068e-01 -4.04767868e-02 2.28323114e-01 2.08945079e-03 9.82371476e-01] Distance 8.33211288109178 Each least square approximations [-9.83811037 -3.44060828 2.23839249 -1.47127393 -1.15099312 0.79036593 -2.14153606 -0.34982403 0.38627976 -0.76071986 2.19220681 0.44004792 -0.30127724 -2.07525847 0.72564408 -1.6095263 -0.97693747 0.11388285 -1.23690266 -0.99599329] Distance 7.936962548038744 Each least square approximations [ 8.41558218 -2.26442286 4.99204419 -2.57256993 0.3273938 4.51327574 -0.52868928 0.35509624 -0.63225888 -0.91967974 1.11109312 0.09032411 0.77694469 1.54081922 -0.95117283 -1.00618718 1.15282195 -1.85023318 0.64187125 -0.14192842] Distance 7.826078182742818 Each least square approximations [ 9.72012192 4.27456706 0.57951315 -2.55193349 0.24072199 0.60197764 -2.14865084 1.37842245 0.89125964 -1.33089042 1.08653723 2.0497545 -2.42049709 0.4901398 1.21752434 0.9653282 0.25334956 -1.12802027 1.56922302 -2.15763205] Distance 7.122675801653172 Each least square approximations [11.94143813 -0.23478195 -2.56826435 -1.64577131 -3.67260564 -1.42632651 1.7547837 -0.63029839 -1.90149247 0.31092382 -0.77858652 -0.53197582 -1.05699912 0.09379601 0.43080971 0.7332019 0.87399815 -1.45456951 0.65486914 1.27612814] Distance 4.454380116093833 Each least square approximations [-1.08644506e+01 4.04828658e-01 2.04713250e+00 1.01414104e+00 -7.94912741e-01 3.34376437e+00 1.71120557e+00 -8.29026445e-01 1.96694638e+00 1.32953178e-01 -2.11962249e+00 -4.42470064e-01 -1.80416366e-01 1.31080376e+00 5.59743923e-03 -1.57541020e+00 7.65913360e-01 5.34401467e-02 9.53093536e-01 2.23645423e+00] Distance 6.635576193762272 Each least square approximations [-8.43481205 4.45918256 -6.60867404 0.21786749 -1.21203297 -2.15969274 -0.2224553 1.23860137 -0.50282572 -1.00913189 0.80334473 -0.56844635 0.09128581 -1.16309375 -3.09875821 0.90187034 -0.10361894 0.19002984 -0.54050457 -0.10535849] Distance 6.94504484916656 Each least square approximations [ 8.04564431 2.64619896 1.02548138 -2.47425154 -1.47234683 3.28429381 -3.25846281 -1.71144329 -1.07548633 -0.48923493 -1.85922181 -0.23049583 1.27874525 -0.38972203 0.37481075 0.72867276 0.01431115 -0.2304328 -0.99291991 0.77658967] Distance 9.521216512598604 Each least square approximations [ 8.48340693 -0.02152163 -3.26262646 -5.25511272 2.84692578 -1.70601332 -2.0256915 -2.09162469 0.88317866 1.45363698 0.74502284 -0.93790324 -0.88686137 0.3812221 1.1477459 1.05526899 0.23394944 0.54057947 -0.25340241 0.04527904] Distance 8.200144388242256 Each least square approximations [-11.22609221 -2.15174544 -1.63335831 1.80095974 2.77356189 -0.8185298 0.79329098 1.73213167 -3.05215046 -2.36263522 -1.03866506 1.4549659 0.01842619 -0.19595107 -0.50883449 -0.49461438 -1.53682352 0.66788839 -0.23076283 0.89084795] Distance 5.849816824342654 Each least square approximations [-9.41529819e+00 7.85105547e-01 -1.25092975e+00 -2.95394588e+00 -2.67497857e+00 -2.89836423e-01 -2.38170937e+00 1.34361355e+00 -3.70913370e-01 1.81472544e+00 -2.37883602e+00 -3.06390107e-01 -5.00061241e-01 -1.30133868e-01 -3.90063088e-01 5.53240096e-03 -7.15022275e-01 2.37868286e-01 -9.59446968e-01 -4.48481096e-01] Distance 8.916562939768518 Each least square approximations [-11.27841522 -1.88881136 -0.05252043 -3.10069449 -3.10857359 1.95775882 2.08175168 -1.31036024 -0.79190129 1.70609502 -1.05476006 0.57332071 0.8998566 -1.98564205 0.60605296 -1.46697396 0.36104453 2.49177899 0.28698287 -0.69288339] Distance 5.097327453312026 Each least square approximations [ 9.87349775 0.90727747 4.07775263 -0.83036181 4.07159142 1.37123228 2.28714476 0.48996077 -1.94994052 1.03937288 1.64252678 1.77530482 0.56209951 0.30271939 -1.10465894 -1.15285106 -1.16813625 -1.25079275 0.99924134 0.99670327] Distance 6.848620319714813 Each least square approximations [ 8.73807872 1.87844748 2.77865331 -4.54809013 1.2571577 0.42697603 -3.07839763 -0.11492602 1.22184261 -1.95217096 0.48891921 0.51079236 0.11123377 -0.48663473 -0.30913062 2.50327028 0.45823056 -1.1599982 0.93896531 -0.33262155] Distance 8.400334249522736 Each least square approximations [ 9.80897135 0.56782487 -1.94073248 -6.55193367 0.98598013 -1.68346884 0.99781834 -1.30151378 -0.42274503 -0.45196272 0.93389365 1.66322187 -0.77183408 1.68811507 1.18619999 -0.17296038 -0.41873398 0.4531957 -0.77108433 -0.16555349] Distance 6.740512243722427 Each least square approximations [-9.86110306 -0.12188994 2.10659249 2.02087336 -0.58282757 1.59208624 -1.25511124 2.74263714 2.49137565 2.81656277 -0.02034957 -0.83362711 -0.03454496 0.73365554 -0.25089608 -1.06904094 0.55965023 0.43691866 1.47106224 0.58883009] Distance 8.229486482775648 Each least square approximations [-9.8686946 6.79246712 -1.20577585 2.65552917 1.90918836 2.71613378 -1.91068137 2.32608939 0.85471372 0.35917093 1.8868085 -0.86607167 -0.25719198 -1.64185344 0.28168301 -1.5061026 0.17223146 2.31402921 -0.76740061 0.22367427] Distance 5.037239850553097 Each least square approximations [ 6.62199578 -1.05807287 1.05999477 -2.00687211 -0.91080584 1.89754911 -4.45145178 -0.45657753 -1.62214927 1.7673826 -3.4123448 0.41441315 -0.92546021 -0.7703161 0.2901751 -1.71792589 2.30421441 -1.96851366 1.41128216 0.40477767] Distance 10.287018206532178 Each least square approximations [ 7.81944371 -0.03783067 -1.98066126 -2.03941622 1.93129093 -1.59612482 -0.73155747 -2.74895945 -1.59226941 4.63218208 1.94126063 -0.43575492 -1.51132523 -1.10381573 0.81423678 -2.25416492 2.7726231 0.89487638 -1.0577927 0.695245 ] Distance 9.105472769226768 Each least square approximations [-9.38331241 -2.39091241 -2.04275959 1.11006476 -4.70664993 0.84243182 -1.57570206 0.46949024 -2.04502055 -2.01491802 -3.06942077 -0.08033229 3.40647784 -1.39503379 1.74328055 0.7889757 -1.01456742 -0.38893205 -1.99498624 -0.59352979] Distance 6.976140806887625 Each least square approximations [-6.91710876 0.82923094 1.90998473 -5.80511048 -0.50930259 -0.7639616 0.58192271 2.31387483 1.57084552 -0.67342023 1.46215672 0.70094989 -1.80272314 -0.43361212 -0.51260418 2.01673232 0.40689761 1.0937049 0.84695496 -2.16070734] Distance 10.065370181025092 Each least square approximations [-10.06291508 2.1783424 2.249282 -1.73360617 1.2567169 0.31508353 3.06343612 0.09794803 2.39453406 -2.46527909 -0.90904711 2.04724141 1.71733591 -1.41260655 1.36356404 0.69094116 -0.51737846 -0.37540268 -0.68869398 -0.769672 ] Distance 7.941280758654855 Each least square approximations [10.90997463 -1.31608284 -2.26603588 3.58211839 0.6988342 2.52702148 2.2674361 0.7034733 -2.98864856 -0.04167509 1.26745477 -0.21570484 0.10017996 -1.36664331 0.2451291 0.69157834 -1.04734219 0.36647146 -0.24412165 0.71847253] Distance 6.910008801229795 Each least square approximations [ 5.21914979 3.06998366 0.11526458 -3.25543468 2.63440939 0.96854149 -1.79512477 -3.30522018 -0.52767792 -1.61702523 2.76652302 -2.45186853 0.30868456 0.75259681 -1.28075079 2.21541699 1.76523178 -1.27479058 -0.81168546 -0.00745355] Distance 10.738962631342194 Each least square approximations [ 8.06781151 2.55533885 -3.4802399 -3.44435999 4.4408104 0.00999304 -4.6576537 -0.55846935 0.36356791 0.38431419 2.44386573 1.85434216 -1.1460586 -0.01758785 1.80254729 1.81031367 -2.10158222 -1.62371775 1.70080105 0.91300048] Distance 6.939919864190407 Each least square approximations [-6.47180854 -1.73333623 0.11521937 3.494406 -0.39158597 -2.75947372 0.69742782 -0.71057992 1.98161475 4.39975042 -1.37710482 -0.25314809 -0.80420318 -1.23521692 -2.63540909 1.6618257 -0.65842995 -2.0808058 -0.32386123 1.04319328] Distance 10.23919947752477 Each least square approximations [-6.20060757 3.79965632 -8.50216356 3.50965486 1.21213839 -4.46491655 3.90787825 2.52572567 -1.3534993 -0.98543797 -0.13063696 1.00150103 -1.64491978 -0.40576649 -0.39236067 0.31143419 -1.94495458 1.405448 -0.3919302 0.86126729] Distance 5.6696013172790725 Each least square approximations [ 1.11214646e+01 4.48161665e+00 1.45266254e+00 -2.14886447e+00 2.63986463e-01 5.06926697e+00 -3.50491740e+00 -1.14947153e+00 8.01440815e-01 -8.11520931e-02 1.23593302e+00 -5.19433975e-01 5.51983833e-01 4.65402902e-01 -5.83125085e-03 3.39764581e-01 -6.89305649e-01 2.29170744e-03 4.27910680e-01 -1.87052531e-01] Distance 5.713009557412917 Each least square approximations [10.45477264 -6.0412004 -3.70644313 -5.22918787 2.85529822 1.1342312 -0.03850288 -0.99502614 0.32064089 -1.46389009 -0.84822117 0.55468346 -0.08224424 0.14914338 1.31190595 -0.40562311 -0.32686432 -0.03948261 1.02666327 -0.88817918] Distance 4.673026165590171 Each least square approximations [-8.39473791 -4.23441726 -7.5181099 2.20033947 3.54167189 1.11333385 0.83090925 0.33335275 -0.12343898 -1.99064073 1.44511779 0.8265698 -0.56881769 -2.15479451 -0.13618277 -2.54522874 -1.4286355 1.48231669 -0.74134553 -0.81066925] Distance 6.187043209421344 Each least square approximations [-11.97323183 1.77496956 4.10662838 -2.88545864 -2.11577566 1.14002882 -3.0226517 -1.41348918 1.28777828 1.17862764 -2.18174637 -0.46844253 0.46231395 1.01879502 1.77144396 -1.28295928 -0.22219542 -0.76062124 -0.89102782 -0.59814782] Distance 4.672837011243724 Each least square approximations [-8.95322149 -2.8184611 6.9812251 -2.40029443 -3.63265296 3.14934201 -1.75285705 -3.6934235 1.85933626 0.8528598 -0.12940645 0.23418945 -1.01012384 1.0566926 0.75790054 0.07018197 0.38733156 0.78088839 -0.31126814 0.14424521] Distance 6.000516901783813 Each least square approximations [10.38504159 -2.4333566 4.77151151 -4.22383714 4.63743083 1.98431098 -1.36781534 -0.07636041 1.40663056 0.69213952 1.30375984 -0.58812756 0.60009011 -2.10817494 0.3204508 -0.70549418 0.25672332 1.23169401 -1.23374601 -0.60902666] Distance 5.5861061941451275 Each least square approximations [ 9.76322768 3.00937239 5.60598373 -5.28243865 4.46175728 2.61952395 1.52174139 0.2689559 0.88208682 -0.8737261 1.70596535 -0.01964058 -0.14267856 -0.5922486 0.04217881 -0.2356166 -0.47019668 0.03929463 0.36322749 -0.57862616] Distance 5.277498213737077 Each least square approximations [ 9.19910155 -4.83228658 1.23118623 -6.75707593 0.48569165 -3.03700323 -1.03865693 1.45946849 -1.34238938 2.31554509 2.06135329 0.2821779 -0.12480041 1.10162147 0.69880275 1.09848735 0.31705968 1.03688916 -0.8838075 0.62362707] Distance 6.458205385784412 Each least square approximations [-9.79476305 -2.32705405 7.07517947 4.04991351 -0.7061849 1.2404293 -1.45829628 2.71279722 1.62468838 2.00912817 -1.57061568 -0.71304318 0.60031484 0.87784454 -0.65473806 0.68646142 -1.78343976 0.26360152 -1.64931745 0.29811939] Distance 5.40461723934906 Each least square approximations [-6.11756501 4.61631462 -5.88552563 2.39777032 -0.5837277 -1.9863223 2.07911163 -0.68789871 -3.70826836 1.88346816 0.13445924 -1.01846115 0.29568284 1.36041502 -1.00973928 1.83920417 -0.45323227 2.01027238 -1.49555478 -2.48832808] Distance 8.165227683912669 Each least square approximations [ 9.12243682e+00 1.01542451e-01 -1.81884962e+00 -8.66859282e-03 -2.33432200e-01 5.44110405e+00 -1.71830306e+00 -1.23404415e+00 1.56590868e+00 -2.03628398e+00 -6.26997872e-01 -1.07406546e-01 1.11577728e+00 4.40394382e-01 -3.14626520e-01 1.86069055e+00 2.11243351e-02 2.59606300e-01 -1.30027083e-01 1.09606278e+00] Distance 8.847820668543537 Each least square approximations [ 8.88781933 -1.05432331 -2.99672851 -1.75268895 3.48337201 1.97108778 -2.11916141 -3.53910702 0.14460852 1.1305969 1.36469373 -0.73461637 0.10737399 -1.560266 -0.67516228 0.04817686 -1.82775796 -0.78666066 -0.24414992 0.68038478] Distance 8.715873287810746 Each least square approximations [-9.9312337 -3.45771656 -2.99821988 -0.68518459 1.59341081 0.21199826 0.20109262 0.81402832 -0.18620181 0.99926924 3.73904181 3.64987184 -0.55113812 0.9118782 1.28362464 -0.90122695 -0.63188337 1.54702753 0.75699152 -0.12677184] Distance 7.321421903871737 Each least square approximations [-11.94269011 2.66347276 -4.48652563 -1.65473017 0.33057883 -0.70842556 0.07415462 -0.87987154 -0.68395618 -0.35597619 -1.48888649 0.70048696 -0.10732633 -0.59163426 -0.69918388 0.12458019 -0.82916051 -0.46374695 0.83367415 -0.87919275] Distance 5.632761440649326 Each least square approximations [-9.84068511 -3.15583022 3.06299656 -0.37873759 -2.68730777 2.16855211 -0.83138319 -0.63228324 -1.73242062 1.86126616 0.90805301 -0.68307246 0.90078722 -0.76299077 2.22688891 -0.26109809 -0.24444051 -2.03463601 1.83361746 -0.23168502] Distance 7.817574161985244 Each least square approximations [ 7.72739083 -1.36598275 4.59449373 -2.33883185 4.11428047 1.02514015 -1.54448696 1.1469489 0.48488124 0.78560726 1.49095768 0.21112454 1.65582522 1.4215482 0.57674747 0.87341238 0.84251324 -2.53007655 2.19599195 -0.29666318] Distance 9.022736409643793 Each least square approximations [ 1.11395898e+01 4.07603483e+00 -2.74230947e-01 -4.65520278e+00 -9.09971431e-01 -1.09571480e+00 -9.09962705e-01 -1.07448101e+00 5.85926726e-01 -5.62338296e-01 -9.92744804e-01 -1.16707320e-03 -1.32336887e+00 9.17292083e-01 6.39464227e-01 -8.84603743e-02 -4.11097179e-01 9.32951732e-01 3.38245624e-01 -1.33024259e+00] Distance 6.18114477975791 Each least square approximations [11.19800942 -1.82144702 -0.69447031 -2.06778589 -0.05171306 -1.51176418 0.33752164 -2.73713013 -0.58648487 1.42071686 -1.15611773 0.54175421 0.39800187 0.5759029 -0.13567025 0.86028149 0.48149197 1.69322042 -0.94912094 1.25572296] Distance 7.619953031239757 Each least square approximations [-13.29159827 1.0610432 -0.27939021 2.62087092 2.62959465 1.86331779 -0.68604576 -0.89074987 0.27675006 -0.42470494 0.67297691 -0.24396199 1.82015724 -0.44983415 0.75406836 -0.38658883 -0.07990636 0.72262049 0.17628965 -0.5934001 ] Distance 3.1530135774745296 Each least square approximations [-7.26781922 5.11964777 -5.25244699 6.41815439 -0.54894573 -1.86316372 1.81741393 3.34245424 -3.02606733 -1.10275252 -0.9805438 -0.19397642 0.03995733 0.32154811 0.20241196 2.46354594 -1.90406928 -0.6077457 1.07060223 1.26438373] Distance 5.928092740369625 Each least square approximations [11.21981535 0.27319648 2.58688768 -2.27252352 -3.8228312 3.20477424 -4.24088757 -3.31123409 2.31366584 -0.77914482 -0.23759075 -0.02712428 1.0150973 0.43737445 0.55608755 -1.95375226 1.27384156 0.7851161 0.22323216 0.34055891] Distance 4.484449580031824 Each least square approximations [10.42511534 -2.47993582 -2.9886042 -4.14866285 2.77729642 -2.74796573 -0.75124268 -1.83098897 0.15439296 -0.08045919 0.37380718 2.02611869 -0.54013097 -1.89152175 1.28373886 -0.81901336 -0.93924257 -0.69240948 -0.37332981 0.46957042] Distance 7.292938416745181 Each least square approximations [-8.91346437 -5.79262779 -4.82339685 -0.34366784 1.39717299 1.86368312 2.51507556 -1.16924276 -0.64534236 -1.49940476 1.33154669 1.30209461 -0.13675953 -1.75446388 -0.20298239 0.65294942 -2.74364422 1.16528816 -1.80370536 -1.65335237] Distance 7.173151645340588 Each least square approximations [-10.54165075 2.24739781 1.70275496 -4.20632768 -3.58762923 1.31597554 0.04186702 -2.0096601 1.05803011 0.67854583 0.47054727 -0.11873003 -0.13638992 0.25212061 -0.08600172 -0.15919732 1.20279872 2.24211302 -1.50547103 0.47610045] Distance 7.69542291349209 Each least square approximations [-10.48363037 -2.64734735 6.61570247 0.02974741 -2.11390538 1.20315382 -1.14689825 0.43243022 -0.55226188 -0.27683709 -0.58058926 -0.29993395 1.77951526 2.4080166 0.85257166 1.84899589 0.15860056 1.85049395 -1.00942646 -0.24231521] Distance 6.243495589432662 Each least square approximations [ 1.19169937e+01 -5.30185410e+00 2.14942232e+00 -4.55410292e+00 9.59074212e-01 -1.65331580e+00 -2.93968902e-02 3.14597901e+00 1.20800443e+00 8.78055515e-01 3.92990190e-01 2.15623140e-01 6.38614762e-01 1.12150765e-02 -2.02558842e-01 -6.91693448e-01 -2.07182516e-01 3.01997092e-01 7.14764247e-01 -7.72291267e-01] Distance 3.4487950129641027 Each least square approximations [ 9.69674993 1.41043598 2.91602099 -4.84438124 3.01588185 0.70389774 0.0544298 -1.46514231 1.32176196 -0.66645044 2.2271036 -2.01790429 -0.23655042 0.74999488 -0.88520981 0.62726877 0.35983292 -0.17461046 -0.04183806 -1.20687066] Distance 8.435924282015776 Each least square approximations [10.67178266 -4.13777549 0.83739227 -2.47936955 0.3225486 -1.54384575 -2.48786531 2.11245045 -0.11411184 0.09515875 1.81758713 1.72678815 0.87274608 2.07537107 1.86535587 1.14686687 -1.34125443 2.39791078 -2.07551143 0.91485787] Distance 6.757879583615676 Each least square approximations [-9.7349195 -0.98090859 3.81225378 3.53882976 -0.20608175 -0.72354469 -1.10328248 1.4239432 -0.10680461 4.75571455 -0.16421805 -0.87881725 -0.49574403 0.15461833 0.24665274 0.71860226 -1.497202 1.19836317 -1.39460842 1.53119632] Distance 8.16639330597062 Each least square approximations [-5.84553959 4.09185371 -6.3383596 3.22938822 -0.34074947 -2.62982329 2.75069254 0.51706789 -2.73247957 0.94864705 -1.49998005 0.79729112 -0.57376151 2.02176008 -0.07367286 1.47231436 -1.38494691 1.2086137 -0.38011944 -0.85412708] Distance 8.65112574697559 Each least square approximations [ 1.03439774e+01 3.73446934e-02 9.65115171e-01 -1.38277337e+00 7.03298604e-01 3.32480505e+00 -2.35973118e+00 -3.17005840e+00 3.51555551e-01 1.55172162e-01 1.48135522e+00 -3.49825382e-01 1.58193137e+00 2.65855957e+00 -2.10738925e-01 -7.72604067e-03 -8.98771077e-02 1.70912752e+00 1.10334890e-01 1.47207336e+00] Distance 7.6891280992038284 Each least square approximations [10.36254085 -1.23771877 -3.01508758 -1.61991612 3.43242457 2.70198223 -2.02408372 -0.44051408 1.37028957 -0.53368651 0.02263454 1.45790492 -0.11595069 -0.19543883 0.23896595 0.28179617 0.1207945 -2.08488732 -0.36494602 0.63262923] Distance 7.742483566272678 Each least square approximations [-9.21658354 -2.65893971 -5.20873109 -1.68594773 1.22861042 0.34699822 0.99099452 0.5561435 0.90370917 -1.56489073 2.1546874 2.41531675 -1.61102767 -0.6416938 0.49885651 0.32751782 -1.81614884 0.7655512 -0.60299521 0.36066339] Distance 8.180854458275327 Each least square approximations [-11.61005345 2.86706257 -2.15564189 -1.38507906 -0.50685134 0.12666065 -1.72358942 -0.71501212 0.72843654 1.16650574 -0.29570143 1.45404593 1.11673475 0.87553862 0.85979529 0.18405513 1.25080941 1.26537443 -1.16269234 1.15442714] Distance 6.87430826087808 Each least square approximations [-9.22742688 -2.7633908 4.89434364 -0.6652944 -2.08376528 1.73154762 -2.35375253 -0.80224816 0.10035671 0.64118103 0.41294034 0.26917912 0.11579016 0.0901557 0.70079475 0.72087031 0.55265258 1.13501816 -1.12748633 -0.4285522 ] Distance 8.82449376811441 Each least square approximations [ 9.23483122 -2.37839092 5.40628675 -3.32040991 1.52386701 2.58154463 -3.02472888 0.7224463 0.39457303 1.81744934 -1.03232404 -1.47895549 -0.41109577 0.35603328 -0.48430102 -0.20880411 0.25828491 -1.98870328 0.74500739 -0.24856852] Distance 7.179568894824743 Each least square approximations [10.91592174 4.7710027 0.43352162 -1.79592731 2.31379308 0.59555456 0.16655436 0.05154226 -0.16766529 -1.0982765 0.39718281 0.65916272 -2.82227761 0.54516117 1.95190477 0.5617296 -0.11035427 -0.17282315 0.97321557 -1.28070415] Distance 6.738252230456934 Each least square approximations [ 1.18411301e+01 -4.20089797e+00 1.15718120e+00 -3.24420965e+00 -2.68428845e+00 1.05435862e+00 9.45014288e-01 -1.37995597e+00 -4.59782004e-01 2.55526992e+00 -9.29722972e-01 4.51980446e-01 1.30782530e+00 -2.16466780e-01 6.77819637e-01 1.47490835e+00 -9.60052093e-02 6.42083755e-03 7.60533203e-01 -1.39324224e+00] Distance 4.213212935266065 Each least square approximations [-1.15434937e+01 -2.18739447e+00 2.01394754e+00 1.63724507e+00 -7.86981649e-01 1.27630880e+00 3.92547366e-01 -1.63831846e-01 6.45384017e-01 7.20403414e-01 -2.54889965e+00 4.12492224e-01 3.72711098e-01 7.93778120e-01 -4.61101671e-04 -7.53634005e-01 5.25698537e-01 9.75167525e-01 -1.50429825e-02 3.55212122e+00] Distance 6.5827369811214815 Each least square approximations [-5.02382881 2.93195884 -5.18290069 4.34253972 1.48487131 -3.48179869 0.85131847 -1.13993741 -0.68245333 1.97702651 -0.48413712 0.08641282 -2.16490096 1.3777171 0.23709386 1.34571808 -0.59774681 1.75370226 -0.3704387 1.16378883] Distance 9.613399693227741 Each least square approximations [ 8.29939278 1.21652559 -1.12572146 -1.43543776 0.51178122 3.57017772 -3.00223729 -1.22825477 0.69439598 0.6921843 -1.56560059 0.3260465 0.72896647 0.54322895 0.70151177 0.29138743 -0.47433668 2.02532279 -0.26751025 -0.81071709] Distance 9.955992061366073 Each least square approximations [11.15957893 -1.29119762 -1.38466372 2.21505478 2.75146972 2.92195785 1.10383067 -0.21979412 -1.0771695 -0.51335771 -2.17345124 2.407538 -0.74941988 0.18179355 -0.57771559 0.27904991 0.6298461 0.38744799 1.64560296 0.57921321] Distance 6.27491533385864 Each least square approximations [-6.6733355 -2.4235224 -6.38922334 -0.67708197 -1.04557462 1.98698432 0.9267931 -0.50715756 1.70307315 -1.64284319 1.26040509 -1.23508897 -3.03852979 -0.96542404 -0.80795624 0.00888866 -1.32491257 2.1915626 -1.68146146 0.91093419] Distance 8.872768108311812 Each least square approximations [-8.61374824 2.36609489 2.16718519 -3.46171382 0.28338668 -0.17093575 -2.16103581 -2.73059737 0.18500588 -0.39266598 -0.95406463 1.29385595 -0.34102712 1.33119539 2.42789555 1.935056 1.14609086 1.47499726 1.27382639 0.33604967] Distance 8.836377731120274 Each least square approximations [-6.40929638 -0.55368428 5.49981472 0.30439948 -2.75948181 0.47226549 -3.56493778 -3.08066885 0.91459079 0.45460997 0.7562352 0.71953508 2.08384333 0.22271317 0.30926953 -0.8943042 0.65051014 2.01792397 1.1386188 -0.91774386] Distance 9.513151017045766 Each least square approximations [ 8.06749129 -0.41838697 4.44420425 -2.89255511 0.70561414 1.30206211 -2.76589674 -0.07077685 0.14197269 0.3916548 -0.82601839 -2.35473038 0.92704913 -1.43075939 0.58107257 0.2139499 1.66428664 1.97464198 0.06259022 0.68364551] Distance 9.287672453196574 Each least square approximations [ 8.15675687 5.12291323 1.93387632 -1.28566104 2.09442819 1.00681948 2.12935125 -0.50920355 -0.16464701 -1.07463854 1.60959207 -0.66002541 -1.01276509 -0.40623592 1.68862396 -0.42579053 -0.50977503 0.23447802 -0.47429226 0.33178794] Distance 9.427209376828857 Each least square approximations [ 7.82736299 -3.36117828 0.54382928 -4.0323533 -0.96961833 1.73205991 -1.22225514 1.1570312 -0.88112754 0.75910947 -0.19393171 -0.58542148 -1.10886349 -1.57283591 -0.56267044 1.18626179 0.36523462 -0.37944261 0.57547664 1.63198091] Distance 9.999591228639499 Each least square approximations [-7.8057051 -3.21273629 3.28108814 2.5503675 -0.46375227 1.30833398 0.12807721 0.74525746 0.30502967 0.05415857 -2.18824308 0.75780603 1.91392415 1.23014946 -1.48050096 2.43345823 -0.37348383 -0.19150205 -1.28043015 1.39149342] Distance 9.63315572757796 Each least square approximations [-5.96808645 3.66414205 -7.77092106 4.17209252 1.4220536 -3.32243107 2.77514715 2.83530596 -1.65303676 -0.0978055 0.31908054 0.19783839 0.64803616 -0.4115675 0.63070478 0.74748204 -1.87328515 0.46548038 1.4252179 0.54490402] Distance 8.276826536641602 Each least square approximations [ 1.46831311e+01 3.07299553e+00 7.93267438e-02 8.14227547e-02 -1.89557835e+00 1.05659987e+00 1.33677291e-01 1.48683180e-02 4.28569700e-03 4.93223962e-01 5.93509008e-01 -1.05125484e-01 5.97966046e-01 8.67088054e-01 1.42888015e+00 -1.82142004e-01 1.81545438e-01 -4.09364260e-02 -1.81247948e-01 2.91666358e-01] Distance 0.9517609410231758 Each least square approximations [ 1.09850636e+01 -3.78276570e+00 -4.44051052e+00 -3.35383450e+00 1.76700985e+00 -5.16033054e-01 -1.78607049e+00 -6.08202884e-01 6.17131403e-01 -2.71037218e-03 -9.70767072e-02 1.73510017e+00 1.22291823e+00 -2.94484226e-01 1.88519121e+00 -4.96590015e-01 -5.66782034e-01 -4.71132991e-01 -1.65439254e-01 4.43490601e-01] Distance 7.223626645951462 Each least square approximations [-9.38423778 -4.25487368 -6.44844778 0.26571004 2.69350002 1.68906888 1.48758133 0.33766143 0.19705059 -0.52556186 0.98812166 0.93590233 -0.72689901 -2.20221109 -0.54133741 -0.25341656 -2.58829892 0.66841445 0.79991953 -1.30392717] Distance 7.54870180485166 Each least square approximations [-11.43536449 5.06532033 2.38002256 -1.90740339 -4.73526234 -1.2691246 -1.15064605 -1.38866062 2.85463153 0.56863726 -0.28300495 -1.13484129 0.83409043 -1.06590933 0.92038801 0.44967116 -0.64541983 1.25791417 -2.09759671 0.48645686] Distance 4.717752605125269 Each least square approximations [-10.16291991 -2.36172162 6.74034472 -1.33337371 -2.46767252 1.43966045 -2.53651562 -1.25673909 -0.22144007 -0.38530836 -1.43465895 -0.97445184 1.08825072 1.61973549 0.56190871 0.17582309 -0.39193728 0.49802579 -0.12949774 -0.25790536] Distance 7.384760860630436 Each least square approximations [10.96985451 -2.97175277 3.9329918 -4.15625121 2.96458685 0.55969236 -1.75403338 0.34098049 1.62272279 3.15909647 -1.30879435 0.7098188 -0.09434309 0.16067585 1.32357947 1.47451077 0.77384646 -0.61590111 -0.34109542 0.74585639] Distance 6.32291529463663 Each least square approximations [11.15877362 3.44163436 3.70788552 -2.72287137 3.9564364 0.4745353 0.67349529 -0.67875893 -0.2020332 -1.97130119 0.52356797 -1.41387442 -0.34621541 -1.01581881 -2.0152259 -1.60905483 0.55882268 -0.72801749 0.39450494 -0.55336293] Distance 6.708431527896368 Each least square approximations [10.55547914 -5.18025058 2.01996764 -5.18420736 0.01274145 -0.47249431 -2.10999547 0.77577976 1.19592395 1.58256847 2.54963426 -0.14610448 -0.14329369 1.58274879 0.73524518 1.16306292 -0.41758788 0.04961441 -1.74534533 1.35957653] Distance 6.339844042863427 Each least square approximations [-11.41961076 -4.06399062 3.4246661 2.52508935 -2.29258436 0.36203536 -2.43120402 1.54333901 -0.45861475 2.38914516 0.44354261 -0.79588172 -1.58521447 1.60674884 0.10595713 0.45064926 -1.19110553 0.04853363 -2.17523476 0.82195951] Distance 6.085575857911354 Each least square approximations [-6.11766021 4.68633766 -6.41662166 2.68582882 -0.06643638 -1.99798897 2.19994548 -0.73287757 -2.78206401 1.47483834 -0.33767044 -0.246886 0.30771799 2.00180671 -0.16252265 1.76215858 -0.01180681 1.69506025 -0.50079462 -2.44903899] Distance 8.430835395434531 Each least square approximations [10.01991889 0.13267439 -2.42157629 0.32757873 0.02385843 5.41654407 -2.13568419 -0.30511948 1.11960548 -1.04405349 -0.56220403 -0.322983 0.82385038 1.22438154 0.19733992 2.14169975 0.79849478 1.28894688 -0.03697042 1.42863661] Distance 7.770554506724995 Each least square approximations [ 9.82012757e+00 -9.67554468e-01 -3.27181326e+00 -1.14977108e+00 3.36441892e+00 3.23949516e+00 -1.65482094e+00 -2.74023051e+00 -5.41572868e-02 9.98675120e-01 1.75536910e+00 1.68159580e-01 6.84311277e-03 -1.05536437e+00 -3.65099798e-01 1.49785400e-01 -1.45159678e+00 -1.49113755e+00 4.31621689e-02 5.73716726e-01] Distance 7.948089281816509 Each least square approximations [-10.17875844 -2.90180673 -3.97192144 -1.73941276 1.55799637 0.47348216 0.50362542 1.2914486 0.50605498 0.1522388 2.99222559 3.23160751 -1.6332556 0.69762714 1.78538831 -0.7492941 -0.63294807 0.7331419 1.07489183 -0.28904488] Distance 7.107273235124548 Each least square approximations [-12.24086868 3.75455772 -3.96943795 -1.74061593 0.22286872 -0.15403511 -0.07780703 -0.21836954 0.01394934 -1.12964212 -0.62862921 -0.15736346 0.6120283 -0.03273458 0.48549069 0.14285843 0.40432861 -0.33319553 0.87824056 -0.56045605] Distance 5.304259728079219 Each least square approximations [-9.69053087 -3.04411726 4.16268859 -0.87525193 -1.7801618 2.08867218 -1.4299238 -0.90790766 -1.3012416 1.64131007 0.58239226 -0.18414663 1.52658276 -0.87417982 1.88844996 -0.45631858 0.55486168 -1.42468309 0.23994437 -0.2686775 ] Distance 8.301065340318974 Each least square approximations [ 8.20629118e+00 -1.58184458e+00 5.22837538e+00 -1.99293329e+00 3.90713234e+00 1.47423348e+00 -1.70495257e+00 1.34769433e+00 3.71385668e-01 1.62165968e+00 1.13567756e+00 -5.51985958e-01 5.81677353e-01 1.58303367e+00 5.78431303e-01 8.32600064e-01 1.93861586e+00 -3.01825367e+00 1.80280703e+00 -6.38716411e-03] Distance 8.185602047244835 Each least square approximations [ 1.16545148e+01 5.39129689e+00 7.40747589e-02 -3.30586441e+00 3.06941264e-03 -1.58037100e+00 -3.80943277e-01 -1.26962701e+00 1.50253093e-02 -6.95140282e-01 -9.27863179e-01 -5.01055900e-01 -2.00109390e+00 5.87536657e-02 8.19851884e-01 -1.83395900e-01 6.93120829e-01 5.85810092e-01 7.90372548e-01 -1.18485188e+00] Distance 5.0426261733746225 Each least square approximations [11.76094479 -2.40646751 -0.37041536 -2.77318552 -0.52527076 0.16350718 0.45571369 -2.00348594 -0.78951287 2.12054703 -2.12384331 0.34995279 0.33896955 -0.72955214 0.75126734 0.62013919 0.64435607 0.91187687 -0.41900266 1.53173284] Distance 6.56438725663052 Each least square approximations [-13.55440971 -0.84985901 -0.07535659 3.36927512 0.79403724 1.82617102 -0.61919103 -1.34557952 -1.03675504 -0.75239508 -0.3675412 0.48844007 0.98560086 -1.08015721 0.24990216 -0.97131224 0.13235772 -0.53990762 0.62500323 0.60155149] Distance 2.547631901238887 Each least square approximations [-9.6462329 2.66786122 -3.30970718 -1.96388252 2.15830545 -2.41844838 0.70172324 0.92435786 0.37680685 -1.4739583 3.39778295 -1.05351713 -0.61714006 0.70585635 -1.18915653 2.18581727 1.13959748 0.82796147 0.90663553 -0.56253372] Distance 7.195946236168699 Each least square approximations [ 7.76846646 1.79126304 -0.77110763 -1.10256367 -1.88760546 1.99994946 -0.8004288 -1.25472132 -2.87713485 1.13975471 -0.68236265 -0.25007735 0.05869437 1.00426951 -0.56432773 1.53516779 2.1989067 0.94680922 -0.04214716 0.25599336] Distance 10.442215864024357 Each least square approximations [ 8.35760064 -0.24946796 -0.02760689 -2.94465191 2.58693707 0.36577276 -1.86272119 -0.86452939 0.02073928 3.56947001 0.03909197 1.47510577 0.03597563 1.30914226 0.92107995 -1.56186662 3.25287068 -0.91804022 2.16311289 0.83664407] Distance 8.799166892572343 Each least square approximations [-7.93324819 -0.15675541 -3.96498368 0.38457864 -0.51785721 -0.39601715 1.03638731 2.22116126 -0.48885155 -2.99404967 -1.63244491 0.50866154 -0.1943844 -2.52071447 1.05508722 0.90690262 -1.67995684 -0.23274903 0.29659332 -0.86610826] Distance 9.713153827425982 Each least square approximations [-8.52313998 -0.04756977 0.90654496 -2.28475821 -1.65649284 -3.90618414 0.26666839 0.51543449 0.52246508 -1.11997546 -1.74313958 -1.56347628 -0.33061325 0.45909177 2.0892402 2.38486343 -1.10588042 0.37786069 -0.10555187 -0.21559347] Distance 9.377821935316273 Each least square approximations [-9.12654711 -0.14377518 0.72340087 -2.76679354 -0.07112051 2.8586621 0.97831188 0.86682064 1.49981296 0.14025972 1.26817323 1.09175054 2.12972701 -0.73565339 0.80160853 -1.8099767 -0.44930758 1.96679785 -0.34676677 0.11384799] Distance 9.172256320304593 Each least square approximations [10.71928856 5.44309748 1.90441058 0.83188892 1.54363617 2.26577669 -0.55634697 -0.36877946 -1.88002783 2.16873471 -1.96900629 1.13647697 -0.07347144 1.9674394 -1.40858945 1.08796351 1.21327004 -0.07287516 0.23462441 0.74609156] Distance 4.942273611818529 Each least square approximations [ 7.39226523 3.0654829 0.54980305 -2.17512352 1.77764089 1.36113303 -1.89601081 -2.38132449 -0.01698329 -1.6370477 -0.7060583 0.65343088 -1.27212151 -1.627331 0.38905692 1.10005033 1.91271575 -1.09695242 1.07094109 0.80393661] Distance 10.224176199821267 Each least square approximations [ 7.56093028 0.61255245 -1.63869666 -7.52398097 -0.49307964 1.93533382 -2.60812911 -0.9684179 2.19252223 0.97108942 -1.36150678 1.23533344 -0.94134491 0.84412057 0.09859026 0.25444028 -0.74278793 -1.18126976 -0.01075093 1.1423251 ] Distance 7.8201293089961235 Each least square approximations [-8.01568914 -1.50861371 0.7956927 3.06400397 -2.58536297 0.8276632 0.41532012 2.09862405 0.01659877 1.02048465 -1.18817873 0.79692374 -2.62892759 -0.27395401 -0.29367047 2.97507693 0.84562454 -0.96508037 0.50671852 1.8721141 ] Distance 9.532180956095083 Each least square approximations [-5.82796369 3.0782625 -7.82176856 0.96095685 -0.22970917 0.92912458 -1.64343757 1.16144044 -1.5942862 3.49132648 -1.52142912 1.34806191 -0.95704629 1.06670409 0.3196006 0.21960894 -0.31957073 1.22672499 -0.38067648 -1.62567175] Distance 8.657003334933963 Each least square approximations [ 8.35656452 0.05046401 0.6237163 -1.33404018 1.25213212 2.01610636 -3.27015026 -1.71960278 -2.2180764 -0.50255375 -2.69289915 -0.16382662 0.15854903 1.72636603 0.17190687 0.60109856 1.57127092 -1.24660736 -1.73105145 1.42431314] Distance 9.733121344222814 Each least square approximations [ 9.87128237 2.31928928 -7.54716332 -1.07697616 0.56019364 1.46226635 0.20519694 2.59167489 0.95600949 0.83679312 2.25788932 -1.31238974 -1.93327048 0.48892595 -0.78326825 1.28742529 -0.5186569 0.52462624 -1.23289362 0.37406088] Distance 4.886490699761894 Each least square approximations [-10.57128335 0.11386795 -3.00959088 0.31243329 0.70908262 0.84264412 -2.14319934 1.34667786 -0.16650423 0.80879705 2.58467215 -0.28119717 -3.2485408 -0.43098409 1.12814794 2.65013363 -0.2310992 -0.27459075 -3.59472047 0.86863664] Distance 6.488025423773175 Each least square approximations [-7.53854448 4.81133537 0.81499678 -1.9690443 0.30303608 1.73789037 -1.51185983 -1.6832349 1.481657 3.12192571 0.40515486 1.4227204 -0.11803004 -0.17472893 -0.84234305 0.18497304 0.90266041 -0.21361725 -0.67604715 -0.65919541] Distance 10.074455336359938 Each least square approximations [-8.51664611 -0.82967808 1.88132563 -3.12478574 -0.85442248 0.30334943 -4.45431222 -1.90564039 -0.74851398 -3.46747475 -0.43873869 0.44424165 1.41959227 -0.65338421 1.51531547 -1.17627482 0.45519798 -0.16120843 0.0386885 -0.48914144] Distance 8.973673348116309 Each least square approximations [ 7.40625932 -2.74102004 4.27826889 -2.64197947 1.30469312 5.74984916 1.16705324 0.34613012 -0.44093986 -0.82828101 -0.32909402 0.3392701 0.82814527 0.58508138 0.81214684 0.25268484 -0.69560311 -0.84004862 0.63826907 0.88650814] Distance 9.043413519468864 Each least square approximations [ 7.91766277 4.8274524 3.39305987 -0.48373817 1.2614913 -1.56016232 -0.50096563 1.93558732 0.62374838 -2.70470385 3.3252382 -1.3775547 -1.14660744 0.2537993 -0.06234513 0.60097775 -0.5246603 -0.4397878 0.72404182 -1.52724042] Distance 8.911989089657126 Each least square approximations [11.12575724 -0.4641202 0.47221219 -2.05381056 1.23258008 -1.96187122 0.77028027 1.41278118 -1.9975707 -1.22418409 0.36083626 -4.04806651 -0.93823611 -3.04437988 -0.71687791 -0.28775838 0.16137382 -2.7017788 0.17710115 0.20034509] Distance 5.862686158844538 Each least square approximations [-8.34309059 -3.45891868 2.96976639 0.87514953 -1.3178303 1.70384967 -0.63281953 -2.93803963 2.65796076 1.18849527 -2.03898302 0.80902751 1.00405675 -0.72941273 0.04715468 -1.50801558 0.080219 -1.37689402 -1.82730066 0.82268859] Distance 9.113893920512044 Each least square approximations [-4.07748029 1.76168647 -6.07655483 -0.85848935 -1.18198338 2.82721106 -3.21315854 0.30647767 -0.53138904 2.7252289 -2.34408461 0.53657264 -1.07306245 1.23150105 -0.13459834 2.38528165 -0.49304557 -0.47657411 -1.26461772 -1.89095103] Distance 9.60156824597604 Each least square approximations [ 4.58198544e+00 -3.83341998e-03 -6.95571321e-02 -1.13366661e+00 -5.27046490e-01 4.68451323e-01 -2.03776692e+00 -2.33827942e+00 -3.13430054e+00 1.07300156e+00 -2.95459402e+00 -1.99957671e-01 5.82825088e-01 8.21805928e-02 1.25354157e-01 1.29489189e+00 1.15948668e+00 1.17565765e+00 -3.07143102e+00 1.41347631e-01] Distance 11.425257451125669 Each least square approximations [ 7.59500994e+00 6.05484538e+00 -5.18393222e+00 8.42076848e-01 1.55941602e-01 1.61845208e+00 2.34319631e+00 3.18819797e+00 -4.73076394e-03 3.35713947e-01 5.56154095e-01 -1.25681153e+00 -9.53964047e-01 -1.23763115e-01 1.54112872e+00 -1.03492762e-01 -1.15023664e+00 -3.01180303e+00 -1.46162978e+00 2.24258336e+00] Distance 5.814085140440702 Each least square approximations [-8.65956434 3.52012456 0.29021635 -1.83516648 1.12531972 -1.48480064 -0.52764257 0.58041638 2.45049862 0.53535579 2.08184361 -0.90365908 -2.29711546 0.23443372 0.01549478 2.27836097 -0.65670578 -0.82209857 -3.45790274 1.97476017] Distance 7.940763175433267 Each least square approximations [-4.3750311 1.78410436 -1.51033992 -1.70815819 1.61239631 1.05608605 -1.09698166 -3.209259 3.27285563 2.16715039 1.76742864 1.11466277 -0.19847961 -0.29894995 -0.33269505 0.78257913 0.46665371 -0.15045083 0.07917692 0.70451991] Distance 11.523555745553095 Each least square approximations [-6.2841298 -0.12500506 -0.59938076 -2.0791582 0.34769851 -0.54822081 -4.48893232 -1.70500497 -2.41591842 -2.36517108 -0.05905894 2.10676223 3.84870851 -0.78155559 -0.19377641 -2.21683217 -0.60504943 0.59789307 0.07629322 -0.83812865] Distance 9.56846532783343 Each least square approximations [ 4.93958204 -1.26322479 2.93578261 -0.8032504 0.13084585 4.62579258 2.79476734 -0.09088501 -0.63998185 0.04320449 -1.22981178 0.3139885 1.47797581 1.59192878 0.61518396 -0.72930915 1.90003738 -1.82741071 1.71448319 1.18410162] Distance 10.652063802485143 Each least square approximations [ 6.39059895 3.56253508 1.20416727 2.0839644 -2.63213588 -0.62987712 0.37092391 1.29486629 2.01057782 -1.21272623 3.14686494 0.58939813 -2.20096437 0.15236469 0.33067233 1.94673973 -0.33071434 -1.44223565 1.76851323 -1.44732289] Distance 9.823298190534686 Each least square approximations [ 8.25178061e+00 3.24593441e+00 -7.22838273e-01 -8.47721126e-01 -1.10856600e+00 -2.95464759e-01 1.64084753e+00 1.50719906e+00 8.79078750e-02 -1.55399338e-01 -8.97617615e-01 -4.74800408e+00 7.50439829e-03 -3.47295706e+00 3.21496979e-01 -2.53751126e-02 -3.93754008e-01 -1.61534933e+00 -4.88756950e-01 4.36712317e-01] Distance 8.486010534411385 Each least square approximations [-5.88455356 -0.71197063 1.77412278 -0.97009482 0.05625676 2.58708613 1.521574 -2.93674881 1.24031508 -0.29956011 -3.06719166 1.72548015 -1.33993151 -0.65818657 0.45195761 -1.48129548 1.05965277 -1.16583361 -1.59532381 0.17381686] Distance 10.786358218094842 Each least square approximations [-5.37647498 5.29100307 -7.78730899 3.91290086 0.17362765 -3.07822767 2.84025472 1.18819556 -2.00216387 0.89737736 -0.80915158 1.76831772 -0.80109301 0.06153996 0.5318391 2.11521771 -0.15409088 1.12678906 -0.81259944 1.44558523] Distance 7.139637182236235 Each least square approximations [ 9.93235282 3.82293038 0.85124239 -1.74707939 0.27258669 4.63277522 -3.46769821 -0.88968917 1.32133397 0.31534979 0.62573805 0.18823264 0.1152728 1.20301353 -0.04262958 0.19281808 -0.85022962 0.04233262 -0.10984564 -0.02631481] Distance 8.059071553189018 Each least square approximations [10.52499334 -3.18571911 -2.8673078 -3.48963137 3.7151435 3.13023717 0.04146235 -1.66293233 -0.72590607 -1.03679283 0.7333792 0.65945883 -1.36189656 -1.4394215 0.99055018 0.27669241 -2.2680857 -0.466973 -0.98281938 -0.17505386] Distance 6.2646425055135015 Each least square approximations [-9.91661693 -3.70688976 -6.06678359 -1.66843443 2.81880331 0.93972822 0.41069796 0.49104213 0.75811174 -1.79306198 1.65913994 0.91788013 -0.95270191 -0.38838816 0.7411868 -1.56072999 0.59324984 0.92152812 -0.29114638 -0.52038219] Distance 6.852792896112102 Each least square approximations [-1.25675208e+01 2.84601538e-01 1.26570983e+00 -2.30927569e+00 4.08041394e-01 3.67020847e+00 -2.33036180e+00 2.90513386e-02 7.15309964e-01 9.33456340e-01 5.44018064e-01 4.43729631e-01 -3.62666318e-01 1.40927046e+00 1.56442456e-03 7.69726335e-01 -8.98637181e-01 6.80916022e-01 -9.63920689e-01 4.52026516e-01] Distance 5.462359983959752 Each least square approximations [-9.49011173 -3.25976169 6.42051103 -0.83278571 -2.07283121 1.51361899 -0.97342517 -3.08636731 1.43533056 -0.47094255 -0.40857571 0.61172215 0.01998462 0.61835405 0.86213346 -0.7590817 -0.21017979 -0.9478505 0.15710428 0.74987198] Distance 7.425233249670799 Each least square approximations [ 9.23752621 -3.40795292 5.09687407 -3.33432036 3.82259424 2.24515282 -1.56455888 0.82564641 -0.01495947 1.3100964 1.98991798 -0.94454111 0.79278048 -0.56971341 0.78716479 -0.89833066 0.78987868 -1.38687245 -1.46372082 0.59660603] Distance 7.073640585991167 Each least square approximations [10.3755805 3.12595761 3.03113832 -4.41356461 2.84979355 1.52612705 0.74132539 -0.7663388 0.37667412 0.65846266 2.58194229 -0.64537252 -1.64353446 0.03520035 0.5742287 0.3352009 -1.64345858 -0.07627381 1.0893339 -0.60557677] Distance 6.936334067466197 Each least square approximations [10.3236285 -3.26537621 -1.90064355 -4.81215608 -1.32702822 -2.01285697 -0.67151048 1.32614515 -2.03982857 2.30763976 0.3638056 0.25178253 -1.13617125 -1.58759414 0.47903092 1.44589002 0.2975304 1.98798643 -2.23811838 0.23231717] Distance 6.626174100966151 Each least square approximations [-10.69750425 0.2788953 4.46152351 4.4883091 -1.07090045 1.089693 0.0753257 1.04510697 1.72366025 2.19939109 -2.79538872 0.1719674 0.54229067 -0.97019667 -1.66887448 -0.79956504 -1.04315472 0.43454089 -0.67226961 0.48484241] Distance 6.370406151601093 Each least square approximations [-5.8319888 4.54562135 -4.65631177 2.98342339 0.03944923 -2.16247384 -0.27786234 -0.1320484 -2.70366972 2.48734403 -0.62797192 -1.04493126 0.94216113 3.08699936 1.02642829 0.19172013 -0.06926968 2.59672843 0.86381625 -2.68802825] Distance 9.64159972888726 Each least square approximations [10.81998803 -2.79968576 -2.82417836 -0.94447368 -1.02235575 3.32214969 -1.17356978 2.64296178 -1.10275372 -0.24505207 -1.14658161 0.38996425 -0.28727503 0.29365224 0.29256285 0.24168716 0.34512389 -0.02787265 -1.02515415 1.65164511] Distance 7.938674696493359 Each least square approximations [10.23663013 1.02165806 -2.73139674 0.02370012 1.26555313 2.47861413 -2.6207882 -2.36071074 0.06496851 1.72995368 2.08211588 -0.27032156 1.57651129 -0.62221572 -0.85565588 -0.1130519 0.6847132 -0.59629037 0.53838202 0.11707159] Distance 8.863912323585637 Each least square approximations [-10.08490698 -3.94027777 -1.9763643 -1.1430875 -0.56680201 1.74060313 0.65054018 1.08357377 1.05319854 1.13800036 1.52205908 2.98497153 -2.01835377 0.56077192 -0.17179054 1.36172608 -0.50848527 1.01365612 2.08587771 0.70132092] Distance 8.412835689866055 Each least square approximations [-9.93634104 6.40582062 -2.39065295 -1.10436546 -1.87593759 -3.1743205 -1.15498844 2.29270198 1.24193751 0.69281445 1.76754117 2.67381162 1.38178674 1.3204841 0.45616579 1.25217598 0.01958687 0.494618 0.95892319 -0.28662057] Distance 6.192083311366779 Each least square approximations [-9.13946401 -1.88664593 3.58963565 -0.58233321 -2.45592143 -0.01933203 -1.33300014 1.26372497 -2.48315741 1.47448673 -0.63084232 0.06684054 1.06877283 -1.97702577 1.30332224 0.03672067 2.01457716 -1.1648057 0.30292884 -1.02652743] Distance 9.613830538264645 Each least square approximations [ 7.83994529 -1.65770724 4.45081963 -1.24200113 2.02278114 0.43560284 -2.31367687 -0.35907264 0.56952878 1.9838011 -1.65837785 -0.37791416 -0.39202962 1.49798419 -0.40044913 0.32484834 0.58429988 -3.50297547 1.76388237 0.21779706] Distance 10.162865501649648 Each least square approximations [11.19353918 5.99252046 -0.98934529 1.75804484 2.5870319 -1.63162853 -2.33521311 -0.5826059 -0.68860951 -2.71963051 -0.39391905 -1.11121587 0.20139556 0.08908291 -0.50498782 -0.17722749 0.59704578 -0.84673046 0.28488247 0.01464665] Distance 5.746887922735306 Each least square approximations [11.78046655 -3.15575076 0.30992377 -1.13688587 2.13147813 3.47259155 1.17196789 -2.30181259 2.18483947 1.50116796 0.48941305 -0.82320934 -0.28536999 -0.94969656 0.26616871 0.33741473 1.72101447 -0.6009932 0.55920653 1.05913898] Distance 6.076940455287022 Each least square approximations [-12.69252188 -5.48937134 -2.75193726 -1.03195721 -2.05214642 -1.46912635 -0.01552357 0.03339244 1.27996634 0.01351604 -1.20896651 0.99836892 1.25865593 0.18479376 -1.50568484 -0.11828682 -0.04134991 0.67328648 -0.87267253 -0.19721756] Distance 2.9505191676350955 Each least square approximations [-5.71968496 5.63875995 1.83707159 2.53027519 1.55723902 3.75985866 -1.02194621 3.46324581 -2.32510208 -0.54884905 0.66221963 -1.14409869 0.71958661 0.54652026 -1.5625323 0.72177369 -0.53155778 2.16128943 2.23100578 2.5609656 ] Distance 9.75806818923606 Each least square approximations [ 6.94633698 -5.68827643 1.72815258 0.94435885 -3.73780614 -2.31414281 -1.61402317 -2.1772623 0.77508908 2.41975711 -2.27638279 0.69967611 -2.08224178 1.37814848 -0.79973356 -1.81249808 0.75832643 -0.07110267 -0.19984871 1.08134928] Distance 9.570573280440199 Each least square approximations [ 7.6441371 0.95178127 -0.92465658 1.13386442 -0.10951503 -2.5633262 0.86256361 0.0720671 -0.85102256 4.54253513 3.29451944 -0.12855891 3.26427568 -2.32296148 0.2202347 -1.48932913 3.33346701 0.3950865 -1.00269925 -0.20383147] Distance 9.754849871617928 Each least square approximations [-5.86951105 -3.40390357 0.10727358 -2.36164389 -4.76180863 2.60901948 -2.3658222 -0.35270926 -1.86050032 0.01220572 -0.16019238 0.0983922 0.58777421 -3.81969723 3.27273284 3.96385998 -3.91965229 2.50970628 -1.5225181 0.53255159] Distance 8.41911393809109 Each least square approximations [-4.61115478 2.19679553 3.92494717 -5.44710328 0.31070213 -2.86535621 3.48950342 1.08618065 1.34096986 -0.05098386 4.34917426 2.39087207 -3.01550558 -0.88680719 -2.4544345 0.30229939 1.62027841 2.33136082 0.28750022 0.03871241] Distance 9.134024276768272 Each least square approximations [-7.86109354 0.74400951 3.36935933 0.97150059 5.12963679 -1.92208712 0.89650258 1.78727897 -1.92111322 -5.46443936 1.09435757 0.19917758 3.14570221 -2.0131591 0.88362639 3.63393881 0.23044698 0.87098063 1.17703928 -1.80333013] Distance 7.0715400258466 Each least square approximations [10.3426272 -2.46801994 -4.69160445 2.28664297 -4.06867863 0.62393102 0.66500094 1.47653414 -0.2163185 -1.33823015 -4.52143997 0.10790149 2.54570627 -1.00507414 1.40623733 1.42069044 0.17066937 -1.92136558 1.12126883 0.46598835] Distance 5.290514834912314 Each least square approximations [ 2.43495287 3.15789554 -0.46939332 -0.84097405 1.59944203 -0.79832807 -1.96813366 -4.06025873 0.98239939 -2.46168877 3.77568527 -2.22567184 -1.6874431 0.11665465 -0.86321224 -1.78154129 1.02076598 -0.00827662 -0.4417216 -0.60366865] Distance 12.32197589034035 Each least square approximations [ 7.67118195 0.80865143 -2.45215008 1.54521272 2.90100059 0.92171871 -4.55681651 0.77567814 2.49803295 -0.5377006 1.41275322 1.80198015 0.64048279 1.15844121 -0.47807819 -0.81091296 -1.3093863 -2.05421171 -0.79578159 2.70245502] Distance 10.000805251190297 Each least square approximations [-4.2305701 -2.12100835 -3.55556381 3.1740292 -1.58615504 -2.51004472 0.54366102 -1.36161367 1.02358993 2.05390442 -0.54143581 0.36644095 -2.0041379 0.87457731 0.59896036 1.89419314 -1.00968758 -0.98441095 -3.38146321 2.66412038] Distance 11.653752608511416 Each least square approximations [-5.16775355 3.81192076 -5.96257613 3.02257362 -0.36146267 -1.92469941 0.26634253 0.90361393 -1.98039416 3.91249505 -1.42248436 0.30673749 0.93314931 2.07983754 2.18907741 1.64558983 -0.15872259 2.73394239 -0.74182953 -1.49416405] Distance 9.565395263010489 Each least square approximations [11.92785152 -1.54398196 -3.6556567 1.35452461 1.46427267 2.79781424 -0.69619778 0.72528341 -0.8263076 -1.55009068 -2.12011585 0.33886712 0.55971799 1.41435007 -0.35792972 0.26458744 0.11423099 1.07930519 -0.79649241 0.18682017] Distance 6.601300264085753 Each least square approximations [10.79972566 1.37003606 -4.05032607 -0.26064401 0.53832163 3.4194624 -0.9603965 -0.81384432 -0.85074098 0.28597057 2.49390713 1.73906361 0.79153451 0.42001007 -0.51179247 -0.01185726 -0.8123806 -0.65032985 0.78616162 0.59236706] Distance 8.04689356466592 Each least square approximations [-10.49902383 -3.88109944 -2.61009878 -1.40933546 0.31870225 1.402014 0.82571192 -0.16759891 2.72093595 1.440848 1.77918041 0.84040924 -2.33299833 0.41509307 1.29814413 0.98817117 0.58328563 0.87778251 1.09564191 -0.4174305 ] Distance 8.092479905615669 Each least square approximations [-1.06695799e+01 6.91777425e+00 -6.63172927e-01 -9.89802241e-01 2.08392756e-02 -2.03158670e+00 5.47188287e-02 -1.20406790e+00 7.46001244e-01 -1.66818864e-01 2.51038949e+00 7.95110890e-01 1.24353932e+00 7.39882169e-02 -2.33482676e-01 1.47936895e+00 -1.01071651e-02 -2.91945935e-01 1.11507136e-01 4.43790192e-01] Distance 6.79458152419199 Each least square approximations [-8.64141638 -2.22767559 4.79790029 -0.4166284 -2.73397533 0.52183355 -3.06085123 -0.22796265 -2.59486719 -1.50192626 -0.33975827 0.73591299 2.12671014 0.38687922 1.03066493 -0.04457804 0.40155092 -0.99725374 0.96284052 0.30155317] Distance 9.429512677453173 Each least square approximations [ 7.7423706 -2.38203484 4.20113772 -2.46378739 2.34816286 1.54721597 -3.62329794 0.36434812 1.01718893 2.84431952 -1.32380541 -0.18417036 0.47521994 1.27877546 0.35623397 0.83282265 1.79200884 -3.94026041 1.55496479 0.8224579 ] Distance 8.974356737793228 Each least square approximations [12.03022901 5.87063954 0.33341042 1.14426498 0.74630778 -2.88806451 -0.35460296 -0.70172113 -2.47764204 -1.36417664 1.65486549 -1.79477133 -0.96465478 -0.30861304 -0.18717362 -1.9372315 -0.39619804 -0.41092049 -0.81252613 -0.04238799] Distance 4.072075298285449 Each least square approximations [11.50893083 -3.74874493 1.31956484 -1.17567241 -0.05869991 1.4432885 -0.24900377 -2.2928211 2.16259249 0.89202058 -0.42785753 -2.02901434 -0.57884491 -3.08752842 0.54616005 0.86988454 1.33516392 -0.17198473 -0.518238 2.20552307] Distance 6.4646791423702945 Each least square approximations [-12.53325482 -3.93638606 -0.40761019 0.37229372 -1.39317765 -0.69492655 -1.06309213 -2.57834838 -0.12634221 -0.41196799 -1.32506615 0.13431428 1.03547125 -0.07674791 0.45416201 -0.38619389 -0.32944677 -0.94566714 -1.92867427 0.18331793] Distance 5.936047571506233 Each least square approximations [-3.31626153 3.23201739 2.24200183 -0.18093616 -3.73856869 4.03104799 1.52042918 1.27850463 -3.36275886 0.67241149 -0.61085781 -0.70759018 -1.73429869 0.74096841 -0.23184467 0.29879167 -0.66879578 1.13671703 -0.28187034 -0.42073683] Distance 11.067649046613756 Each least square approximations [ 2.16424585 -3.44591639 1.00263808 0.10190007 -1.1669039 0.12391495 -0.07436373 1.70199137 1.85074676 -0.8540417 -0.59173351 -0.16133674 -1.67043872 0.32915109 0.08342982 -0.38123101 0.5772422 2.02909518 -1.47565345 -1.50343082] Distance 12.773983425373842 Each least square approximations [ 3.52631681 1.55175638 2.15435747 1.40565046 3.78916987 1.66778137 3.00565944 2.35015824 1.67632668 2.04054274 3.52491767 0.12685447 4.32290904 -1.4770362 2.09147989 -0.5534151 -0.048005 0.84490241 -2.12996297 1.07467656] Distance 9.847282481682225 Each least square approximations [-3.8075256 0.88179651 -0.26494781 -6.5110578 -1.50539024 -1.58502818 2.84504691 -2.7528442 -2.283154 0.82711393 -1.14068398 0.8075055 1.6769474 0.55556631 2.35920935 1.6519958 0.35948423 4.13107953 1.10672821 2.33915386] Distance 8.952697320015886 Each least square approximations [-3.94764758 -5.09301256 1.49867651 -0.75714266 -0.2795214 -2.43371671 1.77036869 3.08045552 0.12003498 -0.29475855 3.92185901 2.63345135 -0.95369838 -1.30170136 1.62807563 -1.34554361 1.16202627 2.64252682 0.62193238 -0.45114088] Distance 10.006275659016541 Each least square approximations [-3.84997857 0.24855781 1.17399868 2.51928595 0.82459565 -2.8381644 1.34018631 -0.46872728 -1.73111646 -1.84545942 4.31844116 4.26258736 1.17288903 -3.51859381 2.14298015 0.81579224 1.25183651 -0.17789226 0.03536077 0.53962155] Distance 10.198609454123167 Each least square approximations [ 3.14627794 -1.45450523 1.42543626 3.23190469 -3.29006519 1.02978402 -1.92104918 2.14881529 -1.26938363 -0.01488183 -0.95327636 -0.23905355 1.6677878 0.34905691 -0.04166936 -0.54033443 1.66164676 -2.81780964 0.43329375 0.07624535] Distance 11.838257890537491 Each least square approximations [ 3.79909935 -2.57236575 -3.22140462 0.90946188 -0.1012231 -1.13605428 -1.75459548 -0.45734092 0.77025302 -1.81877794 3.40194247 2.02241699 -3.06257728 -0.68131439 0.75718195 0.45794109 2.40447565 -2.27649229 -1.39074543 -0.93323255] Distance 10.986100396603712 Each least square approximations [ 5.05222717 3.3450054 -4.16655282 2.64469949 -0.69907247 2.39333726 -1.21274833 1.82391152 2.83845541 1.68159151 0.24112998 -0.6105416 4.40915528 0.20207404 -0.64450101 -0.87294313 -0.82727926 0.23426945 0.07384161 0.54026723] Distance 9.81856607157495 Each least square approximations [-3.90981281 3.9949973 -1.63879171 -0.33266567 -3.95679372 -3.34231741 1.65282377 0.30634635 0.38831329 -2.41523571 -2.45843349 0.31613052 -0.42370226 -0.37889274 0.03732498 -2.06938977 0.67419984 -0.19673429 -2.0285795 -1.26656279] Distance 10.717030699665864 Each least square approximations [-5.03763231 3.48185301 -1.79790013 5.42883855 3.17833865 -3.33258032 2.55274188 1.84764072 -1.2422661 1.5792758 -1.16046876 0.54643859 -0.17375002 1.80327913 -0.7445756 -0.36570188 -0.83759064 1.25962491 -0.80381224 1.48577412] Distance 9.786424099821684 Each least square approximations [ 8.39464612e+00 -4.35337903e-01 7.85311427e-01 -8.23480159e-01 -3.66798076e-03 2.02239274e+00 -3.34437547e+00 -1.14721258e+00 2.40305798e+00 1.65602812e+00 -9.10448489e-01 1.11794474e+00 -2.43588457e-01 8.06162010e-01 7.79953506e-01 5.96993765e-01 -1.66567319e+00 2.89966589e-03 1.31320710e+00 -1.08850178e+00] Distance 10.267111870582173 Each least square approximations [ 9.95649337e+00 -5.18571989e+00 -5.43823710e-01 2.76538943e+00 1.51071779e+00 -2.39374087e+00 3.14975980e+00 -3.19766573e+00 -2.64589318e+00 -7.88684052e-01 1.15258477e+00 1.95938371e+00 4.67118992e-01 -2.59398947e-01 6.63072780e-01 1.51068913e+00 -1.62855508e+00 -8.62035904e-01 5.00524969e-03 1.88204228e+00] Distance 5.201214403001709 Each least square approximations [-5.65967553 -4.3924257 -4.90599168 -0.3221899 -1.47322027 1.78176507 1.69139307 0.6876776 1.81435927 -2.94538388 2.7744691 -1.01576681 -1.87855247 0.00593104 0.89385171 -1.04369083 -1.97936634 4.18081226 -0.30655597 -1.94108752] Distance 8.738605309324635 Each least square approximations [-8.01009754 2.1414728 3.78635563 -3.81329053 0.36500332 -0.47589559 -1.540453 -1.1668352 0.08182867 -1.46787586 0.92278071 1.65907663 -1.69476919 -0.85003488 1.91275977 1.9383689 1.42766756 1.15028723 1.0266441 0.48605673] Distance 9.421541317015532 Each least square approximations [-5.60346348 0.52435281 8.32595052 2.21617406 -1.77620933 2.92090328 -0.26091332 -2.68309347 -0.4036891 -0.42944635 1.04922103 0.71569643 1.00553971 -0.92193482 0.42197805 0.62135534 0.3555553 1.20112934 0.71591456 0.89799707] Distance 8.93188788436388 Each least square approximations [ 7.6204594 -2.42129361 1.61307134 -3.01518931 1.22191773 -0.18143537 -0.71985677 3.7245703 0.63406562 -0.27932626 -1.46404664 -0.47917605 -0.56720751 -3.04944321 1.22434593 0.26914923 1.45822771 0.34273818 -1.64415628 1.25248253] Distance 9.990363636201758 Each least square approximations [ 5.35974585 5.11376682 1.43746599 -3.2331704 4.14464279 0.92220172 1.78448957 -1.34006964 0.47639879 -0.97085632 2.44005087 -1.90757671 -0.84283834 0.40017256 -2.02434759 0.56279518 -1.41947813 0.78124216 -0.8110962 -0.61252354] Distance 10.089648447103855 Each least square approximations [ 7.10063459 -3.69548417 0.77931126 -1.92072357 2.8318252 0.22692161 -3.04660353 -0.66665264 -2.6152231 2.32916274 1.22824002 0.124934 -0.79150757 -1.05766642 -0.98829264 -0.25371806 -1.90407498 1.92902381 -1.57565987 1.21775214] Distance 9.892246282605031 Each least square approximations [-6.27013003 -2.70356385 1.506703 4.97294255 -0.67393013 0.96352829 -0.98773511 -0.96730429 1.72611889 1.86735249 -0.60040833 -1.63476491 1.51157545 -0.22937586 -2.47092823 0.53765418 -1.45465205 0.65441443 -1.93120377 0.27193822] Distance 10.507876386059488 Each least square approximations [-5.81931715 5.72877966 -5.32921347 2.29888725 0.05072001 -2.04227225 1.99885524 -2.11806684 -3.55024501 -0.03423902 1.59477037 -0.87054958 -0.01911461 1.73412264 -0.7793772 3.23696199 -0.74416893 0.97335181 -0.37342792 -1.82910306] Distance 8.239806353204642 Each least square approximations [ 9.62725538 0.32735816 -1.73441082 -0.84623001 -2.19021527 4.65803791 -0.95560082 0.98330941 0.91747852 -1.36309429 0.46501726 -0.20158014 0.2776559 1.08821864 0.17960673 1.26187131 0.91466428 1.24031252 -0.40675033 0.2724456 ] Distance 9.086079335621394 Each least square approximations [ 8.98737239 -1.27768643 -1.13958552 -2.00873099 3.37431239 2.92920527 -2.66221784 -3.25034153 0.2055692 1.90442575 0.74526446 0.01741926 0.9062829 -1.895254 1.03781188 0.54897367 -1.88355275 -0.5357609 -0.99138582 0.13675036] Distance 8.700212135737178 Each least square approximations [-8.91080674 -2.32968212 -3.86678654 -3.78291245 2.6606108 0.45203932 1.51833836 0.86406153 -0.89720623 -0.37268287 1.4841574 4.50833951 -0.84926838 0.18112364 1.22253425 0.01633885 -1.42075064 0.87345965 1.22369549 -1.01679275] Distance 7.774514518528575 Each least square approximations [-11.95143203 1.5872271 -3.33656825 -0.91884216 -1.97073508 -1.32591114 1.51164311 0.90277342 0.99193659 -0.71223866 -0.70685917 -0.83860495 -0.69125847 0.94941604 0.07092181 0.83296854 -1.55590937 0.37967305 1.01481726 0.51589077] Distance 6.41840121855556 Each least square approximations [-9.97216307 -3.71383084 2.86118609 -1.56130935 -1.22029691 1.19603621 0.59858609 -0.52847562 -1.33042772 2.88801315 1.70091545 -1.07930814 2.10532374 1.11904385 2.50310229 0.33997315 -0.19125439 -0.99460259 0.2920602 -0.59738868] Distance 7.796390269336352 Each least square approximations [ 8.72166137 -0.46159926 4.85856587 -0.83541935 2.89898829 0.72231783 -2.00471435 1.80239785 0.66525798 1.14750186 1.89219083 -0.25594296 -0.28345034 2.73160025 0.83916217 1.13353407 1.25915392 -3.45026981 1.81029656 -1.16676399] Distance 8.127847683963966 Each least square approximations [11.50491833 2.38774702 -0.11614403 -3.16844857 -1.05037255 0.57582963 -1.63134774 -2.34169261 1.73079583 -2.67778775 -1.62882399 -0.19851168 -0.30923311 1.12273679 0.31974093 -1.191036 1.37107016 0.37655191 0.8992161 -0.33087057] Distance 6.287442408876414 Each least square approximations [10.5112972 -0.87434548 -1.01838142 -3.79268388 -2.16723221 2.13522714 -0.86362705 -0.27389363 0.14969846 2.05236668 -0.90539403 0.89095169 0.93872398 1.56516027 0.45506768 -0.35249838 0.55843561 1.32266794 -1.6474565 2.60832959] Distance 7.620000050265749 Each least square approximations [-1.30062013e+01 2.33896413e+00 -1.34667852e+00 3.11384249e+00 -1.06650536e+00 1.59384524e+00 -1.18678542e-02 2.00793464e+00 -1.85494985e+00 6.10637099e-01 7.53352339e-01 2.03057355e+00 -1.34840603e+00 4.45595918e-01 -9.30664661e-01 5.89898375e-01 -6.46210120e-01 -5.02292400e-02 1.00071858e-01 -9.73419192e-01] Distance 2.9899249866486306 Each least square approximations [-7.23528742 6.09146927 -3.37560388 6.1670263 -0.94253726 -0.53214126 0.96750957 2.81451897 -3.24696552 -1.81995755 -0.43116511 -0.34061107 -0.01288274 0.38983248 -0.04897604 1.79430303 -1.62318762 -0.6859929 2.37158957 1.04654994] Distance 6.616646824877487 Each least square approximations [10.96555926 -1.25117316 2.47318561 -1.75899735 -4.64992235 1.30231154 -3.22698289 -2.38499734 2.00700938 0.54965657 -0.71683867 -0.31340878 0.19204382 0.95655846 -0.15160068 -1.40873453 2.55849056 1.26291583 -0.46820879 0.77808631] Distance 5.721998126356247 Each least square approximations [10.13197999 -1.40656846 -1.45287567 -3.51626198 2.09465006 -2.11839319 -1.42669032 -1.58045694 0.62947148 0.98824075 0.79692169 1.99463201 1.08738263 -1.92053948 1.11479563 -1.66730915 0.93718875 -0.8907499 -0.49484698 0.39466181] Distance 8.40096457588474 Each least square approximations [-7.96430001 -5.99375023 -3.71925935 -1.29178109 -0.18314293 1.56758788 1.50861146 -1.04144305 -1.18949137 -1.5703257 0.93230151 1.62811701 0.59048 -2.26165575 0.31274579 1.9384293 -2.84308282 0.82926863 -2.82849388 -1.23550424] Distance 8.020094136406327 Each least square approximations [-9.33163219 2.59462996 2.19150775 -3.98888388 -3.40940406 -0.97651871 1.10614525 -1.49641928 2.57120134 -0.18369873 1.53663234 0.6753515 -1.19620559 0.91139079 -0.44393191 0.19244865 1.45222354 3.05261308 -1.47151305 0.73509421] Distance 7.961830526721825 Each least square approximations [-9.96374009 -2.71824358 5.95359216 -0.01663478 -0.29464017 0.01632494 -0.3419634 1.72430066 -0.32943822 -1.42619083 -0.01146615 0.20540016 2.4748528 1.63634556 0.90262796 2.32926174 0.48019951 1.76031473 -0.89128874 -0.7779978 ] Distance 7.266580422814681 Each least square approximations [12.82318617 -5.22268183 0.53434332 -2.40755666 -1.19675817 -3.24304508 -0.82916461 0.22581314 0.62393638 0.19363918 -0.7027925 0.29875941 0.35055537 1.02380801 -0.65891497 0.37325596 -0.11132052 -0.51381611 0.13919948 0.16621057] Distance 2.547375551446466 Each least square approximations [ 8.80927765 1.78316886 1.85102473 -2.44989949 3.19417422 0.38784186 -0.92659393 -2.35292022 1.20267912 -1.01554551 1.90325961 -1.7018885 -0.97161011 0.3936022 -0.27200894 0.08816999 1.09563189 -0.14226303 -0.2835536 -0.33492761] Distance 10.074602508640497 Each least square approximations [10.46954329 -2.98412057 0.6454979 -1.14310689 0.47699597 0.12316717 -3.33996118 2.2224361 0.70178209 0.07875724 1.93569766 2.74621708 0.4363397 2.33608871 2.62873138 1.64839285 -0.4749251 1.15199003 -2.0303691 2.2612071 ] Distance 6.75425810356147 Each least square approximations [-9.00228926e+00 -1.93537883e+00 1.30595951e+00 2.60896562e+00 -1.27401521e+00 -1.25205923e+00 -5.81011436e-01 1.26491896e+00 -3.81620825e-01 4.33824648e+00 -6.59741927e-01 6.83928596e-02 -2.13097582e+00 3.75220914e-03 2.74965397e-01 1.89360101e+00 -1.00425594e+00 1.28261928e+00 -1.41587609e+00 2.82936422e+00] Distance 9.019311934070641 Each least square approximations [-4.71520196 4.41728763 -4.68465047 3.21905782 -2.54454386 -0.67082046 -0.43010208 2.70350516 -4.17164377 2.08872437 -1.2936235 -1.20627518 0.91296777 0.60603963 -0.79221186 0.83822358 -1.28104682 1.22218045 -0.40866704 -2.58628661] Distance 9.120140354751383 Each least square approximations [ 9.19906155e+00 -3.90163934e+00 1.90994961e-01 -1.85847924e+00 -1.01437381e+00 1.18897043e+00 -2.65751449e+00 -2.13214575e+00 1.63331268e+00 -1.75759237e+00 -1.42557313e+00 1.61839428e-01 7.31262349e-01 4.71118214e-01 -7.27509957e-01 5.06960259e-03 -1.44763457e-01 -1.04300044e+00 -1.47926484e+00 9.14700983e-01] Distance 8.856811396344908 Each least square approximations [ 9.03017436 0.43489628 -4.51844954 -1.71911853 0.01262023 -0.38230803 -1.38040206 0.75831322 1.42540527 1.10748284 3.36307474 -0.93366746 1.6985459 -1.08066636 0.23822649 1.51061614 -1.16862282 0.28529777 -1.26536582 0.56327899] Distance 8.725586108638767 Each least square approximations [-9.10986183 -5.08001177 -0.93505299 -1.43172548 1.43886433 -0.10853391 0.12065064 -0.33925702 -0.95654609 3.02766672 3.55796661 0.35435699 -1.3182973 -1.26001019 1.48186195 4.18848443 -2.02356461 0.6090847 -0.6292584 -0.70395045] Distance 6.62151455445979 Each least square approximations [-8.47646922e+00 4.29255625e+00 -3.72657300e-01 -2.17437960e+00 -2.94983830e-01 -1.06127387e-04 9.11180418e-01 1.85836767e-01 5.18635996e-01 3.24875165e+00 1.55951548e+00 3.91457537e+00 5.18215868e-01 -6.19129626e-01 -1.32180780e+00 -1.51564827e+00 1.30474650e+00 -6.21875115e-03 -2.22914834e+00 -2.27695345e-02] Distance 8.545308402401803 Each least square approximations [-9.20456646 -3.2324015 3.31822984 -0.36475962 -1.39536268 -0.77033916 -2.27490634 1.52358193 -4.15467438 -1.06432398 1.60244183 0.62561614 1.37545435 -1.37565001 -0.92634288 1.85349572 0.76779607 -0.95993762 -0.84224684 -0.22855282] Distance 7.810773868640395 Each least square approximations [ 7.55472856 -4.05692743 4.34639679 -2.37468111 -0.79814824 1.65187281 0.04335553 1.91381723 1.2678083 -0.2765135 -0.85580012 0.73053377 2.92015123 0.02138307 0.00887066 0.31260099 -1.15079719 -2.8203243 0.86351751 -0.3684912 ] Distance 9.068434384063536 Each least square approximations [ 8.5566966 2.64179665 1.33450866 -1.11692964 0.93363956 -1.90591022 -2.86534425 0.96642658 0.27696099 -3.29657585 2.37918817 -0.93779388 -1.85599464 2.54731656 -1.03698568 -0.30386718 -1.1228474 -0.0720201 -0.469782 -2.20923931] Distance 8.78859514462848 Each least square approximations [11.99463347 -3.04714816 -0.18829813 2.00151251 1.48565365 -1.48515183 1.91825862 1.47506847 1.97150995 -2.35664305 1.96876933 -0.51656289 0.81743235 0.27984401 -1.48131173 -0.24368462 0.09619461 -0.04178932 0.40200987 0.12289706] Distance 4.982714791328473 Each least square approximations [-9.61701925 -2.13400226 0.95367922 0.19905592 -0.85874665 -1.96055215 0.18949398 -2.51332801 1.55398141 1.49198895 0.25159038 0.91605677 0.46458005 1.09709083 1.44787751 -2.43183022 -1.37993758 1.22885707 -2.10654898 0.17416116] Distance 8.791237629846147 Each least square approximations [-5.47514768 2.85635627 -5.70733925 0.95556629 -1.62468978 -2.45946697 1.73454471 0.12406668 -4.00554172 2.75695548 -1.36894066 -0.01708915 -0.49001865 0.79204024 -1.22108178 0.78212024 -1.58786519 1.862519 -0.99904605 -2.2985929 ] Distance 9.539066123333855 Each least square approximations [ 9.96362502 0.55755078 -2.38766637 -1.28554027 0.5921658 2.46552276 -0.5419453 0.97292182 -0.32573919 -0.80268463 0.42732795 -0.23996747 1.34094377 1.83666602 -0.76913105 1.12952475 1.15453741 0.6305105 -1.67191031 1.86611531] Distance 9.189406941994271 Each least square approximations [ 8.84998568e+00 2.34893676e-01 -3.14475077e+00 -1.68428586e+00 2.27968002e+00 2.57019972e+00 -2.80936820e+00 -1.17770780e+00 2.09055782e+00 -3.60265567e-01 1.39721710e+00 -1.03185097e+00 2.03696699e+00 5.86029324e-01 -6.87175690e-01 7.39249785e-03 -1.26103716e+00 -1.59995265e+00 2.52410329e-02 1.28703687e+00] Distance 9.19866668069389 Each least square approximations [-9.77157474 -1.69305799 -2.18837982 -0.95868185 2.04611578 -1.13103837 -0.20105871 -0.20993643 0.3341225 -0.53773234 3.42204304 4.56499586 -0.99626534 0.13024209 -0.79789875 -0.36947891 -1.39457819 0.44649374 0.71151783 1.42498341] Distance 8.128236793394985 Each least square approximations [-1.06993445e+01 3.74265507e+00 -3.59293247e+00 1.84765600e+00 -1.72197703e+00 -3.43652354e+00 -2.38929968e+00 -4.07154332e-01 1.23142456e+00 2.41880821e+00 4.33614628e-01 1.38631126e+00 -6.98839563e-03 -2.55612881e-01 -2.21702231e-01 7.84205489e-01 -1.81022133e-01 5.71091213e-01 1.49968459e-01 4.69549912e-01] Distance 6.231103202158222 Each least square approximations [-8.61803639 -3.1138196 1.81925389 -0.32783075 -4.2507018 1.64678599 -2.46072236 -0.2752282 -1.4911676 0.77955158 0.47162267 -1.09603789 0.1025586 -2.17764988 1.80361819 -0.19550478 -1.02239969 -0.84494478 0.51303789 -1.18953457] Distance 9.222775772463612 Each least square approximations [ 6.92638783 -1.59635582 5.23716753 -2.79417408 3.23796001 1.16643384 -2.97906742 -0.72875943 -0.9783726 1.65316539 -1.27475078 -0.02442153 -0.03060755 1.94389318 -0.0367082 -0.95695111 0.51091158 -3.36131863 1.61756922 0.07671914] Distance 9.158983879369408 Each least square approximations [11.41384758 5.01148402 -0.29355932 0.64014329 0.14870445 0.43052068 -2.25762903 2.60855305 -0.33322593 -1.41762341 -1.4820725 0.75729501 -1.53925871 -0.85675534 -0.51144902 -0.03665601 0.54802004 -0.86755676 1.06145909 -1.00464949] Distance 5.970685318326392 Each least square approximations [11.5327305 -0.08470334 1.58900853 -1.93120719 -1.94112582 0.15291647 2.23526181 -3.468625 0.53440644 2.85975893 0.17635859 -2.01118385 -0.1237346 1.17584619 -0.03222064 0.89654915 1.11434794 1.10503877 -0.7786525 1.06505143] Distance 6.005007158348534 Each least square approximations [-13.01515982 -1.86767225 -0.24804416 -3.60398442 -0.68008189 3.32216232 -0.50185742 0.21211109 1.71320662 -0.70722018 -0.25832287 -1.40493093 -0.49723838 0.37112851 0.26741184 -0.15269767 0.53265815 -0.04446781 0.13792811 0.78752707] Distance 3.237492339129237 Each least square approximations [-9.63658134 2.32458727 0.38878958 0.60043524 2.33328236 0.77977974 -0.79007932 0.86620126 -0.63041816 -4.10413742 3.32449258 -0.09046022 0.47710755 1.13616616 -0.40833096 2.73343404 -1.65224239 2.43572439 0.07200402 2.38873069] Distance 7.227018689105597 Each least square approximations [ 5.83388641 -0.58630187 0.66341536 -1.06426897 -4.54531489 1.45328784 -1.2715073 -2.41610676 -2.62582883 1.60431191 -1.54972614 -0.83727458 -0.79762252 -0.44471095 -0.89325897 -1.83415392 0.45411497 1.35488522 1.38478452 0.54505334] Distance 11.057447059571018 Each least square approximations [ 7.50400535 0.36750543 1.78715086 -2.35660635 1.68315049 -3.62538023 -0.72256135 -2.98397469 -0.02665988 3.67059059 0.51306771 0.73452124 0.96979714 0.54900295 -0.38017413 -1.64319827 3.5052693 -1.56716441 0.7492197 -0.25800734] Distance 9.27032690216232 Each least square approximations [-6.61355407 -1.5148124 -1.62334949 0.03273157 -3.09114665 1.10782771 -0.45904467 0.88734498 0.55888903 -0.37382618 -2.43874409 0.66501973 1.22995171 -3.34738181 0.9178141 0.11702605 -4.28642691 1.69641656 -1.43588639 -1.09172106] Distance 10.241925533678977 Each least square approximations [-5.80497738 -0.12283287 2.15556626 -5.70368404 -0.613002 -4.54797126 1.25963451 1.02594925 0.17451341 -1.26067827 -0.4625127 -0.9756295 -1.51472921 1.7756465 -1.11104479 1.94208799 0.98796152 0.65571595 -0.37034336 0.4263984 ] Distance 10.035630527871318 Each least square approximations [-9.73434252 0.96203803 0.98661569 -0.1921287 2.91079986 0.50978576 1.14807087 1.58295218 0.6576045 -0.89834842 0.59062703 -0.10320486 3.02337517 -0.03942767 -0.32530056 1.81435187 0.05809596 1.50911675 0.74442799 -0.91419055] Distance 9.121886743978335 Each least square approximations [11.69872725 3.81450028 -6.16741172 0.17201435 0.72758126 0.26807863 0.35867614 0.74111092 1.17647891 -0.71773921 -0.92846198 -0.29032482 -0.12941107 0.47778083 0.20526216 -1.09158234 -0.14818879 -1.3588502 0.8416619 -0.21565433] Distance 3.544617669270749 Each least square approximations [ 4.99998873 0.92067339 -0.51093449 -3.47468854 1.42766706 0.04566275 -2.59144211 -4.52853773 1.64648083 -1.01127918 1.62384553 -0.60723373 1.60532521 -0.14275693 -1.18372271 0.89448393 1.3004061 0.57919905 0.56714558 1.40067638] Distance 11.268303236517333 Each least square approximations [ 5.70869375e+00 3.36177032e-01 -3.35873973e+00 -4.10603383e+00 1.47505209e+00 5.38651830e-03 -3.19695799e+00 -2.44283595e+00 3.99126627e+00 3.42509707e-01 7.58049424e-01 2.67118642e+00 -6.37667134e-01 1.83539885e+00 1.57462086e+00 5.34212502e-01 -1.33479975e+00 -1.30961386e+00 -9.31578219e-01 2.00185914e+00] Distance 9.612078106831843 Each least square approximations [-5.33927586 -0.38442307 -0.78828448 3.72964684 -0.38294065 -2.26787985 1.09082884 1.3883765 -0.45662529 3.63386628 -0.14254608 -0.16865387 -2.71132392 0.76011462 -0.53489683 2.46262815 0.95953788 0.33275773 -0.51923914 1.1799002 ] Distance 11.324237876056419 Each least square approximations [-6.27093847e+00 5.59804715e+00 -2.13278103e+00 1.03162314e+00 -1.80517641e+00 1.02001763e+00 1.83669059e+00 -1.23148942e+00 -3.53899178e+00 1.75041955e+00 -2.34231143e+00 -9.25493001e-01 -1.42594370e+00 2.61871127e+00 -3.04125351e-01 -1.04485744e-01 2.60319677e-03 1.83761933e+00 3.40322266e-01 -1.60042607e+00] Distance 9.073843038877392 Each least square approximations [ 6.38455441 -2.53761723 0.24960035 -1.06893962 -0.36980744 2.28298388 -3.47185674 0.12986749 1.41618051 -1.01580601 -1.17964174 0.16900843 -0.58000891 1.73595678 0.31223094 0.60978122 1.37592728 2.23362885 -1.44653193 1.01686791] Distance 10.98486941236326 Each least square approximations [ 8.49336322 1.35703043 -0.91432815 0.82187922 4.25783112 2.82419653 0.46480024 1.46627833 0.22580765 2.44106497 2.36002608 -0.55922103 1.7439968 -1.50439857 0.30295995 -0.67584671 -0.1553586 -1.87057942 -0.42617124 -0.42153727] Distance 8.898866203242276 Each least square approximations [-7.60923771 -0.40680427 -2.94535981 -4.51503587 -1.81445446 -0.33929707 0.8794274 -0.51051336 0.35392915 -2.18289371 1.08759222 4.11660826 -1.16151991 0.5215121 2.41089064 1.57122156 -0.51545228 0.72081493 0.08486612 1.93461783] Distance 8.703688960075112 Each least square approximations [-8.99612168 -1.23087569 -2.0472963 -2.17095793 1.21638581 -1.63293544 1.15785345 1.09509705 1.46250152 1.17921447 2.01694978 2.71186336 -0.35089818 0.57195832 1.8664961 0.2293122 0.50728528 2.04666067 1.41835419 0.36310201] Distance 9.011965171302158 Each least square approximations [-7.12875347 -1.57041453 3.0131101 0.30147295 -0.17390968 0.28764783 -1.09773778 0.08198769 -0.85245307 0.49560266 3.26438986 3.17530413 1.23629482 -2.63126365 2.61016992 0.47705724 1.24333318 0.26792833 -1.43683953 -1.36310898] Distance 9.912399668224102 Each least square approximations [ 7.03733924 -1.90753671 5.03861992 1.45892317 -1.03010437 2.10011411 -1.80954138 2.03993518 -1.47363047 -0.09314464 -0.7136588 -0.92191103 0.44815982 0.71015497 -0.24195551 0.29210441 1.48391147 -2.58481698 2.45330444 -1.30525177] Distance 9.497304121238821 Each least square approximations [ 8.29251752 3.77021945 -2.574485 -0.41665292 -0.17322985 1.16014252 -2.37679426 -0.72748701 0.30413178 -2.22625981 0.86478062 0.10087708 -2.88012418 -0.24110701 2.43667911 -0.18707471 0.64755995 -1.88040342 0.4199534 -1.41628677] Distance 9.009613966599968 Each least square approximations [11.04048411 2.02066254 -0.62132642 0.75600025 -1.47689975 2.70375698 -0.53363163 0.19876943 -0.95997438 2.68853139 -3.31175504 1.24388483 2.95999849 -0.89493776 -0.21546377 0.22511549 -0.77955557 -0.44546222 1.04380567 0.4744938 ] Distance 5.965351853278459 Each least square approximations [-9.65988328 0.74908557 -1.80496264 0.86865146 -1.91664178 0.47614634 2.89899971 -0.65383379 2.05165416 -1.37356686 -3.11746338 0.8610561 0.05571324 -0.06170736 0.53350254 0.05151637 -0.14829158 -1.40364503 0.6373354 1.64834404] Distance 8.496756803905196 Each least square approximations [-4.82642136 3.82793828 -6.80258822 4.43570428 1.65109571 -3.49840539 2.44749657 3.12130497 -2.01388359 1.65445221 0.22469115 -0.48496287 0.67738981 -0.52100576 0.3713928 0.27137484 -1.42685136 1.92183822 0.8049192 0.75145095] Distance 9.0800756728264 Each least square approximations [ 1.49242878e+01 7.17095692e-01 -1.37909853e+00 -2.15616217e-01 1.88813281e+00 -4.03138093e-02 -3.78222031e-01 1.20374118e-02 4.63693235e-01 9.08713309e-01 1.80642080e-01 -4.43555750e-01 -3.59016431e-01 2.59276119e-01 2.16017274e-01 -4.93242829e-02 -4.73366112e-01 3.49011982e-01 -3.29457204e-01 2.36653186e-01] Distance 1.0360652657405414 Each least square approximations [11.20604543 -3.63562883 -4.64888757 -1.64515151 -0.1774799 0.38602924 -2.24931059 -0.10046144 0.53958459 0.35738114 0.51106001 2.3211889 2.05878929 0.44983386 1.47378569 -0.29376432 -0.55043381 0.11347907 0.43791898 0.29428463] Distance 7.0910250656309275 Each least square approximations [-9.0643199 -4.56340834 -5.75141211 -0.36918049 1.89733058 2.31110259 1.04076943 -0.11170578 0.43711443 -0.15987846 1.08487378 0.52137272 -1.13512187 -1.82807648 -0.06675205 0.59339132 -2.80247145 0.93784859 0.93437626 -1.85882158] Distance 8.127342303364603 Each least square approximations [-11.20810672 6.13539187 2.9185982 -1.4212157 -3.99596736 -1.87840192 -0.064626 -1.51807224 2.12442014 0.67512624 0.5656792 0.23610771 0.56882195 -1.52766392 0.48575411 0.8242746 -0.49709764 0.82704567 -1.37498392 0.55679066] Distance 4.93450631570464 Each least square approximations [-9.33631442e+00 -1.89787912e+00 7.00286681e+00 -4.18109038e-01 -2.42386382e+00 1.01808358e+00 -2.50984606e+00 -1.28592908e+00 -6.94158323e-01 -1.31789640e+00 -9.71860167e-01 -6.16568735e-01 9.74052611e-01 1.30736405e+00 4.29010828e-01 6.35103872e-01 1.06598435e-02 -3.89673073e-03 6.68093303e-02 -5.86724267e-01] Distance 8.367811133029914 Each least square approximations [ 9.98429409 -3.00294934 4.4158401 -3.79332234 1.91904798 1.0697328 -2.74417702 0.66858697 1.26022677 3.24055204 -2.58755101 0.23825204 -0.24009272 -1.32593465 1.61458791 1.61420385 -0.1025869 -2.13652971 -0.4369507 1.00700665] Distance 6.705119227328057 Each least square approximations [10.52159419 4.43326893 3.06337573 -1.48240827 4.44304782 0.12238153 0.7263822 -0.43909688 -1.56505327 -2.91702542 1.283073 -1.05081452 -1.56210649 -0.60195284 -1.4217874 -2.68361739 -0.15894727 -0.70638173 -0.70846664 -0.73567317] Distance 6.502943350856634 Each least square approximations [10.67998256 -5.48940171 2.24608939 -3.86791272 -0.32231169 0.5252276 -2.32011795 0.09245028 1.23697181 1.78799038 3.14440332 -0.653988 -0.62777219 0.28504701 -0.47881417 0.23831865 -0.79929547 0.28615455 -1.06417033 1.76661128] Distance 6.423090786682389 Each least square approximations [-11.14955672 -4.6787387 2.31274853 2.02776759 -3.07184748 0.34617322 -2.59300402 -0.10325977 0.22407911 1.49161688 0.1417195 -0.4579877 -1.01637611 2.21589158 0.14011757 0.25709785 -1.47281436 0.35103734 -2.48554594 0.78168545] Distance 6.514332963115547 Each least square approximations [-3.94456958 1.60623924 -7.50926191 -1.34251568 1.46940525 2.48061121 -1.94024302 0.9777299 -1.88173369 3.39933009 -0.93782003 1.36152423 -2.37519678 -0.38960977 -0.79315895 0.55035693 -0.48918524 -0.29377848 -1.31501064 -1.78928445] Distance 9.457105399497742 Each least square approximations [ 5.68935272 1.41652664 -0.65120242 -0.70685559 0.591315 2.39476117 -1.04855959 -1.07525437 -4.16445381 0.78905309 -1.46617273 -0.77617914 0.27213348 -0.54173421 -0.20788214 1.08422582 1.30743137 -2.29708345 -1.93161965 1.37715821] Distance 11.404198279043973 Each least square approximations [ 5.60047388 3.0092419 -6.61733726 -2.48368306 1.18965304 0.46076398 0.06996974 -0.6063798 0.28462491 0.75750093 -0.03477722 -0.80946429 -0.77468707 2.69858288 -0.23231543 -0.51988833 -0.58132661 -0.45968286 -2.78504184 2.26218203] Distance 9.658792067985393 Each least square approximations [-10.88449034 4.67018988 0.17524268 2.12821457 2.78269492 0.56642152 -1.22004126 0.97841152 1.00330865 3.74200452 1.2454764 1.92592254 -0.35708934 2.39757509 -0.32401925 -0.45404884 -0.4415573 0.55621026 -0.32602517 0.73554373] Distance 5.064697852026248 Each least square approximations [-5.74589478 1.5024529 -2.50787114 -1.78169641 -0.99835138 0.23283979 -3.43078186 -1.11256061 2.17838105 1.51019195 0.03841836 0.54650054 1.87032418 -1.50821722 -2.03288495 1.13519456 0.38142237 -2.04602941 0.58751626 -0.63531087] Distance 11.234588945593092 Each least square approximations [-7.83089888 2.43791953 -0.43865089 -3.61189291 -2.02268445 0.26109488 -2.21356201 -4.55517514 -3.59122745 -0.51947918 -1.10300555 -1.32744526 0.48722166 -2.03809553 0.78479948 -2.94665032 -0.0423661 -2.21611534 1.10052796 0.46086699] Distance 7.882060231978945 Each least square approximations [ 4.16604067 -0.59522839 2.10469354 -2.84533963 3.66519615 4.7959347 2.95907141 -1.3743943 -0.04471733 2.40776843 0.83199032 -0.17232003 0.05393798 2.30239574 3.32896147 -0.70559632 -1.61243573 -1.40366579 2.48705663 3.16447566] Distance 9.333920494445485 Each least square approximations [ 7.37853806 2.81843173 2.22026807 -0.42669493 -2.66844139 -0.22827756 -0.37010316 1.29469378 1.18531394 -1.03931687 2.40602528 0.89353135 -0.64472956 -0.46332566 -2.40309822 2.57042194 -0.72562875 0.32387021 0.29909273 -0.09018831] Distance 10.455359035115892 Each least square approximations [ 7.37349946 0.33096842 -2.52171433 -3.06967676 1.25549748 -3.13480861 3.33078734 -1.60073875 -0.09182321 0.83182447 0.09557475 -4.73412696 -0.88225386 0.48607001 -0.5334438 0.14361372 -1.66242079 -1.83892101 -0.17217691 0.19767955] Distance 9.09050144772553 Each least square approximations [-7.60719895 -0.80816598 2.1850972 -1.39704373 1.98992315 1.62627847 -0.92313912 -0.8632087 2.92950976 -0.23164323 -0.47608463 0.09612694 -0.04337706 0.20143443 -2.84356335 -3.12190986 1.5098053 -0.92384613 -1.58348352 -1.29336707] Distance 10.05494783052389 Each least square approximations [-5.78467853 3.2766512 -6.58347873 2.40419012 -0.95814857 -3.02227443 1.74588465 0.72884747 -3.02868701 2.21662237 -0.50589819 0.14526492 -0.89849664 0.47482791 -0.62275106 1.39711115 -1.81535184 1.80447164 -0.78822929 -2.59348034] Distance 8.69080846793552 Each least square approximations [10.45980163 1.31765236 -3.04969071 -0.986758 -0.97524925 4.49266611 -1.65964176 0.19758824 0.07705823 -0.0293349 1.17003899 0.06031812 1.65690395 0.42052212 0.35274422 1.17144492 1.05438062 0.31290188 -1.57722448 1.5494412 ] Distance 7.541550773069098 Each least square approximations [ 9.82992035 -0.43293241 -3.16177536 -2.56681877 2.57206826 2.19577795 -2.83997371 -1.74299368 0.69231951 -0.29747263 0.83949212 -0.21946511 1.28753623 0.22099354 -0.90600372 -0.95144276 -1.8375527 -1.81552576 0.27526428 1.10738381] Distance 8.090062905687565 Each least square approximations [-10.13030546 -3.10286928 -3.61904645 1.15456209 1.88294707 -1.29343076 1.00328247 -0.20289399 1.3430272 1.46990012 2.81986107 3.22331839 -1.19025322 -0.92660497 -0.37375433 -1.00478357 -1.23585436 0.34252045 0.44704635 1.23927967] Distance 7.215239587318048 Each least square approximations [-11.33515008 4.28844327 -2.83760543 -0.62673714 -0.63885426 -1.92647458 -2.58678009 -1.27019227 1.17695568 1.47788408 0.36066316 0.26732136 1.21617361 0.106355 1.3913611 0.8448133 0.97907482 0.43490122 -0.9194542 -0.95601353] Distance 5.962758869389571 Each least square approximations [-9.16202782 -2.53026654 3.97961914 -1.75330432 -4.77373981 1.74268227 -3.20425739 0.03640338 -1.14019541 1.00512893 0.04996558 -0.14668895 1.18175707 -1.48187119 0.35028946 0.21080192 0.09958665 -2.07228019 0.43999274 -1.4156723 ] Distance 7.494756269917419 Each least square approximations [ 8.05981177e+00 -2.01375238e+00 4.59263676e+00 -3.41990103e+00 4.68307648e+00 6.41653019e-01 -2.55387834e+00 -2.81636925e-01 -6.36482954e-02 1.91063599e+00 -3.71480998e-01 -4.31454653e-01 1.15802018e+00 1.68660307e+00 -3.53050682e-03 -4.92687052e-01 1.37445159e+00 -1.74814827e+00 1.46071764e+00 -2.26593084e-01] Distance 8.236034196929664 Each least square approximations [12.26021205 4.95333352 1.18684389 -1.19639051 0.20135218 -0.76838456 -1.07396884 1.26227556 0.59131455 0.37003464 -1.7873273 0.12299475 -0.6324169 0.20703683 -1.17168814 0.66133196 0.70774892 -0.22032432 1.0398036 -1.33180338] Distance 4.8680919266549605 Each least square approximations [11.25708695 -2.44490202 1.18603629 -2.68412872 -0.22395212 -0.65669648 2.98404605 -1.55212816 1.16499234 2.95884138 0.51577129 -1.17481151 -0.10792376 0.83946279 0.13469379 2.81891421 0.53275222 0.74852446 -0.83269097 0.97697556] Distance 6.170996528307631 Each least square approximations [-13.2351442 -3.55776202 2.53638017 -1.54918493 1.53460861 0.96124581 0.78617504 0.5123556 -0.18788239 -1.16438482 0.27657839 -1.21110481 -0.94624338 -1.04451701 -0.24770412 -0.6824881 -0.29570197 1.18685429 0.03572929 0.13486918] Distance 2.516935554850063 Each least square approximations [-8.86640235 3.39564307 -3.17765412 0.33331143 2.31547668 -1.13457635 -0.78525655 2.68789798 0.33550617 -3.46754289 2.9884344 0.21068382 -0.51215352 0.99947661 -0.96090556 1.94293221 -0.91824996 1.77304542 1.23520095 2.07300913] Distance 7.530644931956873 Each least square approximations [ 8.19325442 1.40795891 0.6721288 -1.37520415 -3.48194745 2.02501668 -1.05136822 -2.28399605 -2.8223439 2.39696662 -0.09659938 -0.46987504 -0.03325289 -0.40152948 -0.91227773 0.20535103 1.58026223 1.07415702 0.3521326 1.10971908] Distance 9.718438924127256 Each least square approximations [ 8.66940675 -0.42204445 0.12636002 -4.64276444 1.50170074 -1.53060769 -1.00292087 -2.10636307 -0.14275209 3.21031493 -0.93534024 0.80768539 0.69233284 0.37678176 1.12409889 -1.32209578 2.87677766 -1.22158311 1.98747986 0.64701108] Distance 8.477150665783071 Each least square approximations [-8.16536799 -1.487274 -2.72234547 1.19325963 -0.46516743 0.81655608 -0.59161699 2.0678521 0.60456646 -2.02616591 -2.69984867 -0.52196069 0.58737396 -2.53439561 0.89879113 -0.50142816 -3.93061304 1.82014664 -0.77933608 -0.55516227] Distance 9.255611406261885 Each least square approximations [-7.96580795 0.36408091 2.44052725 -4.01022674 -1.9850482 -3.09706466 0.35848449 0.2583451 2.54028482 -1.59693555 -1.28459262 -1.88375624 -1.06537062 1.60987933 -0.07600986 1.75397036 1.43449798 1.26429143 -0.85360415 0.56089024] Distance 9.130789953877157 Each least square approximations [-9.69279795 -0.25777036 2.02970557 -1.91510142 1.34151193 1.58085811 0.62958824 -0.8922973 0.99437917 -0.59800568 -1.16889137 0.53670502 3.17181314 -0.97571322 -0.48209164 0.22754001 -0.25525063 2.28018346 -0.39104029 -0.31492207] Distance 9.018015639389464 Each least square approximations [12.38132396 3.35537724 -2.00820068 0.65709939 2.18063319 -0.08221507 0.7577125 -2.89057588 0.86958924 3.34086176 -1.44814742 0.83391181 -0.64698558 -0.88660201 0.24056665 -0.58613093 0.61755673 -0.19519207 0.24279254 -0.57943241] Distance 2.931159012846193 Each least square approximations [ 6.87030307 1.83763907 2.01861932 -2.58242573 2.60766363 1.29206224 -1.22416716 -3.21831666 1.27945916 -0.32642199 0.82688217 -1.05356105 0.18208428 -0.56563872 -0.85799124 0.59776878 0.75304652 0.29716067 0.44041589 0.99061954] Distance 10.95317884061897 Each least square approximations [ 6.85485093 -0.49512603 -1.78063002 -6.95500042 1.49278393 -0.36224965 -2.76386418 -1.73979899 3.47207017 0.98577095 0.88037308 2.01472619 -1.07666555 1.90891935 1.79483411 0.61543452 -1.50702237 -0.66518167 -1.62059096 1.45498641] Distance 7.931592268319908 Each least square approximations [-6.92157449e+00 -1.97904728e+00 1.35974990e+00 3.06244435e+00 -1.09152781e+00 -4.53911852e-01 -3.95952074e-03 2.36123454e+00 -4.55915839e-01 3.03316571e+00 -1.08916258e+00 5.90074603e-01 -2.55960749e+00 9.29736936e-02 -8.98425212e-01 2.45370654e+00 -2.71315222e-01 -4.16533689e-02 -9.23496560e-01 2.49745942e+00] Distance 10.339858456439245 Each least square approximations [-7.99181413 6.38342177 -4.26105625 0.59459528 -1.91016667 1.14359925 0.41833866 -0.87457482 -2.14322467 1.04808888 0.39209438 -0.86576057 0.89686922 -0.32510118 -2.39269862 -0.13241486 1.34343929 0.18030207 -0.46110296 -0.84817454] Distance 7.50554762326193 Each least square approximations [ 6.55373648 -0.09226809 -0.58686957 -1.35178692 -1.73847109 2.66170912 -2.75806549 -0.66712615 -0.03023042 -0.653674 -1.989972 -0.27907928 -0.9420501 1.77506719 -0.58527698 1.17812635 2.21049525 -0.79349024 -1.03705425 0.06435464] Distance 11.011493676842552 Each least square approximations [ 7.98889465 0.28430164 -2.16452275 -1.49978815 3.3496499 1.27917637 -1.25091678 -1.16352502 0.56328586 3.62394535 3.18164606 -2.22612776 -0.40404084 -1.86284259 1.10913376 0.43325135 -0.01429073 -0.42637023 -1.41473503 -0.1567344 ] Distance 8.886685705528036 Each least square approximations [-10.39978621 -1.99725807 -1.55216663 -2.84842627 -0.79545831 -1.5589564 -2.19625658 2.52825707 -2.08607878 -1.18686763 1.16144545 2.34550002 1.41279613 1.21162444 1.58961511 0.24514042 0.14826587 -0.02296984 -0.94374715 0.60770364] Distance 6.669624725483029 Each least square approximations [-9.38920842 0.33363216 -1.97880211 -2.20612822 0.878945 -0.56780105 0.62928152 1.90082629 0.7211052 0.89065374 -1.08275116 2.2850953 -1.07319629 -0.79709526 -1.06473619 0.04795098 -0.34036119 0.57175656 0.92546214 -0.84001552] Distance 9.305034100477878 Each least square approximations [-10.4757023 -2.30613144 0.38616405 -1.01043341 -0.06448409 -0.16280885 2.5511157 -0.98976556 -0.23084668 0.01966851 1.8747348 1.43230627 1.25723378 -2.90415953 0.71626523 -1.68191537 -0.72460057 -0.80888548 -0.32532594 -0.76237433] Distance 7.535523408939251 Each least square approximations [ 8.99433159 -0.87872709 3.81642754 2.39337329 0.24748265 1.83878907 1.4347156 -0.24607767 -3.00629408 -0.81645197 3.48810867 1.44487563 0.962314 1.96771252 1.24547965 -0.36100359 0.62969556 -2.86365318 0.9605439 1.33497502] Distance 7.218655668176623 Each least square approximations [ 7.68281589 4.11861144 -0.87100097 -3.57155487 -0.38136505 -0.81732885 -3.28759913 -0.94164711 0.9051962 -1.89681337 0.70301517 0.52953927 -1.32391724 -0.31111837 1.23380975 1.57009557 0.27625336 -0.65028232 2.0893324 -1.17487336] Distance 9.060276997627646 Each least square approximations [ 1.10534337e+01 3.40802214e+00 -4.49860015e+00 -2.03712803e+00 1.32524360e+00 -4.27653857e-04 -3.90235159e-01 -7.36742412e-01 -2.31684804e+00 1.90460118e-01 -7.93062071e-01 2.08653820e+00 -6.88817718e-01 -1.39378946e-01 7.99514347e-01 4.44637329e-01 7.50796432e-01 8.06953222e-01 -1.19173697e+00 9.49216905e-01] Distance 5.048653516164743 Each least square approximations [-10.15743609 1.15461369 -1.76558588 3.13953044 -0.97999865 1.60503623 0.72784941 -0.09610006 2.41423244 -0.19558744 -1.28083806 -0.35302479 -0.31729889 -1.18382474 -0.74741537 -0.86307362 1.18662674 -0.6589071 1.07863888 0.71366576] Distance 8.115750342883443 Each least square approximations [-5.72265091 3.66779896 -7.19497097 4.29512548 1.49960377 -3.15252556 2.41247734 3.02411767 -1.67249098 0.69545715 0.22994024 -0.15927295 1.08443587 -0.61722674 0.68057977 0.44967558 -1.59667923 1.04201225 1.43758125 0.83285309] Distance 9.305547290755248 Each least square approximations [ 1.53071332e+01 2.47929146e+00 -4.01022396e-01 5.96447493e-01 -5.47216544e-01 -6.34923945e-01 2.31465923e-01 -6.22778240e-02 2.24148466e-01 -6.91945907e-02 -1.34665254e-01 -2.88524482e-02 -8.51062319e-02 -3.52614097e-02 9.69610646e-02 -1.09952669e-01 -2.69023095e-02 1.65927552e-01 1.20537945e-01 1.25320041e-02] Distance 0.5110682100944619 Each least square approximations [11.02972728 -3.46687092 -4.62383556 -2.72650111 0.88677585 -0.79137868 -1.81146587 -0.40810274 0.64011556 0.43197685 0.34305754 2.03574453 1.73933416 0.0382048 1.89710367 -0.42392968 -0.51815534 -0.06839317 -0.01256343 0.36389484] Distance 7.919726755096897 Each least square approximations [-9.30684066e+00 -4.48724595e+00 -5.91444746e+00 -1.46287463e-03 2.16244470e+00 2.07594160e+00 1.52987003e+00 3.50183293e-02 1.52782827e-01 -2.80708680e-01 7.96865148e-01 6.90048506e-01 -8.18327043e-01 -2.09691032e+00 -4.35890326e-01 2.19607619e-01 -2.81246723e+00 5.52670780e-01 9.93076011e-01 -1.52564881e+00] Distance 8.428030460824745 Each least square approximations [-11.14193218 5.71038598 2.80357249 -1.70548621 -4.79679057 -1.94736616 -0.22872896 -1.46152974 2.85718641 0.57407033 0.16073342 -0.74139473 0.70606349 -1.87369874 0.67467447 0.67767457 -1.02247029 1.07364159 -2.42141507 0.81966071] Distance 4.785887136341794 Each least square approximations [-9.91218336 -2.04153803 6.75853917 -0.72772858 -2.30135953 1.22065305 -2.58842459 -0.98018357 -0.66862072 -1.01915811 -1.3834894 -0.82494377 1.21903144 1.64121327 0.55861363 0.42042829 -0.40846596 0.33161421 -0.08771535 -0.37543574] Distance 8.360147871176217 Each least square approximations [10.62821962 -3.0439093 3.76464375 -4.03514713 2.43408785 0.42079342 -1.93627494 0.70817762 1.38792433 3.395511 -2.06661057 0.81271544 0.09476748 -0.52743583 1.60636896 2.01030875 0.19812504 -1.39292237 -0.24967147 0.97653263] Distance 7.128563420338006 Each least square approximations [ 1.08554368e+01 3.57596293e+00 3.27018642e+00 -2.24503180e+00 4.08124740e+00 2.15834498e-01 5.40542438e-01 -6.58169871e-01 -7.82162016e-01 -2.43398151e+00 1.03983907e+00 -1.56107846e+00 -8.62982807e-01 -1.18731922e+00 -2.07008661e+00 -2.31060360e+00 5.47726265e-03 -9.92267898e-01 -3.06804621e-01 -8.96112227e-01] Distance 7.391509666162132 Each least square approximations [10.62382323 -5.1553275 2.36343907 -4.48910438 0.17466198 -0.12499655 -2.52108852 0.30272237 1.35924192 1.38414597 2.99653757 -0.01764195 -0.08049407 1.1462669 0.32078792 0.9196174 -0.69771282 0.15536163 -1.36338313 1.40538009] Distance 7.149023243288522 Each least square approximations [-11.28949317 -4.28846871 2.70180564 2.26385447 -2.72259877 0.09974398 -2.53347593 0.61990409 -0.11789376 2.2785109 0.80342647 -0.84683079 -1.30415856 2.07611625 0.38082969 0.20227208 -1.72336298 0.07429675 -2.4687123 0.97896187] Distance 6.844900761804517 Each least square approximations [-5.76133904 4.28837216 -5.77598365 2.36690056 -0.12400675 -4.04235808 0.78644943 -0.06757473 -2.81456687 3.12737855 -1.27295536 -0.37545603 -0.44863802 1.80402027 -0.41682964 0.79136056 -0.34199217 3.27927176 -0.69639065 -1.65713333] Distance 8.309538945573765 Each least square approximations [10.03703888 0.1999868 -3.18528637 -1.44649012 0.18592508 4.35344826 -2.37593029 0.38694473 -0.04389763 -0.78870681 0.30653571 0.44883684 0.32670504 0.24663995 0.38107736 0.22163281 0.5321301 -0.05010581 -1.59358805 1.2710213 ] Distance 8.418526739462395 Each least square approximations [10.1037844 -0.22092055 -2.7089028 -1.96136166 1.63257622 2.8459531 -2.46001714 -3.38351576 0.09860108 0.48962978 1.2123417 -0.66858922 0.73210226 -0.58732882 -0.74914872 0.57474957 -1.41444353 -0.73230708 0.50564452 0.55738725] Distance 8.109807846850146 Each least square approximations [-10.02580686 -3.44184833 -2.89053746 -0.90345239 1.7660296 1.23050287 0.31423027 0.77399603 0.579255 -1.05919644 2.29701559 2.5790877 -2.01184099 0.17163578 0.46304624 -0.39525153 -0.60473168 0.8250311 0.81764538 1.04758521] Distance 8.178340171877858 Each least square approximations [-11.58374828 4.37324448 -2.65971243 0.8178834 -1.31719417 -1.17290382 -1.75338959 0.45291451 -0.21433453 1.58983378 -0.07237249 0.87146054 -1.31377465 1.14045793 0.0933224 1.54485947 0.27633119 -0.39781025 1.26687881 0.99025114] Distance 5.947599290720909 Each least square approximations [-8.70021037 -3.18297802 3.63120742 -0.32976276 -3.4548499 2.90933142 -1.94502114 -0.79411664 -1.45188589 1.24295655 -0.22723267 -1.2526703 0.85600418 -1.3072806 1.51990106 -0.07606783 -0.55503164 -1.0680001 0.66875976 -0.92908794] Distance 8.813180877812197 Each least square approximations [ 7.6501553 -1.67461411 5.08654589 -2.7939738 4.31679121 0.6240415 -2.58458859 0.24361396 -1.35907241 1.8737257 -0.47778758 -0.27184695 0.4397241 1.08521898 -0.09006625 -0.85785201 0.2192992 -2.78268009 0.63495828 -0.96348663] Distance 8.759332192521324 Each least square approximations [11.45871733 5.19669177 0.74814381 0.04918475 1.92453601 0.89492866 -1.64299628 0.93558138 -0.1123396 -0.78160493 -1.2823264 -0.7082688 0.17506468 0.36669179 -0.54210165 0.29139236 -0.26115672 -0.77141949 0.61443923 -0.96133721] Distance 6.493698493273454 Each least square approximations [11.32644887 -1.15033082 1.74462284 -3.22169628 -0.26151274 0.67432251 0.97359728 -2.68727384 -0.7901148 1.63794645 0.13932262 -0.25672968 -1.51814197 0.11748987 -0.32590084 1.69805572 1.04685138 1.47433325 -0.40485598 1.9335607 ] Distance 6.8407634852905606 Each least square approximations [-12.90465412 -2.67593071 -0.24698413 -1.15829888 -1.20736844 2.68809861 0.33409666 -0.25699024 0.4747206 1.4431221 -0.08236827 0.07757078 2.34164231 -0.37022192 -1.76388858 0.72725392 -1.15559743 0.54883142 1.10055495 -0.38230871] Distance 3.9832168960646004 Each least square approximations [-10.29083295 -3.45686565 -0.80515659 2.49623598 0.82248044 0.59149453 3.67857832 -1.5755648 0.89631899 -0.69887133 -1.94763726 -3.16468728 -0.45652057 1.17370995 1.84041417 -1.04838032 0.12513839 1.59908609 -1.73225665 0.03651185] Distance 5.874228886489065 Each least square approximations [ 4.05272442 2.15561716 1.19839889 -1.50433657 -1.41830189 1.93694922 -2.12410304 -1.88727074 -2.77585226 -0.45950614 -2.28046802 -0.62969689 -0.0307016 -0.82001641 0.94129274 -0.53550073 0.21362155 1.79997835 2.13357729 -2.02283237] Distance 11.710190394474752 Each least square approximations [ 5.02403764 -0.18537111 -0.74577644 0.49671586 4.91086646 -3.47684918 -0.39822826 -2.18850796 2.05995513 1.14880095 1.78084975 1.0745579 -1.50769538 0.13358946 2.53877206 -2.18165117 1.45564838 -2.28695655 3.39560871 -1.31769688] Distance 9.580865857085819 Each least square approximations [-4.40728736 0.42415335 -4.62603021 -0.68298431 -3.75318815 1.43799586 2.63705198 -0.35859034 2.31494861 -2.72881285 0.84121562 -0.75915067 2.69674507 -0.75293581 -0.63489362 -1.63503742 -1.49427669 -0.03226961 -0.05527006 0.04349445] Distance 10.53914854699161 Each least square approximations [-4.84816786 -1.00272122 1.29153251 -1.4787662 -1.74761586 -2.38091518 -1.28974896 0.00490317 -0.45097916 -0.7104401 -2.54681042 -0.55587756 1.28365514 -0.16410792 1.38880525 2.47006921 -0.61100821 0.90531341 0.55592978 -0.34042743] Distance 12.060178798380509 Each least square approximations [-6.41593104 1.63655284 1.75269585 2.97440035 -0.01954874 3.45308075 -1.04197671 2.23207854 3.31209273 1.09519412 2.74628477 0.44795369 -0.23147741 1.63516722 1.09984388 -2.36485145 -0.24377304 1.01894084 0.03957231 -0.27248127] Distance 9.932601086252495 Each least square approximations [ 6.69717508 3.2998183 -0.34771793 -1.73917753 0.61806165 1.41502152 -0.64713803 1.37103334 -0.36569947 -1.76827858 2.07824192 0.5996268 -0.55541823 -0.99646033 -1.90124752 2.53997296 1.99600016 1.01296379 0.18414741 -0.4297952 ] Distance 10.720087355007728 Each least square approximations [ 4.42768278e+00 9.59924007e-01 -2.09129718e+00 -4.20604642e+00 3.03326582e+00 1.88554757e+00 -1.51101256e+00 -1.24240877e+00 -2.02741726e-01 -5.28186692e-01 7.54831348e-01 -1.63251038e-01 1.97094938e+00 -2.21281498e+00 -3.14427967e-03 1.27309001e+00 1.63860567e+00 -1.23124190e+00 3.79570847e-02 1.41827001e+00] Distance 11.239214827265137 Each least square approximations [ 4.69325066 0.72697521 -1.2419361 -2.40463664 0.48286639 -0.02107943 -3.58425218 -2.74556347 -0.39431751 0.9827356 0.66726469 1.56917219 0.75988812 0.39176304 1.49598599 1.12658326 1.14072641 -0.94098741 0.15204332 -0.37419356] Distance 11.912604821951986 Each least square approximations [-4.48480291 0.64115 1.55016765 2.63785462 -1.48187509 -0.70058903 0.53693927 0.52992524 1.66526346 1.95459781 -0.14173852 -2.30639398 0.90461435 -0.7040691 -0.04807569 1.97299373 2.11643726 -2.11171014 0.26469176 0.32579078] Distance 11.98442859489469 Each least square approximations [-10.56247594 -6.99122473 -3.07027777 -1.46157901 -1.39534056 1.01003844 -0.71082787 1.6647649 -1.36479445 1.61645729 -0.18821606 -0.06628143 -2.01921149 0.61474026 1.01402797 -0.78429007 0.23391574 0.96008814 -0.39038436 1.04584614] Distance 3.1586075974530523 Each least square approximations [ 2.94028242 3.11472705 0.61816878 -1.64895253 0.2491345 1.53084713 -1.73131149 -1.72762065 -4.10262406 -2.38031935 -2.39031472 -1.13700326 1.01046992 -1.2888146 0.55114997 -1.63770857 1.64151067 -0.11708871 0.00978789 0.04201134] Distance 11.547538995134142 Each least square approximations [ 4.87199423 2.67096949 -1.51278294 -2.26216703 3.19461373 -2.77628055 0.91360536 0.12963424 3.7498276 0.55287527 2.761262 -1.83328452 -1.76080455 2.84737969 1.03334906 -1.73438796 1.7161049 -0.44801698 3.79867977 0.85315305] Distance 9.224003414778558 Each least square approximations [-6.63701591 3.72048439 -2.33460326 1.13493889 -1.86658733 -0.79710322 0.91590386 0.89423563 0.35306401 -1.15358018 1.20183445 -2.55307156 0.69596356 -2.25689196 -0.87819212 0.13900741 0.57281306 -1.00981769 0.25558688 1.51935497] Distance 10.543558621499978 Each least square approximations [-3.52764922 -0.80701937 1.91743623 1.56355072 -1.34791092 -1.39981279 -3.20999077 -1.74864674 -1.28629117 0.4534605 -2.40546847 0.24205763 2.14584437 -0.67316765 1.49071684 0.93939918 1.27539571 0.64161306 -0.59066646 0.23398582] Distance 12.099533726313147 Each least square approximations [-6.71425361 1.54705478 -3.26644411 0.55430836 -1.57017992 3.5904763 -4.00228437 1.09217852 2.29502767 -2.49300969 1.67472862 -0.11031928 -0.46641201 -0.73253857 0.98457654 -3.75064125 0.1851362 0.59199753 -0.91072704 1.32536757] Distance 8.773986050588418 Each least square approximations [ 5.24263071 4.73927127 -0.50512421 -4.8345464 0.64794027 3.10586515 0.40752881 -0.42949796 -3.46663171 -0.96890919 0.91227935 2.11238661 0.23312182 0.52349901 -0.1603686 -0.56483942 1.18042289 2.02676528 -0.06612304 -0.32685463] Distance 9.619577473868503 Each least square approximations [ 4.88515406 -0.14391856 -0.47141982 -2.13999136 1.17891328 0.5377043 -1.98931525 3.96593204 0.034287 -0.05295813 1.93134147 -0.02177096 2.43334338 -3.2628544 0.93888478 2.171149 1.26032486 -1.4049611 -1.50242572 1.61977638] Distance 10.801407246300064 Each least square approximations [ 5.01961961 3.30545141 -0.80747366 -3.84038604 0.02768732 -3.42208308 -0.56372261 -2.44456147 0.9245455 -1.73688937 -0.06687166 -1.68608493 -0.17773718 -0.34341891 -0.57613027 0.69671837 0.76560397 -2.4967266 1.15800662 -1.4937928 ] Distance 10.651617710742341 Each least square approximations [-3.94885263 0.58785006 4.32124539 -1.92922199 -2.5465126 -0.00448406 0.23019393 -0.74776642 1.02577115 0.73625458 0.09899225 -2.47811409 2.30716725 -1.0356618 -0.20560785 -0.47661594 3.21893924 -2.45997632 -0.61546719 0.46326026] Distance 11.145205103250275 Each least square approximations [-6.00367551 4.54162842 -1.68668925 2.93382716 2.41586967 -1.91167735 2.46200374 2.68438939 -2.38277693 -2.49086018 2.62703775 0.62513977 0.99605012 0.52766748 0.75288346 0.27412783 -1.26533412 3.19393736 -0.31571679 0.26482078] Distance 9.380598575131614 Each least square approximations [10.45634397 -0.64887705 -0.63814053 2.10860411 -1.46691256 1.18054901 -1.37429553 1.401361 0.93737171 0.44190446 0.01337577 0.28115494 0.33704754 1.2785866 -0.76738728 -0.7704105 -0.1251608 0.34532793 0.84887207 -0.35461194] Distance 9.212093563400828 Each least square approximations [ 8.49931121 -5.63263097 -0.3604428 -2.25090651 0.2351477 0.68891267 -0.0993014 0.57955987 -1.09151498 2.85695724 2.43677794 0.8185808 1.94119375 0.92516954 -0.02655158 0.51190864 1.39593129 -1.09706946 0.63114433 -1.14351755] Distance 8.728797078511164 Each least square approximations [-5.68621579 -5.23779806 -4.11841175 -0.14263456 0.02734562 2.07603984 0.38663204 0.72540083 -0.15672875 -0.07927975 -0.86668014 2.37796193 0.50406536 -1.88321454 1.63586529 0.32713166 -3.29595826 1.88436152 0.45233583 -1.95655202] Distance 9.93643336561438 Each least square approximations [-9.37270742 3.13464565 5.09645854 -3.38635913 -0.58050905 -5.28522669 2.15871508 1.1479083 1.39365043 -0.75585234 0.85506548 -0.6234891 -0.44738865 -0.03378185 1.00725369 -2.52664335 -0.73979237 -0.99866773 0.40177852 1.36721448] Distance 5.269121140818461 Each least square approximations [-7.67044071 -1.23230383 6.22554813 -0.62666434 0.26632053 1.5949308 0.89739795 -1.02885045 -1.04166929 -0.34221079 1.28859576 1.33657312 0.42260382 0.28712854 0.91354234 3.51867209 -0.82301376 -0.28222097 -0.2066771 0.86967036] Distance 9.395252257307874 Each least square approximations [ 1.00544737e+01 -5.52859762e-01 -4.13716265e-01 -2.47735215e-01 5.36716646e-01 5.99717983e-01 -2.37532544e+00 2.30114410e+00 3.31620646e+00 1.25965013e+00 6.70359975e-03 -7.19787608e-01 7.62561009e-01 -2.00358151e-01 9.38682869e-01 -4.88608100e-01 1.32585157e+00 -2.24957964e+00 -1.17359647e+00 -7.94715956e-01] Distance 8.663068338635147 Each least square approximations [ 6.85215596 3.66425907 1.17294271 -3.25909698 3.00332325 -0.16875658 -0.49602736 -2.66957758 -0.59500693 -3.02876437 1.59991372 -1.69652053 -0.52762581 -0.30843918 -2.64731807 -3.00498495 1.22979521 -0.44700394 0.12659577 -1.02554504] Distance 9.432973163171974 Each least square approximations [ 7.79171684 -3.05470763 0.70484453 -2.68775696 1.69515029 0.72904041 -3.1921942 -0.47571815 1.48832496 0.90688371 2.01584898 1.23043287 0.60371727 0.92042603 0.13560384 -0.24784677 -0.8514752 0.34489607 -0.65349913 2.5265964 ] Distance 10.138530244319762 Each least square approximations [-8.22638669 -2.79608155 0.20074018 3.94227238 -2.38170715 -2.03192875 -1.20058443 0.02033202 -0.59486426 0.77181285 -0.25137215 -1.24164947 -1.81508225 1.8514058 0.3277309 2.36879981 -2.98089426 -1.01214329 -1.90353689 0.45739185] Distance 8.993387321165391 Each least square approximations [-5.14922679 1.96818421 -1.17092482 4.12144746 1.84596096 -1.9327709 4.83756054 3.28991742 0.08265486 -0.19863352 -1.09625707 1.40774338 -1.98056441 0.15225329 -0.71662637 -0.49597688 0.66077789 1.41961423 -0.65565464 0.10803441] Distance 10.284311842622063 Each least square approximations [ 6.31964745 1.47931815 0.81433597 -0.62017773 -0.89524962 2.54026755 -2.32199637 -1.0182495 1.12155848 2.62543707 0.5194699 0.93360003 0.10430231 -0.2746411 0.02473661 0.29688707 -1.66579483 0.69436918 1.83236069 -0.34280207] Distance 11.560869316833859 Each least square approximations [ 6.34516466 -3.28862059 -0.28283786 -0.47124804 3.77218199 -3.01283824 -0.53767633 -1.64903564 -1.40231998 -2.72130768 1.10489495 3.08972196 0.56343997 -0.61412348 0.73050164 0.55412683 0.85131295 -1.90112251 0.01359081 0.80723983] Distance 10.11689869699454 Each least square approximations [-6.70307929 -1.49976318 -3.24736379 2.03158274 -0.50307747 -0.15156228 2.03961447 -1.99824373 1.57996551 -0.88424415 -1.49582829 0.09113474 1.01919514 -0.08588351 -1.14922985 -1.74452209 -3.39882256 3.79910113 1.92599798 -1.20341467] Distance 9.713431890025248 Each least square approximations [-7.09371269 -1.36268905 1.58333713 -3.6653686 -2.18472278 -2.00499441 -4.82148675 0.96209784 -0.42495323 -1.2992436 1.05882079 0.60664033 1.01683646 -0.222372 0.10890642 1.288423 1.99153799 0.89848228 -0.15677681 -0.91415073] Distance 9.689086935533929 Each least square approximations [-5.9310265 2.91963551 6.59584692 2.94567856 -3.67751069 3.26666678 1.9473187 -2.84660039 0.63955249 0.40925259 -1.75985201 0.65328696 0.1794957 -3.79072808 -1.74948949 -0.21144329 0.6544585 -0.73398095 0.32506518 -0.75676892] Distance 7.175175019796093 Each least square approximations [ 6.20578679 -0.80999354 1.40148563 -1.00900406 2.65029233 -0.17207757 -0.78859723 2.19935197 1.20756642 1.94833549 0.11377729 -0.31428074 -0.96120611 -2.64489842 1.93320622 -1.01503378 1.05583007 1.18111988 -0.91451656 2.42762612] Distance 11.169370852781045 Each least square approximations [ 5.51169641 1.49688004 0.79974937 -3.21703383 3.57096866 1.8155076 0.42578615 -1.77420323 -0.83648938 1.87599187 1.00708717 -0.35089709 -2.32807519 -0.63701185 -2.79940637 0.88561516 1.29108486 -0.70594946 0.80198048 0.4089558 ] Distance 10.997545092097884 Each least square approximations [ 5.34950202 -2.78439941 -1.52403375 -2.60433008 1.68011413 -0.8282352 -0.10923876 -1.38851212 0.0071104 2.4275918 3.28427376 -0.12627376 0.37700529 1.29479411 1.84619152 1.54317761 -3.17744334 1.22441006 -0.21649396 -1.99138293] Distance 10.764493041376385 Each least square approximations [-5.93471441 -2.22162162 3.07702631 1.72857994 1.6575566 -1.60383318 -0.65473452 0.96412537 1.38787888 1.12653673 -1.08724692 -1.33772233 0.29868602 0.15416234 -2.70882789 -2.1319569 -0.25829019 -1.30984736 -0.46489974 -0.83689884] Distance 11.249791589105817 Each least square approximations [-5.7862473 2.28175056 -5.07620635 0.99840631 -4.62003206 -1.23587252 0.04674169 -1.23583429 -2.97199517 1.85471608 -0.95617771 2.03864406 -1.51687457 2.0331067 2.16969806 3.04979652 -2.48521754 1.70871506 0.92046144 -2.5308225 ] Distance 8.703402026864932 Each least square approximations [ 8.07085471 0.90904554 -2.68144347 -2.20378127 -1.9452393 3.71209752 0.0725394 0.77523968 -1.18373082 -3.36979696 0.18979631 -1.57910335 -0.14305844 0.08097284 0.19465508 0.23021094 0.56716303 1.86655383 -1.67551383 0.92483476] Distance 10.03408271104012 Each least square approximations [ 8.87676089 4.23643411 1.23906801 -4.03283527 3.23007042 3.28095981 -1.83423709 -0.47482827 2.96468862 -1.37266886 0.28780633 0.82132678 1.89609117 0.35942381 0.91066111 -1.69704402 -2.50622771 -0.89223979 -0.74761188 2.34080105] Distance 6.95886157865184 Each least square approximations [-9.02478626 -0.49052772 -2.55378587 -3.89260394 2.49665032 -1.81203177 4.09997202 -1.32114503 0.95717203 1.74477783 0.14853192 2.47744484 -1.75018959 -1.46735854 -0.7070084 -0.11063587 0.82238917 -0.76358073 -0.23824326 1.92846628] Distance 8.210963583702325 Each least square approximations [-9.21155261 0.29185515 -2.18318207 1.25046827 -2.95811413 -1.94636946 -0.89217347 -1.87626219 2.13161046 0.75643348 1.97095664 -0.58922445 0.75322837 3.43697404 -0.12248621 1.69298574 0.46707812 0.49122246 -0.86728472 1.34267966] Distance 9.16463907246767 Each least square approximations [-7.53024302 -3.87185138 1.72158019 -0.17989359 -3.36371916 0.39269374 -3.53617318 0.34410773 -0.9162521 0.1543398 -0.14021157 1.45480144 2.83497296 0.01148695 1.93880896 -1.17445967 0.04847568 -0.91955284 -0.06389859 -0.15844583] Distance 10.193199843778375 Each least square approximations [ 6.87306224e+00 -8.33723039e-01 4.51224720e+00 -1.88463916e+00 3.00548709e+00 -7.43153816e-01 -3.76235296e+00 -2.15571373e+00 2.09948290e-01 1.82879910e+00 -4.98714950e-01 -5.90302310e-01 4.87227963e-03 3.55260403e+00 -3.65479550e-01 -4.67228114e-02 4.15123959e-01 -2.32289947e+00 2.22209025e+00 -1.31633178e+00] Distance 9.514308824384809 Each least square approximations [13.19761808 -2.04151683 -1.30944712 3.53316776 0.954709 0.27279449 -1.46168821 0.57164418 2.63767545 -0.04359227 0.59168405 -0.51156599 -1.0445766 -1.23804756 1.29814376 0.42679364 0.42646111 -0.09236332 0.53417672 0.49312591] Distance 3.3111862443550146 Each least square approximations [ 9.31317451 -0.03399631 0.86928488 -2.26333634 -4.03006778 1.05172751 0.90185321 -0.5492563 4.35094108 0.56213458 0.43155036 -0.73892202 2.26019019 -0.14956833 1.16887611 2.37461351 2.81465435 0.14353073 -1.08813416 0.37812329] Distance 8.202141849953636 Each least square approximations [-1.13719652e+01 9.53437242e-01 1.43017931e+00 -4.26604588e+00 -2.24863769e+00 -1.25674516e+00 2.19370626e+00 1.95526154e+00 -1.49322145e+00 1.59940229e+00 -2.02495897e+00 2.34839971e+00 5.76094276e-01 -8.28149501e-01 1.64779459e+00 -5.31564472e-01 9.61749676e-01 9.70083683e-03 -1.26638600e+00 -5.42633509e-01] Distance 5.722657514744995 Each least square approximations [-4.62739985 3.21269668 -5.02776902 1.88873362 -3.36978956 -1.9393106 -1.15099699 -0.2059685 -2.0371343 3.04973491 -2.01886637 1.25719395 -1.95980119 2.65820445 3.20086827 2.60160922 -1.38313207 2.66078612 -1.15088829 -2.22207849] Distance 8.993207129593026 Each least square approximations [ 8.66467695 -0.46337152 -4.28200352 -2.09938634 0.1289894 3.0375141 -0.3740806 0.35003935 -0.68336195 -2.31248205 -0.29094756 -0.32102449 1.33284678 0.27856313 0.21836744 -0.77977177 0.83662958 1.77560375 -0.93559334 0.89182297] Distance 9.932220946608894 Each least square approximations [ 9.33912101 4.4099294 -0.80023331 -2.68369562 1.16153512 4.7391751 -1.3728018 -0.66388475 0.24579362 -1.28374644 1.1017031 2.16629583 0.95298859 0.08656621 0.05260266 -0.3863862 -1.80624784 -1.95793536 -0.18959298 2.33693122] Distance 7.63576352106605 Each least square approximations [-9.72081788 -1.51653239 -0.87263591 -3.22649871 2.02268501 -1.11960561 2.18948037 -2.19724608 3.68067652 1.32696775 0.68553725 1.54446621 -2.32102547 -0.79724859 -0.06018028 0.38558464 1.30350131 0.39541205 -0.82031979 0.2005501 ] Distance 8.389560039237656 Each least square approximations [-9.68576644 2.46127268 -3.25915275 1.44305513 -0.60945413 -2.33603214 -1.49700279 -2.14180573 2.34903941 0.30038567 3.05209106 0.64114991 0.47141991 2.57926536 -0.06940272 2.34783355 0.93575635 -0.87180032 -0.29239223 1.02721418] Distance 8.030458987833129 Each least square approximations [-7.33055089 -3.13699144 2.28713198 0.51960679 -3.2314639 0.7080707 -3.71384192 0.22423394 -2.19844669 -0.67555669 -0.7771734 2.15541333 1.98696642 0.1610779 1.30018326 -0.00770355 0.63379942 -1.32607012 0.9115055 0.35161732] Distance 10.346042996553816 Each least square approximations [ 6.1879866 -1.81903987 4.58576001 -1.81894887 3.05021275 0.1878624 -4.24099462 -1.42603305 0.19578519 2.54629665 -1.48619301 -1.53154933 0.36906108 2.36735535 -0.3437046 -0.04093333 0.87753995 -3.24951284 1.01016266 -0.2446008 ] Distance 9.776575052482642 Each least square approximations [13.17638943 1.45244132 -1.32289091 4.93268026 -0.50893254 -0.06953153 -0.28497016 0.07609381 -1.06400574 0.26850197 1.98240211 -0.74261075 -0.12921168 0.2585939 -0.1924723 -0.32867075 -0.32370951 -0.04855833 0.03003116 -0.88098212] Distance 3.356627267701889 Each least square approximations [10.14993047 -0.82048956 2.22772871 -0.69163273 -2.8864749 1.69394191 1.74313788 -1.39310503 3.86743077 1.15246287 0.17888671 -2.18213749 -0.10854634 -2.54016062 1.37877949 2.83349953 0.82589328 0.35954145 -0.13736476 1.59874612] Distance 7.351831736123825 Each least square approximations [-11.56122641 -0.97747528 0.21567003 -4.02724246 -1.4628747 -0.6066101 1.59060205 -0.99365985 -0.94705168 1.27269584 -2.64069335 1.26909427 0.8106012 -0.82693055 0.3292796 -0.61792119 -0.29997865 -0.22565393 -0.83676667 -1.56098128] Distance 6.863455490972905 Each least square approximations [-11.61025267 -0.49255466 4.92467749 -2.53485216 -0.26632402 2.63278529 -1.0060759 0.85403923 -2.01084376 -2.39136349 -0.89137324 -0.27041981 -1.54351531 -0.46957297 -0.69541572 -0.08562063 -0.43364771 -0.69525396 1.18467715 0.38660726] Distance 4.098419042695762 Each least square approximations [ 0.62029712 -0.66426682 2.50711013 -1.39142393 -3.8957277 -0.07149288 -1.52202798 -0.55420477 -1.15897683 -1.06032498 -2.42184263 -0.34416327 -0.62666318 -0.50746595 0.59085725 -1.31786765 1.31994903 0.58664794 0.67332938 1.04377487] Distance 12.866147392294295 Each least square approximations [ 3.01043381e+00 2.51209257e+00 3.67796209e+00 -2.44772724e+00 4.29809086e+00 -5.07909949e+00 2.76389582e+00 -6.78898732e-01 2.51674223e+00 4.24219991e+00 3.90395929e+00 1.86960210e-01 6.84799955e-01 8.40213711e-02 6.63674335e-01 -7.90045766e-01 4.12804684e+00 -6.46830051e-01 7.17182809e-01 -4.30984061e-04] Distance 7.798999460490274 Each least square approximations [-5.22867133 1.89835461 1.75675762 -0.24263284 -5.45903965 -1.02125435 2.06232993 -0.26134528 -1.68614196 -2.32301983 -1.10430669 2.1049965 2.10444974 -2.52835919 1.65589558 -0.71222443 -0.8338562 -0.67226628 0.29353289 0.80499064] Distance 10.397702376829937 Each least square approximations [-2.31827367 -4.91559148 0.70691575 -2.57158837 -0.16464873 -4.55040183 0.4909801 3.23889037 -0.04063199 -1.58498578 -0.55950344 0.33174241 -0.3451771 -1.52636418 0.36027654 0.24585478 1.71858711 2.77961747 -0.30657214 -0.26898851] Distance 11.075666072883067 Each least square approximations [-6.43865264 3.26732345 -2.73582214 0.51740748 1.75423899 2.58880537 2.42509426 3.79073035 0.9549129 -1.04835735 3.39133222 0.67244506 2.76447396 -2.76470431 1.54971038 -0.65471181 0.06674701 0.45432264 -0.70613769 0.94965268] Distance 9.143403072078645 Each least square approximations [ 6.82336531 4.70314012 -4.09879117 1.17389637 -1.97192674 -1.08627877 1.75202376 2.95417762 -3.36848242 -1.63209143 1.14683052 0.58499646 0.68158521 1.63190438 -0.77205278 -0.96977758 -0.56057977 0.30491116 0.6861375 -0.63397017] Distance 9.048449132559488 Each least square approximations [ 1.82696263 -0.98978878 -3.4041238 -3.06418742 -0.25220676 -0.27518686 -5.91094947 -1.65668978 2.10408572 -0.97446956 2.41937361 -0.21504754 1.00400511 -1.74574971 -0.57946461 4.08870693 2.97247643 -2.22034129 -0.66708257 0.48455948] Distance 9.861991096317231 Each least square approximations [ 4.02361566 5.82652135 -3.45443282 -1.18237062 2.93940257 -0.28692124 -2.11298293 -2.84769061 2.13900494 -0.06837426 -1.62353839 2.39196892 2.66348441 1.50279992 0.56735232 1.03595418 -0.74625241 -1.51182661 -0.73764417 0.14725634] Distance 9.764673425606063 Each least square approximations [-2.68630209 2.84668932 -1.47216864 0.96948541 -1.3105948 -2.41329017 3.19775848 0.67170963 2.31433457 1.87833893 0.85237211 -2.2292645 -1.02799583 -2.29248032 0.43592074 -0.07570941 2.55868982 -1.87175639 1.35296771 1.2066851 ] Distance 11.667761130902534 Each least square approximations [-5.04242428 2.9956414 -2.34006116 1.69544919 -2.85319289 -0.55540286 1.08514813 -1.30246924 -4.60617993 3.07731338 -0.14696408 0.46380265 0.14970756 1.51075428 0.3119723 2.25637791 -2.26016924 1.97425252 -0.03928568 -2.82090988] Distance 10.129369526977426 Each least square approximations [ 8.0030706 -1.67343973 -3.10707309 -0.21050418 -1.29299747 2.46727778 1.07236483 1.74893809 0.04098177 -1.40136111 0.1880165 -0.14998906 0.36259431 1.27256244 -0.70137222 0.5080703 0.56606585 0.558713 -0.6074745 0.69532627] Distance 10.841326998394939 Each least square approximations [ 7.21835645 2.3680709 0.72912896 -0.6337057 3.33760412 2.46493454 -3.77331533 -0.97415251 2.35086528 0.96940787 1.50029112 -1.42612778 2.19652856 -0.24202578 -0.04537103 -0.25803698 -1.99342006 -1.90819532 -0.50120316 1.3746741 ] Distance 9.775105057961097 Each least square approximations [-8.28446919 -1.56336746 -0.72518271 -2.83823798 -0.03580673 -1.39445386 2.40949834 -0.48169773 0.15582067 2.6201453 1.57142318 5.72741749 0.43432663 -0.31975658 -1.26422473 0.78693784 -0.22509388 1.01237806 1.70135295 1.57161369] Distance 8.561970532248234 Each least square approximations [-9.38253096 1.83790307 -4.63663712 1.79407985 -1.53634578 -4.67730223 -0.46668532 0.26567649 1.11477147 1.11456649 3.27264865 1.44348884 1.89467981 0.22877473 -1.32741224 0.65772438 -1.08857983 1.57964777 -0.0852517 0.35859423] Distance 6.8172559162605335 Each least square approximations [-8.00593181 -2.18250086 0.82882269 0.78948213 -3.86231021 -0.17561669 -1.34679466 2.47879173 -2.19238682 1.24748068 -0.00999808 0.39891585 0.14722464 -1.46268165 1.78081773 0.85939943 -0.8006574 -2.82603262 1.09498571 -1.27520748] Distance 9.743658338358063 Each least square approximations [ 5.52830371 -1.12980657 3.67139866 -0.84990866 1.54804456 -0.31250539 -3.99077036 -0.68563387 0.11181927 1.6989391 -0.71913106 -0.14686303 0.39570015 3.80372723 0.09150422 0.29081771 1.04363655 -4.02303154 2.5600972 -0.77084747] Distance 10.22503071236195 Each least square approximations [11.36283118 0.95183596 -4.84564966 1.22332217 -0.88322917 -0.51127496 -2.64625174 0.54194482 0.44353516 -1.70895191 -1.0047849 -0.29597122 -0.93417725 -0.14075241 0.10444469 -1.84021865 0.99274173 0.40353651 1.47523473 0.37467045] Distance 6.062642501385178 Each least square approximations [ 9.98740483 0.82957813 0.05354173 0.77257647 -2.99950704 1.88770356 1.28634167 -3.14404265 3.85188285 2.3800534 0.7644778 -0.34187273 1.06691746 1.03278787 -0.1973403 0.38718709 1.43102423 0.91005129 -1.52588387 0.27957949] Distance 7.6186566356359755 Each least square approximations [-12.40286807 1.02357346 -3.04145489 -4.59319412 -0.19114649 -2.21421929 0.66389031 1.57233646 0.14310712 -1.30899266 -0.01981094 -0.65264427 -0.92844769 0.24513084 0.77582272 -0.4707886 0.63185981 -0.65939493 -0.48884238 0.24681705] Distance 3.733722811393327 Each least square approximations [-5.95340516 6.30251907 -3.23651223 5.35699768 1.46668167 1.10687638 2.61993012 2.89127432 -2.88100007 0.44134725 -1.71499549 0.04311194 1.20020146 0.65810429 -0.83183021 -0.40594324 -0.2798982 0.45736276 -0.62496048 -0.37012491] Distance 8.028776387939455 Each least square approximations [ 8.7416205 -2.92149456 1.83355652 -0.68855404 -1.34907348 2.65889824 -4.85283799 -2.00381737 1.87498841 1.74675718 -0.72592271 1.34959967 -1.51847808 2.75815943 -0.38688555 -1.54575339 0.54157308 -1.46971332 1.73454137 1.15700859] Distance 7.679292091751645 Each least square approximations [ 8.58173502 -3.1554594 -4.50300336 -0.0981604 2.96959594 -1.14932057 -0.59725728 -0.37021853 -0.52429607 2.54490559 2.7888851 0.02354271 -0.1856656 -2.56609564 0.35697164 0.4528999 0.27788316 -1.88036812 -1.21281386 0.1847776 ] Distance 8.441500882070343 Each least square approximations [-8.46669947 -4.61282877 -3.41892559 -0.48018875 -1.73725156 1.66905979 -0.73694067 0.7144181 -0.62929969 -0.74832551 3.21476709 2.31704843 1.16759106 -0.20329624 2.52227552 2.38919268 -1.61618073 2.27496463 -0.43143184 -2.12534304] Distance 7.616871842323139 Each least square approximations [-9.71226586e+00 2.60959984e+00 -5.48978076e-03 -4.83782161e+00 9.48104003e-01 1.22548080e+00 -7.86461040e-02 2.30031861e+00 -8.98443731e-02 1.27175026e+00 2.63640091e+00 2.86642315e+00 5.02555243e-01 -9.71889849e-01 -1.42633293e+00 -1.47943920e+00 9.27573687e-01 1.15937377e+00 -2.77144651e-01 -7.68086879e-01] Distance 7.420019023184439 Each least square approximations [-9.63906272 -0.29287554 6.62971787 0.15685482 0.83258173 0.54412133 -0.04064039 1.23233671 -0.93971132 -1.42550221 0.13712464 1.5551007 -1.0966026 -1.14509519 0.51046492 2.13352429 1.14047767 -0.1338505 -1.14416212 -0.65261936] Distance 7.560749141390115 Each least square approximations [ 9.08173507 -5.57708463 1.8155702 -1.45073442 -0.86574485 2.17668792 0.21364214 2.7071234 -0.18412481 -0.1130541 1.33792686 -0.15767974 0.89127708 -1.93798327 -0.78161366 0.5742751 0.09586246 -1.78429344 1.18192298 0.53907405] Distance 8.26465193585188 Each least square approximations [ 6.51558768 4.86825759 -0.0125394 -4.64021443 3.31070335 -0.25147629 -0.52512245 -2.62769936 -0.84546166 -1.32242084 2.05409785 -1.11415101 -2.11876005 0.83190644 -1.35889646 0.09217897 -0.10559316 -0.39796141 0.98163261 -0.98129812] Distance 9.457059374290361 Each least square approximations [11.49400214 -3.08690987 -2.26281295 2.14197857 2.54914116 -2.27520504 -2.24516671 1.23409746 -1.80063938 2.32401 -0.16368493 1.74320612 -0.58474865 -0.04494028 -0.10288679 -0.44820069 -2.04608275 0.06077877 -1.26814447 -0.20607723] Distance 4.968769353549623 Each least square approximations [-8.94528354 -2.32978812 -0.62428618 4.88778622 0.42883577 -1.69244573 -0.93945165 -1.8583386 3.03183102 1.95159821 -2.13575522 -1.49864173 -0.88851061 -0.27477539 -0.31307337 -0.7454075 -0.81201966 -0.15561077 -1.24633787 1.55702419] Distance 8.323657526977037 Each least square approximations [-8.00639579e+00 7.21609909e-01 -4.12542163e+00 1.74081850e+00 4.11775292e+00 3.84487962e+00 -2.56991752e-01 5.44674636e-01 -5.31253489e-04 3.43147159e+00 1.29024080e-02 1.04137153e+00 -4.87275010e-02 -4.34631243e-01 2.62794263e+00 2.46549585e+00 -3.66105716e-01 6.30262851e-01 9.97963289e-02 1.95124645e-01] Distance 8.004449822680002 Each least square approximations [ 6.35293436 0.39915366 -0.48854458 0.48517625 -0.36257602 2.85191005 -1.25055305 -1.24363532 -4.57898899 1.35716828 -2.22332094 -1.00963702 -1.48700556 -0.30393089 0.53430019 -0.24634984 1.08692068 -0.81287609 0.12508756 -1.23749277] Distance 10.9672917276873 Each least square approximations [ 7.44750809 1.84964134 -2.79063206 0.92790167 4.05239654 -0.45513441 0.86515969 -0.80934557 -0.23553167 2.78456295 1.34847713 1.95041755 -2.45109276 1.74849791 0.27339327 -2.4451999 0.88429565 -1.5165868 -1.90037608 1.72742858] Distance 9.146837945363728 Each least square approximations [-10.67631108 4.39583965 -2.87177928 -0.11224557 -3.94641353 1.01067794 -0.1188945 0.26981109 1.5335363 1.09920652 -0.94886212 0.46291642 -0.40936924 1.08469388 -1.49128326 -0.77484298 -0.06103859 0.05024955 1.3089063 -2.47333217] Distance 5.703618356456108 Each least square approximations [-5.96304525 0.93807435 -0.43354183 -4.48581397 -0.49916058 -0.60688809 -2.53334027 -0.56233523 1.46773885 -1.48227907 1.18118312 0.26804977 2.52338577 -1.19020196 -1.40009017 2.4996551 -0.81609765 0.4876861 2.57361909 1.13341865] Distance 10.617795697378103 Each least square approximations [-8.97869144 6.44692854 1.80526455 -0.84095225 -0.07484142 -0.29606391 -1.38004222 -1.69469262 0.90788616 -1.25407347 -1.67650569 -0.26293538 2.20866918 0.06678459 1.85587512 -2.39922953 -0.57836886 -1.32433558 0.55719907 1.46540331] Distance 7.248346060558579 Each least square approximations [ 6.79378703 0.87020738 -1.27504349 -2.02275427 1.31801231 4.6546282 0.95799402 0.9218766 -0.10274918 3.32355196 1.79485127 0.51759506 -0.92359872 1.55696819 2.32636506 0.96403048 0.84815266 -0.42051004 -0.60392835 3.43192437] Distance 9.615436639156131 Each least square approximations [ 6.93426032e+00 3.50187550e+00 -1.59479303e+00 -1.62675438e+00 7.09186987e-02 7.40445226e-01 -6.23588444e-03 -2.70517379e+00 5.53827347e-01 1.59134639e-01 3.11207999e+00 -1.12885356e+00 -7.27164249e-01 -1.89465748e+00 -1.00942430e+00 2.01062440e+00 8.33501779e-02 -6.19108247e-01 5.20102345e-01 8.98026695e-01] Distance 10.58837972527212 Each least square approximations [ 6.99367633 0.57118552 -5.05203984 -3.36817569 1.16205691 0.37815663 -1.49884807 -2.85098801 0.48525589 1.13199524 -0.40991599 -3.11617465 -0.83142712 -0.59623503 0.79343372 0.5023504 -3.08918032 -2.51811903 -1.18312974 -1.04501153] Distance 8.819697082740104 Each least square approximations [-7.16507676 -0.73142755 0.36225819 2.37734859 1.01056889 -0.9334132 0.69841261 -0.60650442 1.68962762 1.72915207 -1.93287416 -0.63495304 0.21391002 -0.7648149 -3.47043001 -0.78041496 3.47734047 -3.43925954 -2.56068429 -0.9603252 ] Distance 9.611904597217775 Each least square approximations [-10.0076986 8.11112966 2.6482748 2.73024268 0.95793229 1.19613736 -1.82417891 1.70597146 0.89589808 0.20776594 1.55543685 -1.10635778 -0.53573511 -0.4399635 -1.04312032 0.54090479 0.3383708 0.58175403 1.24511554 1.21334646] Distance 3.5590823909924945 Each least square approximations [ 5.33011462 -2.44399445 2.80697798 -1.62831351 -3.07204405 0.59336453 -3.77882191 -1.7246974 1.58239153 0.94093535 -2.89898274 1.32384076 -0.69572755 -1.13437878 0.974717 -1.19008933 1.98267909 -0.92394433 2.0971751 0.24354447] Distance 10.611721936314051 Each least square approximations [ 7.41021534 0.71940984 1.79881035 -2.07512255 2.45392284 -3.51433136 0.36090046 -2.24643518 -1.64259755 5.38279895 2.27497968 1.00175055 -2.32322896 -3.08892239 0.92576913 -0.27002698 2.47256045 1.09135247 -1.60321164 -0.3312822 ] Distance 7.827296797725688 Each least square approximations [-7.95497169 -3.25444589 0.19098117 -0.69675011 -5.71746841 0.44889982 1.03501962 0.18846521 -2.39507004 -2.97513585 -2.99639611 1.50319621 1.52562466 -1.50472197 2.37566331 1.1935081 -1.31540155 0.86930911 -2.16150697 -1.6901557 ] Distance 7.456423609028041 Each least square approximations [-6.42588488 -2.25729009 1.15212028 -5.37034056 -0.43765955 -1.652994 2.17396228 2.57586316 1.56429824 -1.69084659 1.5437981 1.22717137 -2.0826061 -0.73071326 -0.83610019 0.89981796 0.14640385 2.5926579 -0.16393275 -1.37736024] Distance 9.81878212986714 Each least square approximations [-8.84257755 1.88580785 2.0228771 0.17354921 1.35933654 1.18058105 4.6899501 2.22071173 1.09806092 -1.56067568 0.26137248 2.00222538 3.45821384 -1.91320108 1.12591448 1.62145209 -0.55976473 1.25108484 -0.81877135 -0.33930973] Distance 8.09653694768344 Each least square approximations [10.52749018 -0.41742692 -1.4791611 4.21783749 -1.15000635 -0.80672078 2.25520929 3.46114848 -2.17656885 -0.26137927 0.47757017 1.340963 1.23495353 -0.58701453 0.46217797 0.74601431 -1.50737628 -0.10130309 -0.53879177 -0.31532681] Distance 7.023399504176355 Each least square approximations [ 3.99359043 1.28373264 -1.93495641 -3.96108419 1.80598824 0.72485553 -2.87336888 -4.05350497 1.16611348 -1.40240395 3.04287088 -2.60434771 -0.58264129 1.57744795 -1.12707592 2.57645718 1.54279502 -1.0521783 -0.51885919 -1.13377552] Distance 10.528047759544657 Each least square approximations [ 7.64065303 3.25151014 -3.22082504 -1.39233292 4.47359017 2.06950786 -5.09913626 0.22069747 0.22027417 -0.07499265 1.34859911 3.39002023 -0.07376425 0.92741048 1.38826772 1.12339518 -2.5524555 0.21766873 -0.38835611 0.70564216] Distance 7.43305520447825 Each least square approximations [-5.49548242 0.87837208 -1.99092001 4.16664089 -0.32863694 -3.26315322 1.61917002 0.65164751 2.07077206 4.30426393 -0.64035054 -0.5144695 -0.82862766 -2.23604937 -2.36152263 1.73656638 -1.95041131 -0.78463476 0.24148263 1.66738381] Distance 10.018262513799753 Each least square approximations [-9.90231673 3.65776519 -2.29346519 2.32325745 1.51417709 -1.55751162 -3.09462237 0.04389483 0.65286808 1.46948171 1.86598619 -0.35270634 2.58087872 0.68414166 -0.12063929 1.94817812 1.60523048 -1.11908852 0.68068095 0.54092608] Distance 7.419657255145462 Each least square approximations [ 7.13300851e+00 -4.94940181e-01 -1.27242855e+00 -1.40813508e+00 -2.68862987e+00 2.59971513e+00 -2.22648615e+00 -2.03012601e+00 -2.60869540e+00 1.05709794e+00 -2.67110742e+00 2.41675703e-02 -4.20922048e-01 -1.57316948e+00 3.59882220e-01 1.26644278e+00 9.93610118e-01 -5.93740103e-03 9.10971510e-01 -1.12267776e+00] Distance 10.622772560171729 Each least square approximations [ 9.19499685 2.97121194 0.53019249 -1.43060583 1.89427705 -1.93912796 -2.96593234 -2.3519401 -0.9584352 4.27216008 1.79113345 1.96999718 -3.28023975 0.66769385 1.19072562 -0.03167604 1.71522436 -0.6036653 -0.32921844 0.51780859] Distance 7.294506385330136 Each least square approximations [-10.83366827 -1.19082225 -0.89321151 -1.09206308 -2.47589573 -0.2397743 1.86113562 3.55766484 1.5893856 -0.07531973 -4.07010733 0.17563461 -0.61652173 0.16052845 -1.62309574 0.88633344 -1.55528855 -0.21000014 0.36324276 -2.23502055] Distance 6.2870668563808945 Each least square approximations [-7.59670386 0.21834429 -1.39169417 -3.84440343 -1.16374224 -1.39703733 -0.12521605 0.85516444 0.60385205 -0.7702542 -0.44394135 0.99627984 2.33226397 -0.13871731 -0.59820242 2.85439582 -0.03017057 1.41737066 0.53365289 -0.2691607 ] Distance 10.77735700642028 Each least square approximations [-10.36465127 1.35159874 0.65098121 -0.32924694 -0.42127888 1.3650762 2.23697908 1.33991755 0.80538056 0.62369704 -1.89344692 0.98414982 3.64783166 -0.31953515 -1.95117466 -2.9559838 0.69495424 -0.5306821 -0.09876904 0.17486288] Distance 7.885539666813085 Each least square approximations [ 9.36921442 3.0288022 1.9092296 0.08577105 1.04483535 -0.16428402 2.8990201 1.23551812 -0.84096091 3.02039784 0.91757313 0.97166801 0.23164338 1.19869666 0.46075237 -0.69367172 0.78162377 -1.15948039 0.01710292 2.25018297] Distance 8.98221369955207 Each least square approximations [ 7.85113722 2.69284168 -2.81601792 -2.87906978 1.75142503 -0.09939377 -2.51078849 -2.54444704 0.39332308 -0.88285791 1.05605407 -1.63428649 -0.80902328 0.5941573 -1.19678512 3.17171923 -0.02790571 -0.5587662 0.75717255 -0.3134002 ] Distance 9.694648007869919 Each least square approximations [ 8.3676679 0.38506151 -4.50054917 -4.43671924 1.64229033 3.58458172 -1.02345712 -2.36577792 1.18053498 -1.41041012 1.34905435 0.95475981 -2.51860988 -0.35470456 0.85998082 1.22929496 -2.72492874 0.16215953 -1.2135854 -0.81893574] Distance 7.512084497803112 Each least square approximations [-8.39516524 -1.01716303 -0.31325376 3.19495441 -0.55814678 -2.54876486 2.13859842 0.42834603 0.86305288 2.54638261 -0.33524912 0.04125241 0.42185581 -1.27041706 -3.46460401 0.82377546 0.94804604 0.2356824 0.64232203 0.54699687] Distance 9.81273651206143 Each least square approximations [-7.16844251 -0.5559634 -0.85055327 1.32267907 2.06203676 4.63006088 1.61406542 0.36273586 -0.35279658 0.62812264 1.71424017 -1.81889071 0.04299587 0.18031579 0.93223667 0.58349935 -2.02574914 -0.246387 0.1279832 2.38829353] Distance 10.059368612077277 Each least square approximations [ 3.5286381 -0.338709 1.10507492 -0.44396105 -1.39183638 1.01537701 -0.85192221 -1.3576606 -2.8015314 1.68818925 -0.75318808 -0.26321853 -1.06590198 0.11848059 -0.02079597 -2.45955431 1.76350587 -0.38480287 2.08015503 -1.76515643] Distance 12.366194901568228 Each least square approximations [ 2.95470847 0.21163172 -1.55115992 0.80539777 3.79903765 -3.0693132 -3.18420899 -0.81624426 2.38626772 3.73835444 0.58394083 -0.39107219 -1.88321977 -0.84896973 1.98992367 -1.62177044 1.43706698 -2.4881744 1.08954864 -0.12246272] Distance 10.710399456571446 Each least square approximations [-6.42180496 3.49116641 -1.41079445 -0.05349548 -4.27240644 1.61591021 0.6450815 0.49884224 -1.84256918 0.89608582 -0.72879453 0.54588649 3.21046135 0.93671841 -1.34529795 0.53311045 -2.66397581 -0.29268591 1.95625745 -1.8516033 ] Distance 9.590942067840436 Each least square approximations [-4.40118315 -0.66605421 -1.82632077 -0.34631583 -2.11157664 -1.50815316 -1.58722761 1.7575108 0.5423591 -0.63187387 -0.55429564 0.74172778 2.05326449 -2.42936217 -3.12283639 0.72548496 -0.1114878 0.76419792 2.02750686 -0.61155503] Distance 11.791577353175391 Each least square approximations [-9.26164622 5.99112012 -3.25614602 3.72210221 0.67099813 0.66961283 0.12081227 -0.12787852 0.82724353 0.88959467 -0.58870006 -0.87639571 -2.8896628 0.60103498 1.39641546 0.31852669 -0.41333387 -1.13964658 -2.36567695 0.0707659 ] Distance 5.847934618228183 Each least square approximations [ 5.4984689 2.04259601 -1.84591189 -0.0918519 -1.29132852 3.16148615 -0.07963565 1.75739368 -1.87107907 1.99458963 2.72536026 0.18883304 -1.42761756 0.6026145 2.42668266 0.78164798 -0.82644592 -0.53388309 0.29145774 1.32033007] Distance 11.066254323007211 Each least square approximations [ 3.6616388 -0.11036538 -4.10687068 -3.7720126 1.31100539 1.33275341 -0.28611804 -0.22543929 -2.68771685 -0.33395524 -0.37039016 0.07702306 1.83481588 -0.85433518 -0.86326296 0.66972246 1.32064438 -0.40425902 1.11010064 0.23756822] Distance 11.729171167992137 Each least square approximations [ 4.77747159 2.04733262 -4.34030559 -1.60492083 -0.61292073 -0.781703 -3.01771087 -3.09660122 0.58236263 0.31615702 2.1034935 0.8209915 0.01284903 1.3661532 0.12141044 -0.03511756 -3.961148 -1.7008621 0.76915661 -1.57439833] Distance 10.222227711722134 Each least square approximations [-4.56282997 1.37252754 -1.45175401 0.7716369 -0.81594031 -2.09204766 -1.5757911 0.61499583 -0.35537625 1.78760922 -1.0266995 -3.69160335 -0.46223741 2.88841089 -2.67254439 -0.50205483 2.72450387 -1.8986307 0.97151461 -0.86296854] Distance 11.03172630832871 Each least square approximations [-5.44221734 4.11181031 -2.98681691 2.72700969 -4.19315598 0.20891903 -0.94297512 0.421685 -4.05755593 1.85528785 -1.28066132 -0.6672525 1.15116382 1.42390963 1.29891605 2.04221218 -1.28483964 0.676274 -0.47954312 -2.77791432] Distance 9.244189687159196 Each least square approximations [ 7.28156924 -3.63089745 -0.64313585 -1.74652828 -1.92953608 1.80310239 -0.64671221 -1.32176559 0.87723062 -0.9545514 -1.58808294 -0.65778933 -0.42384759 1.35005189 -0.6345357 -0.4676108 -0.1864937 0.51709829 -1.04917886 -0.20611443] Distance 10.989749827417485 Each least square approximations [ 8.52623216 3.13050677 -1.3018437 -0.21823513 1.75353582 1.88427605 -2.61200465 1.15279651 1.6195778 1.27702819 3.54526289 -0.7005611 0.95484883 -0.88892561 0.66953425 1.31876282 -0.46966667 -1.49192887 -1.72629435 1.28095152] Distance 9.000056374425238 Each least square approximations [-9.49479453 -3.38847115 0.40495482 -4.43733538 -0.56688119 -1.60569677 0.72845329 -0.14050271 1.75984025 3.06304325 1.76933289 3.19778676 -0.13228253 -0.12618765 -1.5397893 2.94340939 -0.58156303 0.37905168 -0.86791174 -0.14519869] Distance 6.722389683780871 Each least square approximations [-8.17898301 1.4182024 -3.2848877 -1.26119873 0.39445181 -2.0278833 0.37908117 0.00889467 1.91877799 2.24849313 2.05883831 5.7717346 2.0102842 0.42054036 -1.5304583 -0.26324473 0.56321642 0.58978188 -0.95610041 0.52985299] Distance 8.234598006029 Each least square approximations [-9.14048657 -2.81739193 1.42519123 1.14396146 -1.83241487 -2.38864269 -0.87798288 2.9385826 -2.90237934 -0.18454162 0.91644981 2.36308675 1.03395774 -1.39550944 -0.39122981 0.3123758 1.20419123 -2.16822608 0.09598798 -0.04302557] Distance 8.4071599941168 Each least square approximations [ 6.93456262 -2.52322554 4.23933787 -0.18820356 -1.43015006 1.17315222 -0.84623879 0.94275265 1.47357871 -0.26127603 -0.24516712 -0.24040646 2.30869488 2.703033 -0.89235992 -0.67349376 0.29065106 -3.65563974 0.1954477 0.1490292 ] Distance 10.05216143672823 Each least square approximations [ 9.53142688 2.62387069 -4.00059825 0.62484077 -0.63836184 -1.33115438 -2.48750082 0.63565447 0.28274198 -2.05296345 3.4361184 0.75880326 -1.24708835 2.63042181 0.69497767 0.50487175 -0.09770001 -0.4687852 1.20148242 -1.88670002] Distance 7.366546930222446 Each least square approximations [11.70012389 -0.48802597 -2.11616834 3.0245286 -0.84895424 2.43940515 3.06485803 -0.45337565 3.27715541 -1.12328055 1.3380914 -1.20236548 -0.34192837 -0.43596975 0.18275717 1.60756606 -0.20982263 -0.0702297 -0.69202143 -0.75324201] Distance 4.69066715697579 Each least square approximations [-1.00966323e+01 6.14895059e-03 -1.67380175e+00 -1.43572737e+00 -3.87768197e-01 -2.55899372e+00 2.32865227e+00 -1.70694617e+00 1.80182173e+00 -9.92869489e-02 -2.57309253e+00 1.64833710e-01 -2.56389829e-02 1.90892825e-01 1.07073173e-01 -1.97680510e+00 8.45406341e-01 2.05198188e+00 -1.81630779e+00 -7.50254257e-02] Distance 8.022253053685038 Each least square approximations [-8.34996388 3.41835802 -1.23232056 -2.88336658 -2.6163217 -1.01265795 -2.91899007 -1.42372329 -1.21830935 0.75981001 -2.01060481 -0.2223617 -1.04447614 0.58938068 0.7023079 1.32446128 -0.27644423 1.13305486 2.62198769 1.60244688] Distance 8.408375757380892 Each least square approximations [ 3.99288799 0.16592102 -0.50452024 -0.93398745 -2.86653564 1.22542696 -1.75382541 -1.44888451 -1.09124564 -2.02738173 -2.79626801 0.12198047 0.73523052 -0.82447453 0.18808184 -0.5723435 -0.26334874 1.44686717 -0.72018873 1.31112177] Distance 12.242968909355733 Each least square approximations [ 8.10453974 5.25260701 2.53580968 -3.38040738 3.81192111 0.03627593 3.45148631 0.6515103 0.0918114 4.30883968 1.79462248 -1.19858872 1.10476762 0.33691688 -0.08032572 -0.65030889 0.30174407 0.27029161 0.1590984 -1.53568109] Distance 5.954613744111623 Each least square approximations [-7.68132186 -0.69587694 -0.36779199 -2.84870892 -1.63241347 -0.21868502 0.9890193 0.88778228 0.47786534 -0.45465068 -1.88230563 0.19426705 -2.73388949 -2.31995197 2.21191623 -0.35424091 2.48690848 -0.40608969 -1.31086489 3.30630041] Distance 9.37520183268183 Each least square approximations [-6.12432612 -2.68196519 0.52377475 -1.7566868 2.43162038 -1.67545276 1.06875585 0.52986732 1.15641686 1.37818495 1.51436989 -0.80924076 0.08850501 0.8696987 1.37900971 -0.16131391 0.94794927 1.10823054 -0.84753487 0.54613194] Distance 11.43577335127164 Each least square approximations [-6.81377249 -1.94646914 -0.16351089 -0.81875223 1.69795603 0.89421599 -1.79570437 0.99324046 -0.6555252 -1.04565382 2.10123969 3.64953152 3.85915898 -2.46452159 0.31039308 -1.52216309 1.45872697 0.01951765 1.6644609 -0.29559478] Distance 9.724696048126223 Each least square approximations [ 7.42365676e+00 2.36683554e+00 1.19978781e+00 9.06444350e-01 1.27804473e+00 -1.11857263e-01 4.92650866e-01 3.84737559e-02 -2.29401108e+00 -1.87062143e-01 -1.19372507e+00 2.11638728e-01 4.36335677e+00 1.89456130e+00 -3.61499590e-01 -9.74728363e-01 -1.53869009e-04 -2.04702471e+00 8.95943299e-01 -1.34300718e+00] Distance 9.943026779839913 Each least square approximations [ 6.62929566 0.13542334 -1.54622395 -0.78189781 -0.10766991 -0.94958721 -4.85084487 -0.44801299 2.26437806 -0.18356407 2.48496287 -1.81779045 0.0962821 -1.35543464 1.33964229 1.34306819 -1.74417378 -1.42188615 -0.27914397 -1.64203871] Distance 10.072944079338752 Each least square approximations [ 7.60029991 3.29053228 -1.71511407 -2.3672402 1.80346287 0.80176297 0.28203348 -0.30479098 2.20771003 -1.27192742 -2.90072317 2.22062817 1.9504492 -1.14123494 -0.47981965 1.77982583 0.96336552 -0.18466453 -0.66900541 1.29715644] Distance 9.400054088929043 Each least square approximations [-6.25150081 1.23863823 0.36892492 1.13327741 -2.85873661 -1.77111738 4.83387523 0.37202625 1.81233206 0.77293358 -0.68840035 -0.07328189 1.62924172 -2.78929828 1.65968022 -0.17656817 -0.399324 -0.95552154 0.59435932 0.67897069] Distance 10.231439591604188 Each least square approximations [-11.96005055 -3.79624856 -1.28116645 -1.66967217 4.18732006 -0.99556506 -1.40235312 -1.22188241 -0.78445516 1.61563291 -0.08447933 -0.42806261 -0.65566656 1.44732221 0.86780764 0.04086136 1.01398224 -0.66041759 0.75773991 0.1740105 ] Distance 3.1273155427943435 Each least square approximations [ 3.77523759 1.70466343 0.6113411 -1.64717809 -0.73375629 1.86602863 -2.01939953 -1.2191473 -4.70387829 -0.96838337 -3.02690119 -0.87501408 0.34342922 -1.47715769 0.76389667 -0.87928546 1.12698943 -0.61183755 1.08000952 -0.20126279] Distance 11.536124629221547 Each least square approximations [ 5.87591648 1.9742102 -0.08671877 -1.27749678 3.88153836 -3.32870783 0.43052248 -1.43937735 1.51234506 3.84240595 1.7568392 0.11867052 -2.88787359 2.89706865 1.37138723 -0.57732256 3.99827841 -0.29499544 3.02140456 -0.79497108] Distance 8.307357045003641 Each least square approximations [-6.61729404 2.88528544 -2.70022086 1.71342966 -3.86118365 1.40630111 2.10070698 2.92431235 1.8435453 -1.72754691 0.35489001 -0.62464782 0.59561738 -2.12912685 -0.01340276 0.7069491 0.11092024 -1.03742441 0.99250502 -0.36180941] Distance 9.784122791585244 Each least square approximations [-4.2628612 -0.72021089 1.23482971 -0.9217508 -0.99436248 -2.71219559 -2.11394188 0.54013153 -0.81374541 -0.58265538 -3.39003634 -0.5535883 3.09953234 -0.93634121 1.18302384 1.65026319 -0.38679572 1.16135156 1.24665072 0.86220696] Distance 11.706352445941993 Each least square approximations [-7.31771472 3.47878796 -1.67687008 -0.95184234 0.36429336 4.72524864 -2.11664675 2.81099429 2.33975285 0.19208768 2.27059135 -0.78108578 0.34124206 -0.18885032 0.41063095 -4.04237782 0.08402889 0.77779586 -0.09297661 1.6169792 ] Distance 8.186997744277487 Each least square approximations [ 6.56373596 6.76465531 -0.42661852 -4.30988398 -0.14096202 2.79068968 1.48763624 0.46261355 -2.76785961 -0.43829234 1.14418082 1.34106582 0.1875129 0.77185977 -1.04476467 0.7399225 0.28867408 1.15910854 0.19256423 -0.3574439 ] Distance 8.351920233757726 Each least square approximations [ 4.44458909 1.60799461 -1.62384986 -3.54420208 2.0271604 1.28634059 -3.36612785 -0.28248034 0.13870624 -1.90067584 0.64948307 -0.73710906 2.28324625 -2.28149179 0.01292381 3.18712738 0.47320717 -1.28387412 -0.97500301 1.23642112] Distance 10.870799192336788 Each least square approximations [ 5.10804938 1.66494245 -2.00275777 -4.6709764 1.6865137 -0.24697927 -2.17010443 -3.01063034 0.04559294 -1.713132 -1.23301698 0.00986999 -1.09587918 -0.25543253 -0.80950268 -0.22443595 -0.18964155 -2.88400498 -0.12959718 -0.26313584] Distance 10.77829576883138 Each least square approximations [-4.60174889 -0.34278569 1.34642351 1.77580627 -1.89528084 -0.77555373 1.49942728 0.50971696 2.25674108 1.80120744 1.02321604 -1.57139548 1.91736146 -0.86879749 -2.11392222 1.67847362 2.11279845 -2.6312686 0.87602592 0.75125395] Distance 11.539530427839026 Each least square approximations [-7.949204 1.35443693 0.1056257 1.64815599 2.2752145 3.20837491 1.65658644 0.50488882 0.48178097 2.43748453 1.62840005 -0.25884315 0.27297586 -0.63368494 0.74650242 0.96357618 -3.00760817 0.20230985 -1.96135487 0.65001275] Distance 9.433344968901414 Each least square approximations [ 4.35935138 -0.29912968 1.13822566 -0.10748819 -0.28625424 1.82453715 -1.75239403 -0.43889198 -2.86891614 1.0657586 -1.88732157 -0.91680691 -0.97209479 -0.31087514 0.53322329 -1.36411118 0.59234964 -0.43475983 2.08355128 -1.52934704] Distance 12.172456979735378 Each least square approximations [ 5.00818845 0.51154885 -0.60077286 0.86335902 3.98976166 -3.39152951 -1.95204696 -0.37637176 1.15257977 3.13587608 0.8500921 0.99754503 -1.41925011 0.42947648 0.02119387 -1.30023108 0.87845304 -0.44210078 -1.67546805 -0.20822852] Distance 11.000420860737604 Each least square approximations [-7.05261818 1.93176199 -2.39606993 2.01232789 -6.17649452 -1.28409193 3.57432079 -0.13314477 -0.59666924 1.67662778 -1.97373368 0.85055622 1.78726652 -0.36283846 0.48408615 -0.01550446 -1.63206989 0.56871255 0.60864158 -0.33614793] Distance 8.291497504515663 Each least square approximations [-4.3998258 -0.41498469 -0.41689094 -3.22497763 -0.40322675 -3.03458935 -2.87000452 1.68063708 0.43844165 0.7294332 0.44749308 -0.0448879 2.64370633 -2.71138207 -0.13615928 1.56481989 1.49662064 1.59471315 0.82540937 -0.34504076] Distance 11.205523597857638 Each least square approximations [-8.59364495 7.39481216 -0.93352741 0.65085715 -1.76295729 0.19301753 -1.31146013 1.19970784 2.15592605 0.57237801 0.83655974 2.3534521 -0.81537462 -0.48173878 0.26395887 2.3948458 0.59454636 0.24299935 0.30614458 0.95762577] Distance 6.629211426742624 Each least square approximations [ 5.77362678 1.42103849 -1.7456784 -0.79184913 0.12012091 2.88758207 -1.44255539 1.9430938 -1.37669101 0.63719812 1.99812815 1.15009236 -1.3533114 -0.63418898 0.38775111 0.45322396 -0.33306424 -0.82691179 0.63216586 2.43887991] Distance 11.35047555237022 Each least square approximations [ 5.08555886 0.06068669 -3.20077412 -3.19813575 1.30758228 0.11051716 -0.27243663 -1.08141082 -1.91690433 -1.70985207 0.54368382 0.22010864 1.85473788 -0.31632194 -1.62860187 1.73120154 1.15196559 -1.86680605 1.6027217 0.24513442] Distance 11.24907315870008 Each least square approximations [ 5.15556011 0.38190791 -4.10337452 -0.81511764 0.87523373 -0.67372548 -2.24600428 -3.02286789 0.78699826 1.90109392 2.27733291 -0.02951044 1.33323814 0.7886431 -0.34279463 0.75979693 -3.47733998 -2.70220724 0.24585252 -0.13119564] Distance 10.382824165312945 Each least square approximations [-5.22328192 -0.74719005 0.51201968 0.90504152 0.45361742 -4.31850007 0.81015933 0.13543009 0.20836082 1.62963666 -0.35610318 -2.83598929 -1.09834943 2.33310648 -3.22604312 -0.47739769 2.53978573 -2.28236665 1.56921157 -1.39543222] Distance 10.33170310019813 Each least square approximations [-4.69681128 4.23872489 -4.40834203 1.04768548 -0.04747868 -3.94497849 -0.74639912 2.93046933 -0.89305691 -0.0910061 -0.45383825 -0.66743089 -2.6051975 1.34746328 -1.5810337 0.27297357 -2.259564 0.41608147 0.31177092 0.13336104] Distance 10.193384929172316 Each least square approximations [ 8.82123712 1.29751463 0.05666812 -1.81096682 -1.06808137 0.7647313 -1.72459906 0.40287017 1.5982422 1.10969647 0.04733847 1.17995583 1.27885289 1.51519609 0.69364405 0.79745865 0.07551556 -0.49289559 -0.44584893 1.03491118] Distance 10.383202727466331 Each least square approximations [ 9.02941321 -1.78871084 -2.05591444 -3.35851123 -1.4814897 0.0381426 0.81778836 -0.51910059 -0.57971538 1.99387725 0.38077171 -1.50436401 0.89656782 -2.48499548 0.68343036 0.3679217 -0.60395761 -1.66157723 0.82762277 1.13191462] Distance 9.188968755591047 Each least square approximations [-7.15899145 -2.13180684 -1.18730165 -0.77894767 2.93225985 0.9355845 -0.03874372 0.78163077 -0.54345977 -3.98948774 1.08562246 1.30826678 -3.02432603 -3.2749644 0.26394803 0.20969495 -0.84935406 2.58057274 -1.53472401 0.75932977] Distance 9.481714062629536 Each least square approximations [-8.6762818 3.24086269 -0.12303394 0.54262131 -2.09456815 -1.33338042 -0.05916142 -0.01027002 2.10067609 2.02727218 1.18281217 0.10959092 -2.77139413 1.11084643 2.11452323 -0.48085803 0.78434897 1.12388998 -1.44785823 0.05746123] Distance 9.34947948447687 Each least square approximations [-6.79060357 -3.24514959 2.56430356 -1.80823836 -1.46191227 2.93482466 -1.29252671 -0.81428717 -1.79972149 0.584173 -0.87195582 0.70636239 1.51264514 -0.61906422 2.29516562 1.63501262 0.38989253 1.6049139 0.52707877 -1.18647806] Distance 10.380889548703543 Each least square approximations [ 8.07680815 -1.57764737 3.5898967 -0.29166234 3.98045351 0.00845886 0.51275832 0.40964304 -1.77963173 0.32506203 -3.35927942 0.45360235 0.65044305 -0.14839157 0.89908077 -1.13618101 0.31500698 -1.62992005 -0.52176857 -1.73108747] Distance 9.32187679267786 Each least square approximations [ 7.48833287 3.45667881 2.94303967 0.72693584 2.08948222 1.91441998 -0.0612082 0.55924134 0.61888522 -3.0377975 0.15207999 -0.58390264 1.04399517 0.44537525 -0.53580972 -0.11351225 0.43169274 1.26990391 1.38145578 -2.02595218] Distance 10.112577363668938 Each least square approximations [ 9.19144811 2.08841199 5.09404003 -4.57708564 1.95950208 1.39180367 -0.11111665 1.08278697 1.01631361 4.63740635 0.93423738 0.98082996 -1.11636283 0.04283968 -0.12778932 -2.4810651 0.26553622 0.43009771 -2.00622871 0.34160613] Distance 5.320302686034696 Each least square approximations [-8.4465927 -2.28739362 0.07233874 0.37780625 -2.56722432 3.26791046 -1.53926874 1.95754151 0.88106793 1.04368202 -0.1375656 0.1480052 -1.15105693 -0.81945817 -0.46509966 0.37499691 -1.72491053 0.43659335 -1.12831701 1.33603075] Distance 9.82449881171969 Each least square approximations [-8.39108366 -0.5691054 -6.38250856 1.09818245 1.5024123 -0.32669264 -0.44724371 0.7308569 0.22007675 0.82662563 -4.51932888 -0.07281167 -2.96590464 -0.42774402 0.75998055 2.22860635 -1.82608331 0.44126641 0.28305137 0.50602016] Distance 7.43137703601657 Each least square approximations [ 6.64378579e+00 3.74295090e+00 8.25436688e-01 -1.78593368e+00 -7.42975472e-01 3.11843192e+00 -2.78151249e+00 -2.62059602e+00 -3.95048664e+00 3.39471960e-01 -2.40212198e+00 -8.58194864e-01 9.67821119e-01 -1.35889797e+00 6.78260092e-01 -3.30915904e-01 -7.00165297e-04 1.13242489e+00 2.05607407e-01 -1.31786849e+00] Distance 9.747142374880006 Each least square approximations [ 8.03570345 2.19216372 -2.37886608 -3.01393752 3.64532995 -1.91877622 1.57776195 -0.57765108 2.02428417 -0.70180389 -1.25408116 2.12109152 -2.73054632 2.53684822 3.57691333 -1.94794915 0.21269603 -1.09050922 0.93427765 -0.68458721] Distance 7.932111679963308 Each least square approximations [-9.58752912 3.52994454 -3.4803525 0.69623017 0.77514795 3.17485062 4.75423221 -0.09732032 0.82819904 -1.9051454 0.07931935 -1.76551844 0.4315869 -1.83634392 -1.72332072 -1.04692596 0.67815821 -0.15141738 -0.43047755 0.77054071] Distance 6.629796302582331 Each least square approximations [-7.02894452 -0.92383517 0.56251903 -2.37208201 -3.30182204 1.22034851 -3.36388197 -1.09142091 0.55723636 1.05853615 -0.3894174 -3.01142236 1.44654587 0.08743784 0.92472482 0.98983075 0.34761614 0.5567391 -0.55507341 0.64665836] Distance 10.663322004763412 Each least square approximations [-8.36299559 2.74916275 1.51934937 -1.64930241 -1.66362933 3.50452492 -3.45563315 -1.68003956 0.23263202 0.66494546 -1.19858021 0.72596155 1.31790546 1.24995907 -0.67103648 -3.93912886 0.29489517 1.93601561 -0.29622677 0.29551491] Distance 8.513217768384505 Each least square approximations [ 7.31872111 1.39174743 2.3881688 -4.56063897 2.62429781 2.10446883 1.21583679 -0.289297 -1.71711456 2.95552462 1.86955396 -1.06628961 -0.37041226 0.03563753 -0.40229678 0.91355518 0.18224184 0.38693744 -0.59719463 -0.48147791] Distance 9.871552801731305 Each least square approximations [ 8.31995235 -0.64917274 2.06938445 -2.01935896 2.22758782 1.40307313 -0.15978915 -0.71731581 0.9928154 -0.68710115 2.99931115 -1.43985883 0.93116252 -2.07104876 0.72196918 2.03534537 0.31761749 -1.78149427 -0.13516124 0.87833743] Distance 9.93304358583239 Each least square approximations [ 6.72047783 -0.43110264 -1.10165499 -6.18917212 -0.60506326 -1.30966944 -0.56124652 -0.31207276 0.72619015 -0.12596245 0.07823777 -0.57243935 0.71498899 -0.34952596 -0.15322849 0.73848045 0.10186957 -1.32309214 -0.98510376 -0.75917271] Distance 10.853566827352395 Each least square approximations [-6.81716678 0.19250577 4.66000032 1.06966297 -1.62343613 -0.13139429 0.14852956 2.23038187 1.22376987 3.4669958 -0.75001024 -0.30543669 1.50704129 -0.71363881 -0.20393889 -0.93807879 1.50822623 -2.93350141 -0.93833264 0.87944308] Distance 10.15485616362328 Each least square approximations [-4.23594777 1.63137089 -1.56193802 -0.52339691 -0.87169876 -2.61482968 -3.76401866 2.00242232 -1.20325624 -1.40688333 -0.34643303 -0.74146114 -1.82684762 -0.17693519 -2.54896528 1.60764774 -0.81845361 1.83777581 -1.0325413 0.24293847] Distance 11.137128668466298 Each least square approximations [ 4.13511074 -0.13965742 -0.74543508 -0.64789417 -0.95834604 -0.81432779 -1.56656018 -2.27474953 1.5799312 0.31552962 -0.03441427 0.75553502 1.01065206 1.56347855 0.16431373 0.2515537 0.33751606 -0.33663223 -0.32506558 1.00132489] Distance 12.628724003286415 Each least square approximations [ 5.70840445 -0.38906811 0.11525829 -2.12635586 -2.35605865 0.43939085 3.21007 -0.49222626 0.34313341 3.5091147 0.12325125 -1.53181501 0.64398039 0.25168856 0.76435518 1.50085835 -0.50860243 -2.79221446 1.55100576 2.3570743 ] Distance 10.351852051669242 Each least square approximations [-4.26518419 -0.55469622 1.08821196 -2.20613948 2.27808967 1.36789078 -0.2632681 0.68823173 -2.27345616 -4.14770998 1.04647173 0.44890846 -2.26346308 -2.40801323 -0.1962354 1.2270393 0.29250261 1.20033185 -1.63874797 -0.36985048] Distance 11.05488880102108 Each least square approximations [-5.68807937 -0.44191403 -1.05780658 1.35840109 -0.6108619 -0.95374074 3.2604877 -0.4047589 -1.34674869 1.82500445 1.05104572 1.0515001 -3.43549329 0.28403359 3.69564163 -1.27595423 -0.76572518 1.07335042 -1.13929019 1.18195727] Distance 10.40672857283916 Each least square approximations [-4.2451593 -3.21887218 -1.07124447 -0.84886851 -0.43574424 2.22007777 -1.2223355 0.23717496 -2.86938453 -0.36183424 -0.04661891 1.89797418 1.74950391 -0.19042159 2.75972257 0.9031051 -0.89152262 1.03042258 -1.33161447 0.06525717] Distance 11.436662625203349 Each least square approximations [ 5.17872623 1.40335863 1.96609805 -0.51418795 0.96205676 0.01955768 2.00450834 2.52179979 -3.50467743 1.11329692 -2.52909211 -0.48785229 1.56377561 1.64127727 -0.72286632 -0.05098372 0.14995329 -1.24536707 -1.08256495 -2.36141831] Distance 10.792769867414146 Each least square approximations [ 3.64720994 1.3223656 0.87520826 0.33469431 -0.04527213 1.43280798 -0.50968095 0.86837509 0.23665961 -2.99243196 0.95994974 -0.40112502 -0.82804774 1.79489905 1.10644016 0.69371313 0.62033607 0.06491101 0.78109964 -2.22755583] Distance 12.417075337433644 Each least square approximations [ 6.47876344 4.98591948 4.05789759 -2.76987391 0.1555427 0.53523 -1.29497401 1.2188401 2.46079605 2.13179358 -2.90011685 1.07392803 -2.38261167 0.07053473 -2.25247483 -3.06485558 -1.02363108 1.86668552 -0.63432755 -0.9449764 ] Distance 7.366284391918927 Each least square approximations [-4.81938115 1.63357719 -1.27186926 -0.44183284 -2.43810611 3.24589387 -0.93241904 -0.07145467 0.80753041 0.66420577 -0.61595882 0.06635664 -0.92195924 -1.50985201 1.24693117 1.46760355 -1.60285058 0.42878026 -1.02004172 2.60055452] Distance 11.44176628588617 Each least square approximations [-3.22661995 5.82616074 -3.66653467 6.13555239 1.78487691 -2.3130028 0.34948548 3.48646946 -3.66961664 4.19021584 0.10177075 -1.38332303 0.14583427 1.21438468 -0.0617839 0.93425964 -0.90789591 2.53631187 0.52056891 0.04488895] Distance 8.17288843112119 Each least square approximations [12.73820915 -4.86631432 -1.00947319 -0.24932477 2.18296448 0.69092932 -1.17705071 -1.01512625 2.25898235 1.10550973 0.32727712 0.01829172 -0.1309192 1.45336344 0.66121501 -0.39657073 -0.11410331 -0.42536528 -0.9380039 -0.61146221] Distance 4.54058756917579 Each least square approximations [10.53810197 -2.10404297 -3.22590553 0.42214968 -1.52514985 1.9950674 -2.12666284 -0.43299707 -0.87332039 2.34625767 1.28790845 2.54066802 0.94183187 -1.32463989 1.03069432 -0.09711353 -0.25375842 0.12592027 -0.55466121 0.72991242] Distance 8.355156961423559 Each least square approximations [-8.41770022 -5.1535876 -3.04773657 -2.18394649 -0.40783716 3.34900997 0.58597678 -0.44201498 0.57610599 0.24066689 1.32255905 1.21658762 -1.53065158 -1.08257517 1.06108661 2.82867946 -1.77403775 2.29604534 0.60124282 -2.25169301] Distance 8.508561563027726 Each least square approximations [-10.54475893 5.71767029 0.7677013 -1.18744995 -1.69291745 -1.21834975 2.02154961 -1.23873981 1.31815094 -0.16210787 2.75939751 3.20207364 0.18644428 -0.74194341 -0.2621788 0.4351564 -0.38436162 1.90428046 0.31499134 -0.20026995] Distance 6.757315983706103 Each least square approximations [-7.91775714 -1.28295468 6.9062857 0.82492806 -1.3500498 0.35795392 -1.22780293 -0.30971039 -2.59666461 -1.9538632 -0.76721227 0.02596673 1.50128254 0.70083548 0.82413133 2.1783597 0.3686193 -0.67920916 0.09877012 -0.33513689] Distance 9.465586857753213 Each least square approximations [ 8.45032992e+00 -4.39626112e+00 4.30884215e+00 -2.75154115e+00 -1.05875988e+00 6.05261821e-01 -2.87437338e+00 1.67144186e+00 5.61730654e-01 3.47290148e+00 -3.67371529e+00 9.63949356e-02 9.78539351e-01 -1.29718260e+00 1.95524842e+00 1.59094712e+00 -4.38904496e-01 -3.77962025e+00 -3.98768320e-01 -8.44797957e-03] Distance 6.853827359165627 Each least square approximations [ 9.1912934 5.47665606 0.19859553 0.0390868 3.11974453 -0.11201768 0.94785091 -1.52009387 -2.07586006 -2.89847101 1.78137256 -1.9720739 -2.81485185 2.03290379 -0.05265132 -2.31484347 -0.09507907 0.14388389 -1.88865537 -1.52827975] Distance 7.437231927041819 Each least square approximations [11.03743809 -4.67310639 1.82495927 -0.04287346 -0.1110699 2.96671024 -2.85237965 0.11440632 1.3239729 1.42435548 2.19512504 -0.97828262 -0.69528341 -0.47917721 -1.57201522 -0.78173991 -2.07980457 0.89449819 -1.29203164 1.48488389] Distance 6.292310655354936 Each least square approximations [-10.57989881 -3.54596225 -1.14057982 1.59172686 -1.77733767 -0.62106523 -1.30933541 -1.52803783 0.06368191 0.38468467 -0.57912488 0.72629374 0.28429681 1.11685246 -0.79631671 1.24286562 -2.16249391 1.01275069 -3.02208986 1.42347534] Distance 8.281552135402997 Each least square approximations [-4.42172833 4.63058927 -5.12028749 4.87861546 1.8095768 -1.4953305 1.41393336 3.56762535 -3.28499895 2.24800937 0.7735939 -1.2108924 2.32202453 0.17769235 0.51453301 0.5179696 -0.73559904 2.29632532 2.12952119 -0.53121609] Distance 9.145108841497906 Each least square approximations [ 1.42442641e+01 -4.11338695e+00 -5.22768815e-01 1.75179880e+00 8.91142529e-01 1.43006425e+00 1.35368303e-01 4.72684601e-01 -1.22131094e-02 2.58614103e-01 -2.21104787e-01 2.06006381e-01 -3.13011532e-01 1.29673242e-01 1.03081012e-01 3.08990708e-01 -4.89478515e-02 9.36357137e-02 -7.98143010e-01 -8.87385777e-02] Distance 1.4500978335114831 Each least square approximations [ 1.04816920e+01 -2.67508466e+00 -4.53868166e+00 -2.35578390e-01 -4.45603236e-01 4.52420716e-01 -1.94946019e+00 -3.46026494e-01 8.52046675e-03 2.04433906e+00 2.00422175e+00 1.74507532e+00 2.28435654e+00 -5.84795376e-01 1.11334140e+00 -4.57420623e-01 -3.46273303e-03 8.12553257e-02 -1.08653185e-01 6.32721251e-01] Distance 8.289170602225186 Each least square approximations [-8.88769799 -4.95014101 -4.08165033 -1.40395978 0.54379328 2.73766195 0.68919519 0.33282053 -0.43023844 1.0184999 1.10969748 1.06206206 -1.14695977 -1.01995619 0.61032525 2.5780131 -2.78742991 1.31597986 1.93986914 -2.18063668] Distance 8.240248964596878 Each least square approximations [-10.30824807 6.8699026 2.20080416 -2.17054214 -3.61974838 -1.9098876 2.3862626 -0.72314739 1.82546954 -0.13579526 2.19106578 1.23602829 1.67024616 -1.90839902 -0.36200428 0.02835433 -0.2177349 1.11163276 0.62201835 0.50835231] Distance 5.023053163877531 Each least square approximations [-9.16922412 -1.41156889 6.62722733 -0.12829618 -0.98899875 0.05704599 -1.54707866 -0.19666999 -2.29138942 -1.66988759 -0.98291948 -0.52917099 2.0806737 0.75712754 0.7898472 1.31436805 0.07937432 -0.89401497 -0.16186692 -0.3261062 ] Distance 8.8592184756585 Each least square approximations [ 9.46999864 -3.77892475 3.39594073 -2.67340423 -0.17768093 0.65721559 -2.02847461 1.68227145 1.91658237 3.9771308 -3.0114986 1.18318223 0.37365686 -0.30935795 2.06668438 2.3015401 0.24834252 -2.83494743 0.56134099 0.63044758] Distance 7.124367510422521 Each least square approximations [ 9.69662211 4.73227212 1.36639906 -1.17599613 3.34856648 -1.05364128 0.10290607 -1.42945769 -1.71440647 -3.52281657 1.57454156 -1.73114911 -2.80373281 -0.15888478 -1.47146553 -2.91811089 0.62520241 -0.39788467 -1.30164675 -0.92881577] Distance 7.2688296004442305 Each least square approximations [11.04969125 -5.30923013 1.30711842 -1.66345878 0.64134031 1.73547505 -3.15028584 -0.09410064 2.31059413 0.34272066 2.30634178 -0.77522749 0.31170521 0.3142734 -0.39836386 -0.9669946 -1.33739749 0.19599277 -0.77667823 1.9463017 ] Distance 6.509993517922175 Each least square approximations [-11.15085282 -4.26896195 -0.28141751 2.24080184 -2.64454938 -1.26826493 -2.54530827 -1.86829105 -0.49445523 0.95330296 0.39640149 0.067557 -1.0144945 2.08495891 0.08447931 0.72628207 -1.75879383 0.10389348 -3.5060077 0.98416577] Distance 6.289063599296469 Each least square approximations [-8.65146929 2.49098418 -3.51388613 1.36310677 3.17165725 -0.2125428 -0.88931922 2.87572333 -0.25763482 -3.17358474 2.19126829 1.33552943 -1.16875304 0.64671992 -0.22237751 1.91532381 -2.20719834 2.53757339 1.2053734 2.96404109] Distance 7.1630457947427315 Each least square approximations [ 8.10652557 1.78682496 0.95281428 -0.44976712 -3.37796912 2.72572815 -2.23232207 -2.49940164 -2.59071683 2.07907332 -0.67002268 -0.28520047 0.36210504 -0.66241544 -0.84119275 -2.18001359 0.57467731 0.05207086 0.62640047 1.06030344] Distance 9.48548407483596 Each least square approximations [ 8.50817334 -0.96140589 -1.17275 -4.50282129 1.75064894 -2.79325634 -0.26465285 -2.41368221 -0.48754092 2.4814687 -0.60021325 0.60640309 -0.27325404 1.01042749 0.11122557 -1.59789873 2.11127117 -1.21403693 0.96434995 0.37759557] Distance 8.943837418288208 Each least square approximations [-8.38608506 -0.88105143 -3.2440304 1.88449416 -0.45042901 2.10133967 -0.83809116 0.98002228 0.26706401 -1.28385236 -1.94095867 0.20844818 0.39997687 -3.95857687 0.27296418 -0.30468553 -3.21733815 1.67677885 -1.22227103 -0.89582559] Distance 9.003409286520638 Each least square approximations [-7.74573324 1.08420663 2.29486535 -5.05878977 -2.09921756 -1.80589249 -0.54693602 -0.35135519 0.71080046 -0.56176633 0.1546479 -2.21645991 -1.33758576 1.07657155 -0.14835921 0.63688516 1.60815689 -0.29570443 -1.02237329 0.74554726] Distance 9.796922280224486 Each least square approximations [-10.09378159 0.62236901 2.61987872 -2.01599472 1.47429034 1.90026083 -0.7558313 -0.82845151 0.70407449 -1.51699934 -1.93367325 -1.11244608 1.89841715 -0.12580577 0.40270339 1.42229436 -0.23945026 1.35336586 0.17860918 -0.71768159] Distance 8.55870531652691 Each least square approximations [11.85621842 1.05252485 -4.73674633 -2.33012326 3.52642289 1.49689528 1.31699474 0.50659983 0.25873535 1.50996053 -0.95860264 -0.86832756 -0.12449163 0.34037182 0.98793224 -1.73556596 0.1485416 -0.65714219 -0.42623632 -1.43713944] Distance 3.5293082868232135 Each least square approximations [ 6.75027638 1.5621633 2.50660486 -3.80234338 2.27993175 0.82596509 -0.48389427 -2.79373719 1.34678069 0.17344084 1.68253573 -1.70678614 1.4108248 -0.36303774 -2.18274799 0.92905688 1.10181833 0.42948029 0.33459314 0.36719955] Distance 10.481313961775141 Each least square approximations [ 6.86267848 -0.79198867 -1.35717164 -6.51793008 1.55394552 -1.82462551 -2.434062 -1.13499313 2.55154372 1.02369599 1.13295714 1.0609886 -1.50251061 1.66097595 1.41971982 1.27912282 -2.02546899 -1.29592576 -0.73602652 1.1467442 ] Distance 8.844632531050312 Each least square approximations [-6.77564692 -1.73651815 2.44531093 3.27680569 -0.02605498 -0.71708847 -0.34937175 1.3611845 -0.66052221 4.34587221 0.12948444 -0.82859666 -1.65253944 0.44095013 -0.99835917 1.7141679 -0.4574943 0.12738357 -0.67916764 1.78182776] Distance 10.517973459844026 Each least square approximations [-6.34950478 5.22927262 -6.11048267 2.73715718 -0.95333327 -1.07638088 -0.20608611 0.76833206 -3.0595879 1.39893897 -0.75827129 -0.88648307 -0.2370992 1.04825815 -0.25813557 0.27640593 1.48039246 0.93655583 1.95898582 -2.50840403] Distance 8.25066404759278 Each least square approximations [ 9.37312277 -2.3299961 -0.11992183 -1.94601676 -1.83217588 3.16473647 -2.43100348 -1.18598049 0.34976914 -0.21494729 -1.22486772 -0.03856729 0.2913713 1.15449704 -0.87663641 -0.61152363 1.09560825 -0.65381232 -1.21206865 1.60014897] Distance 9.098257785061604 Each least square approximations [10.05340563 0.49454489 -4.11396411 -0.94056997 2.5657916 1.99706937 -2.18607168 0.90965999 -0.34924455 1.55790644 2.58351463 -0.19830836 -0.33113302 -0.64494988 0.7824914 0.80408327 0.53113179 -0.80541968 -0.82797825 0.57991776] Distance 7.882752063245899 Each least square approximations [-10.14774499 -3.11571774 -3.4755511 -1.79839571 0.18391141 0.59135059 -1.11976037 0.97795508 0.75669304 -0.79460695 1.80841298 2.31047787 -1.73519485 0.54290072 -0.0630494 3.88855463 -0.40281966 -0.03687769 -0.58683152 -0.70669237] Distance 7.113245391145808 Each least square approximations [-9.71378824 2.64959374 -1.59601288 -3.2174358 -0.78152371 0.0398625 0.091135 -0.77268221 0.9887467 1.0979338 0.86983543 3.88130014 1.58343934 1.04179925 0.13487181 -0.67086684 0.18765393 1.12684917 -0.36536597 -0.56185324] Distance 8.433655968621071 Each least square approximations [-9.58087328 -2.64714536 3.8987608 -1.79970203 -1.24047547 -0.55715824 -1.30485388 1.04380986 -1.99879801 -0.73345847 0.2813443 1.08958443 1.01548496 -1.59852221 0.82725665 -0.98573275 1.63553896 0.09376095 -1.46556346 -0.77748103] Distance 8.490075207218936 Each least square approximations [ 9.14772333 -2.74315809 5.47167065 -1.52420823 -0.47477383 2.89279815 0.72860703 1.0653741 -0.23511461 0.35370789 -0.05438153 0.14699818 1.85037435 1.69554993 -0.82215312 0.76778925 0.04887616 -1.5948159 0.11030665 -0.62641909] Distance 8.123631562863057 Each least square approximations [ 9.15509763 5.15784151 0.60242464 -1.99312223 1.05743421 -0.59932302 -1.68765186 -0.32794093 -0.30769651 -2.05193146 1.74267821 -0.88727914 -2.49520108 0.90118535 1.31075357 1.01506894 0.62917028 -1.07006924 -0.18655764 -2.533825 ] Distance 8.083387058658266 Each least square approximations [ 1.26964829e+01 -2.46443640e+00 -1.68461001e+00 -7.20232961e-01 9.02419941e-01 1.66873019e+00 1.87840512e-01 2.38646545e+00 -8.71719796e-03 -1.58276906e+00 -2.17991168e+00 -1.93338742e+00 -1.75817527e+00 2.88754741e-01 7.06208320e-01 1.35105473e+00 -2.66626533e-01 -6.16516383e-01 1.47983943e-01 -1.20958724e+00] Distance 3.4713584001737803 Each least square approximations [-10.43242641 -2.35368336 0.54335284 2.04565612 -1.16479807 -0.06412474 -0.02799057 -1.26389344 2.21780649 0.68837785 -2.50075335 1.50014226 0.32746567 -0.77489283 -0.18883526 0.13798742 -0.119101 0.97467486 -0.90030873 1.41136119] Distance 8.378575530076624 Each least square approximations [-6.63949902 4.86394416 -6.03246703 2.92755131 -0.09017123 -0.19411035 0.93978785 0.08228664 -2.73306876 1.86571288 0.29757657 -0.78660963 0.57665708 0.91086097 -1.29454214 1.08284875 1.36470484 -0.20814177 0.54681042 -2.23787204] Distance 8.454640144661818 Each least square approximations [ 9.56523579 -2.32893665 0.05982683 -2.44151442 -0.94781856 2.50087807 -2.34410858 -1.81210014 -0.56224939 -0.03134412 -1.66872209 -0.31254828 0.07159485 2.16996004 -0.97406902 1.65149318 1.30797163 -0.86265882 -1.0844136 1.99267023] Distance 8.366323955281919 Each least square approximations [ 9.7961168 -0.04502223 -4.51014361 -0.26948267 2.8630476 1.42986536 -2.76713184 0.22694542 0.57698109 1.83810387 2.50222248 0.3112793 -0.44296342 0.51909982 0.30540637 0.30103531 0.17920929 -0.01484158 -0.23172842 0.24497403] Distance 7.924955185553822 Each least square approximations [-9.97636864 -3.09087756 -3.85896783 -1.56461408 -0.1917799 -0.26614095 -0.98289826 1.50309666 -0.27097024 0.37041149 3.29491905 2.40866295 -0.76447695 0.79224007 0.71987191 3.73191707 -1.487657 0.58996168 -0.82048468 -1.32607615] Distance 6.381762000724184 Each least square approximations [-9.606519 3.30986586 -0.93738359 -3.15186813 -0.36281088 -0.4350131 -0.58123328 0.56135563 0.10124128 1.45064608 0.30670862 3.200378 1.8604877 0.73674679 -0.92517976 0.4984405 -0.07641325 0.83802071 -0.27705482 -0.17894379] Distance 8.636914234662893 Each least square approximations [-10.18694042 -2.44960856 3.73120184 -1.74957143 -0.97533558 -0.70663715 -1.33721516 1.21113477 -1.19100446 -0.62152814 1.69938246 0.12603693 0.70472347 -1.5522968 0.56677405 -1.24756467 1.04594093 0.29514607 -1.48130189 -0.83177268] Distance 7.935843217005118 Each least square approximations [ 9.55183024 -2.20064107 4.84479623 -2.05678062 -0.92436642 3.39968352 0.44840613 -0.06962721 0.33448608 -0.22797724 0.1231509 0.27494188 0.46677128 1.47584065 -1.06188005 1.15814175 0.25533372 -2.89048716 0.95295018 0.6129119 ] Distance 7.534975174291365 Each least square approximations [ 8.88456591 4.97183454 0.87401456 -2.20744882 1.65538511 -1.75827254 -2.43829935 -0.6710321 0.23965994 -3.27429342 0.90375777 -0.05289136 -3.48343242 0.7239081 0.24764128 0.66883824 -0.08495491 0.30992781 1.56708101 -1.0855844 ] Distance 7.614380086797941 Each least square approximations [12.61100827 -3.45913047 -2.90996238 -0.38197529 -0.52252438 0.50675479 0.45936832 0.51624224 -0.33737064 -0.02282028 -0.86002105 -0.43999948 -2.21239947 0.63679231 0.52531858 -1.37303876 1.33208792 -1.0119078 0.99500632 -0.2890569 ] Distance 3.8723196941572366 Each least square approximations [-1.05992544e+01 -2.59325747e+00 3.77173023e-01 2.45326321e+00 -1.30913775e+00 -7.38587149e-03 -4.55631978e-01 -5.23179088e-01 3.08074753e+00 9.69822862e-03 -1.08197173e+00 1.70419637e+00 -6.29009496e-01 3.31003331e-01 -3.52662408e-01 -7.09125601e-01 7.26004188e-01 9.64730720e-01 -2.41259418e-01 2.70030082e+00] Distance 7.554392523110927 Each least square approximations [-5.08698106 5.90226271 -5.18116957 3.12407756 0.36081119 -2.77492924 2.77347665 0.08974133 -2.25430696 0.05623191 -0.05575855 0.64055577 -0.69922979 0.50646769 0.52015986 2.06303261 -0.5079545 2.73327894 -2.63644131 0.58676068] Distance 8.84872335399812 Each least square approximations [ 8.05497625 0.9128016 -2.10033995 -0.76474016 0.36363878 6.08103725 -3.39071892 -2.70119602 2.38210288 0.55375835 0.17390984 1.71512457 0.04072835 1.36593048 0.27026269 0.69354071 -0.61438566 0.44780795 0.56949872 0.38298127] Distance 8.826285657635434 Each least square approximations [ 9.21593609 -2.67667583 -1.76563378 -2.12304614 3.17358685 4.82623193 -1.01445409 -1.77130319 -1.34117829 0.5578045 1.06985123 0.67554038 -1.09117471 -0.85645414 0.15119502 0.1094519 -1.5759605 -1.90514256 1.33556507 -0.74368173] Distance 8.09753062453785 Each least square approximations [-8.37220758 -4.37253162 -4.34638191 -1.57282865 1.77463972 1.13693521 -0.31409544 0.69699008 1.33960249 -0.10227164 1.49334464 2.38620989 0.23196921 -1.02918995 2.37779188 -1.70722395 -0.17737447 1.61878063 -0.88492617 -0.68029388] Distance 8.833514114296802 Each least square approximations [-1.28334762e+01 3.92439666e-01 -6.20182615e-01 -2.48666065e+00 4.04025024e+00 1.66885707e+00 4.77488338e-02 2.69046465e-01 -6.92939752e-01 6.35082272e-01 -1.56375192e-02 8.60060773e-02 -6.97191315e-01 1.55865291e+00 -1.09489631e+00 -2.53048981e-01 -3.99250760e-01 1.18054328e-02 1.60272016e-01 -6.36603864e-01] Distance 4.547526681719246 Each least square approximations [-8.93387085 -3.59006753 5.34718154 -0.30515966 -0.33398358 2.52375201 -0.49937587 -1.98335194 0.3631952 0.43418248 0.55510959 1.3075069 -0.23456844 0.43277444 0.53852247 1.83676657 -1.35830283 -1.48906931 1.41381559 -0.29695014] Distance 8.514572833714546 Each least square approximations [ 8.49578309 -2.11823436 3.85570934 -0.978424 3.46779755 2.22536921 -2.73599833 1.00322817 1.21648388 1.58852926 1.93128578 -2.7204711 2.80059106 -0.16123522 0.16366219 -0.8188396 1.60824547 -1.98386144 -0.06828672 -0.25691867] Distance 8.287999252233567 Each least square approximations [ 9.70561001 4.21787061 0.25502121 -4.60323888 1.51855102 -0.16768184 0.14343781 -1.97483714 -1.35447319 0.89392297 1.85819094 0.90503832 -1.95723165 1.29709393 0.38383307 -0.152222 -1.9010198 0.73623835 1.40099967 -1.26993884] Distance 7.558034320196288 Each least square approximations [ 9.94863327 -2.4927234 -1.12602941 -2.63712619 -2.19721076 -1.66862134 -0.97999881 -0.9506825 -0.96212983 2.13175898 -0.94146386 1.48468232 -1.40541639 -1.46006815 -0.65525494 2.47097626 -0.24383256 1.83393193 -1.12709687 0.63558885] Distance 8.35201012919772 Each least square approximations [-10.91224552 0.80384592 2.06452199 4.18572147 0.50480494 0.11594122 0.8038001 -1.19625213 1.18391684 -0.26196812 -3.53788047 -1.03693768 0.22358121 -0.31504158 0.33770069 1.56674652 -1.63570638 0.3481296 1.14410348 0.5059844 ] Distance 7.137964821665496 Each least square approximations [-6.19626122 5.21537958 -4.78970355 3.34147425 -0.92691145 -2.57661381 -0.55822174 2.53364775 -2.54031972 1.49684638 -1.98959374 -1.98600399 -1.57232877 1.11510834 -1.05297548 -1.86930431 -1.07936102 0.31704484 1.35576053 -2.30047528] Distance 8.084380747784513 Each least square approximations [ 9.89874894 -1.44501245 0.40055606 -0.85417707 -1.9620615 0.99191275 -3.77160893 -1.0677381 2.33231043 0.17990324 -0.94059473 1.30131729 2.17965289 1.08373936 0.29848422 0.19507502 0.09495172 -1.85559826 0.56410936 1.96729085] Distance 8.348198286853272 Each least square approximations [ 9.79104400e+00 -1.08772884e+00 -3.93792937e+00 -2.17178591e+00 5.43470302e-01 -1.24147639e+00 -6.14024779e-01 5.94901268e-02 1.43698515e-01 2.40612393e+00 2.49814597e+00 -8.70986347e-01 3.65070365e-01 -1.81808906e+00 8.35033918e-01 9.61095661e-01 -2.74746257e-01 -6.73273445e-01 -7.04261424e-01 -9.23034985e-03] Distance 8.6148152952801 Each least square approximations [-9.23421832 -4.44985562 -1.76995375 0.43837909 -0.10397594 0.850406 -0.85520234 1.08584776 -0.32124985 -0.6022213 3.28308654 1.78075377 -1.59381582 -2.09074844 0.89180081 1.37077856 -0.35148779 1.19526814 -0.96808735 0.36317208] Distance 8.656430060706523 Each least square approximations [-9.4739101 4.16189489 -1.64414475 -1.86114521 -1.03902698 -1.19080418 0.23416614 -0.36484258 1.94546092 1.89885287 1.06482403 2.37588165 0.1888117 -0.53662234 1.17615462 -2.49490798 2.48830851 1.01904868 -1.50917498 -1.29988261] Distance 7.9605796100747614 Each least square approximations [-8.61201224 -2.77409175 4.25770072 -1.32789613 -1.40768865 2.2520125 -1.85378305 0.52629754 -1.87787865 -0.02031015 -0.1737671 1.11463464 1.57955422 -2.54526211 1.2425932 1.32140348 1.54365106 -0.50990371 0.46573008 -1.0023524 ] Distance 8.89663622382782 Each least square approximations [ 8.69666827 -3.88007317 4.53133284 -1.69834917 1.36514614 0.05713341 0.75510711 0.95862036 -1.08347656 -0.31273267 -0.69260949 0.56620567 2.60413047 0.08502606 0.80656785 0.91755635 -0.66414923 -0.98164516 0.21156266 -0.54480581] Distance 9.112516839075601 Each least square approximations [ 8.39136334 5.03972051 1.39648997 -2.27301257 1.95791331 -0.76913294 -1.28908623 0.52394179 0.31906152 -2.65008681 0.50230595 -2.31246332 -0.50408997 1.63568039 -1.01956849 0.0873114 -0.38765859 -0.23596163 -0.52148516 -2.64251018] Distance 8.896294867455518 Each least square approximations [12.21530929 -1.40763015 3.31860496 -0.22848006 4.64252814 -0.26328914 -0.01857142 1.61352305 -1.62532268 0.44012514 0.0385159 0.5135052 0.08741874 0.86312519 -0.40960503 1.64135087 -0.32606242 -0.54074615 -0.54187728 -0.23589693] Distance 4.318348825767734 Each least square approximations [-10.11991886 -3.6653611 0.31900023 1.53874969 0.07253702 0.21615135 -0.91298423 -1.6485993 2.51565239 0.67176464 0.68770423 -0.02869326 0.69732549 -0.98144871 0.70761412 -0.87376412 -2.73065821 0.70438783 -1.16001102 1.02019758] Distance 8.388743323863858 Each least square approximations [-7.94928812 6.15306716 -6.02307034 4.3998208 -0.03505384 0.5978587 1.372478 1.76207203 -2.21459887 -2.70425477 0.49887693 0.79292784 0.11030269 -0.21560437 0.22996705 0.40103737 -0.93067388 -1.82823263 1.12794787 0.21713794] Distance 5.98340954943266 Each least square approximations [10.02079332 1.11942197 2.36368561 -1.4588767 -4.0181315 3.02277863 -3.90944911 -1.71386855 0.43773317 0.76406144 -1.26920135 -0.46417521 -0.56110946 1.97241714 -0.67941977 -1.0946634 2.76971727 -0.05895263 -0.11846392 1.34556288] Distance 6.773208994659366 Each least square approximations [ 9.62472788 -2.37976793 -3.04508429 -3.67756981 3.75326014 -0.40040494 -1.33924609 -0.53329295 0.06205966 0.79188976 0.75033427 0.16711897 -0.0994734 -0.70393744 1.9520388 -2.27398348 1.58036229 -0.35598271 -0.26076495 0.78628999] Distance 8.080273099475038 Each least square approximations [-8.62411643 -4.04213408 -5.46272887 -0.50251466 0.66334771 0.24210918 0.04230833 0.94587917 -1.46579808 -1.78873435 1.18147978 1.90521334 2.13685824 -1.7273864 0.63883803 2.03367041 -1.57431267 0.22335739 -2.40430684 -1.36491585] Distance 7.866889281692148 Each least square approximations [-9.77851432 1.47222159 2.20591423 -5.34074503 -2.43916902 0.43381396 0.47641631 -0.89247945 2.6598092 0.60729608 0.4217705 0.18312686 -0.11277081 0.89937709 -0.22482089 -0.65953227 1.02166635 2.12526342 -0.51908322 0.88798309] Distance 7.925466117782416 Each least square approximations [-10.75481695 -2.97247937 5.17798773 -2.80185049 0.39637419 -0.05962758 -0.38396509 0.61001025 1.33280375 -1.11609294 0.37142255 0.94616939 1.02519062 0.85496334 1.39851964 0.61558602 -0.37035316 1.38757659 -1.94580937 -0.41478246] Distance 6.534101705070584 Each least square approximations [12.78584168 -4.6363936 1.25018341 -1.18427361 -0.59742726 0.31504747 0.41609758 -1.37772438 0.69082152 0.06704329 2.18715175 -0.36007899 -0.18565918 1.70805978 -1.51667926 -0.21852311 1.26166163 1.33584556 0.63082448 0.37497808] Distance 3.4138617670716194 Each least square approximations [ 8.76088312 2.37758929 2.63730852 -4.27915213 2.53271759 0.98975844 -0.66216606 -2.24806208 0.87121672 -1.66478641 1.79740175 -0.66324686 -1.97697508 0.12616447 -0.05950029 0.66819131 0.95710188 -0.10752418 0.50186418 0.6483531 ] Distance 9.11025439959471 Each least square approximations [10.69053585 -2.16594458 -1.44636195 -2.72961429 -0.08227733 -1.74195284 -3.01246968 3.09111165 -0.38293778 0.34381988 0.2876601 2.44867672 -0.54297359 1.96246669 2.53085031 1.37792841 0.09281868 -0.397587 -0.71719902 1.43081421] Distance 6.7094296685633905 Each least square approximations [-9.14729371 -1.01674077 2.79065762 4.10031806 -0.6331647 -0.72580307 -1.02475474 0.93736394 0.79143808 3.26309892 -2.3586839 0.39252609 -2.95744482 0.76789795 -0.38010574 1.56297132 -0.48960411 0.03284062 -1.60836342 3.48231385] Distance 7.79090568499787 Each least square approximations [-4.89387094 3.67240816 -6.44516156 2.70326478 -1.33070682 -4.05457409 0.60077064 2.1907917 -2.34756492 0.53850477 -1.20705597 -0.0418046 -2.03291133 1.16666646 -0.27700688 0.07957555 -1.38305858 1.09187905 -0.01328658 -1.70542371] Distance 8.84130609049242 Each least square approximations [ 9.67103369 0.89381984 -1.17477969 -2.203443 -1.09817323 3.04600619 -3.30321319 -0.316449 1.98304612 0.14591161 1.37684966 0.44743704 1.35139444 -0.28828526 0.17697692 0.12165304 -0.12888309 -0.4566594 -1.14175788 1.82453552] Distance 8.470701880293054 Each least square approximations [ 9.69945798 -1.23018984 -3.6603866 -3.38264845 0.80513018 0.80817869 -1.99646086 -0.28911386 0.21943001 -0.36781465 1.37130198 -0.79018323 0.48770002 -0.97389481 0.85196652 1.84823295 -1.75064057 -1.96866749 0.46555324 0.84831116] Distance 8.060806671690253 Each least square approximations [-9.06096303 -3.11220132 -2.47844521 -0.59347275 3.7661063 -0.31480909 -0.1352635 -0.31054552 1.69937374 -1.38422561 2.54890512 2.18677458 -2.02706808 -2.06226574 -0.40656399 0.77540937 -1.63250954 1.43865967 -0.55162779 -0.23468841] Distance 7.980571811908448 Each least square approximations [-10.42759975 2.7489197 -1.68311388 -0.05853287 -2.42215684 -0.45071769 -1.46248708 -1.69965779 1.93562731 2.46448871 -0.0118501 1.19633573 -0.38951602 0.90045061 0.19598 -1.15895673 1.73460272 -0.17882714 -0.66662809 -0.63892075] Distance 7.678512514303423 Each least square approximations [-8.2616919 -4.05279654 4.13715471 -0.61751738 -2.75625622 2.46341743 -2.98584965 -0.23414481 -1.84712719 1.09607964 -0.77242234 -0.15358486 0.27724523 -2.18198588 0.65041492 1.01925661 0.14593997 -0.16794582 -0.85394035 -1.9387058 ] Distance 8.111103138538274 Each least square approximations [ 7.87384452 -2.97479528 5.5727959 -2.70689038 3.59326352 0.81995498 -0.47517227 0.80820502 0.32481161 0.37768476 -0.32241712 0.2691014 1.89599884 0.14612557 0.0412247 -0.36523348 0.07266029 -0.93718686 -1.02221738 -1.0344573 ] Distance 8.706711262988026 Each least square approximations [10.00489201 3.75935167 2.3123782 -0.92650395 1.85984992 1.78909467 -0.80644239 2.02319046 0.40665258 -0.52975436 0.63354917 0.0113785 0.03748027 2.07962484 -1.81529772 -0.08787197 0.19543578 0.2277259 0.54811617 -2.7410361 ] Distance 7.645523201184546 Each least square approximations [11.34208057 -0.75417391 3.75559006 -1.81416759 0.65230772 -0.40814807 3.01408789 1.84074807 -0.68979602 1.47082108 1.91009243 -0.88557224 -1.67570383 1.03379016 0.92741815 1.10563679 -0.71715602 0.77410542 -2.04898173 0.23744606] Distance 5.348130252998748 Each least square approximations [-10.64840926 -2.48462252 2.09562623 -0.73774353 -0.45110715 2.82805892 -0.61075291 -0.17718551 0.62803215 1.45412362 -1.51730404 -1.03087512 -0.51191618 -0.74703048 -0.72121118 -0.55787659 -2.23594148 1.94108981 -1.40640459 -0.80596316] Distance 7.392590667948047 Each least square approximations [-5.31446237 3.9131845 -6.62368147 4.45108615 1.75051853 -2.7019205 2.31787785 3.24312857 -2.12229969 1.20067512 0.34080778 -0.26352805 1.44009055 -0.44510267 0.53793579 0.24263803 -1.26699538 1.39719429 1.63609413 0.58466615] Distance 9.330397297962403 Each least square approximations [ 1.52439084e+01 8.93347679e-01 -4.48853990e-03 1.02213001e+00 4.27886260e-01 -5.55056649e-01 3.17408313e-01 1.52549614e-01 1.86630755e-01 5.96880160e-02 -8.12228800e-02 -1.19649296e-01 -4.17962361e-01 -1.08871538e-01 9.25209344e-02 2.16940829e-01 1.13175681e-01 1.73619357e-01 2.43504479e-01 3.68995768e-01] Distance 0.7115469190885242 Each least square approximations [10.85817021 -3.45067062 -4.79568508 -1.97668665 0.54598143 -0.62774464 -1.87342592 -0.29796374 0.63968523 0.65960995 0.70271351 1.98501223 1.95273577 -0.07834624 1.5776042 -0.31361608 -0.20679775 0.19734232 -0.09967912 0.31230254] Distance 7.937466386574074 Each least square approximations [-9.12164585 -4.56437205 -5.55729082 -0.16572887 1.62715864 2.25804818 1.19458296 0.06911482 -0.06124872 -0.04806159 0.94868463 0.84810043 -0.85864136 -1.84997552 -0.112532 0.8410571 -2.90202654 0.85562339 1.15826693 -1.76189973] Distance 8.464578426699841 Each least square approximations [-10.8164649 6.10786406 2.85549325 -1.830701 -4.64907964 -2.05150698 0.27332525 -1.23150529 2.79297389 0.46367999 0.58855825 -0.15784882 0.90424748 -2.17059794 0.28063889 0.5402625 -0.98033064 1.20238529 -1.82405487 0.7427722 ] Distance 4.699714269395309 Each least square approximations [-9.61342798 -1.71284802 6.83430775 -0.56379423 -1.99376506 0.95098716 -2.32553819 -0.81757111 -0.86466142 -1.3825453 -1.28609793 -0.87069771 1.26145774 1.23922054 0.57947921 0.62109858 -0.34706312 0.13710401 -0.13398684 -0.45874521] Distance 8.559209875813194 Each least square approximations [10.28468466 -3.31191613 3.73369101 -3.75779717 1.60803613 0.66314489 -2.00685775 0.86889381 1.6527971 3.49354921 -2.62065803 0.94333087 -0.12295247 -0.74196941 1.83060814 2.23693297 -0.15566561 -1.65873933 -0.09929032 1.10076668] Distance 6.903316307373511 Each least square approximations [ 1.03615250e+01 3.93840705e+00 2.92017352e+00 -1.97879523e+00 4.15418062e+00 -5.34109255e-03 4.19955820e-01 -7.55268284e-01 -1.12249100e+00 -2.91459743e+00 1.32712912e+00 -1.46374860e+00 -1.56683791e+00 -1.02448773e+00 -1.86679739e+00 -2.67970607e+00 1.39893388e-01 -9.23988955e-01 -6.58027254e-01 -8.79594755e-01] Distance 7.256211426602993 Each least square approximations [10.69001573 -5.40019932 2.17432664 -3.77665842 0.30630138 0.22909393 -2.73924613 0.02548236 1.47186274 1.23652467 3.0613873 -0.24726071 0.10328119 0.80557556 0.07623328 0.24518719 -0.90414878 0.03783016 -1.03949968 1.54540932] Distance 6.903563159752655 Each least square approximations [-11.10843408 -4.46290635 1.97399451 2.23700517 -2.7775359 -0.14807266 -2.71683489 -0.08038153 0.13142069 2.03663238 0.70892153 -0.67869902 -1.24794662 2.25877371 0.30014861 0.15984955 -1.77369876 0.03833063 -2.82771385 1.23527328] Distance 6.630854307154829 Each least square approximations [-7.27132938 1.92280387 -5.86348227 1.33798229 -1.71254351 0.2774384 0.77521704 -2.1166192 -2.18190576 3.96087733 -1.49298952 0.53847924 -0.78323481 1.34622682 1.16327235 2.64346035 -2.02899858 1.37043223 -0.01235199 -0.15832826] Distance 8.318479338832745 Each least square approximations [ 7.96474267 1.06114409 -0.02196041 -1.66903729 0.58648237 3.26340875 -1.68635802 -1.53387555 -2.30757069 -1.59886762 -1.22417927 -1.69123595 -0.09398559 0.80529706 -0.01029067 0.07707881 1.84831666 2.66842806 -1.66339093 0.53324856] Distance 9.987589742098908 Each least square approximations [ 9.56534071 3.83118816 -2.87506079 -1.09512265 4.53518841 3.52648292 -2.46973499 -0.12649839 3.84325806 -0.02902563 0.20063036 -0.13498132 -1.24917747 -0.05494837 -1.58993807 -1.72208234 0.50059499 -0.90503063 -0.84153838 0.01773357] Distance 5.599956056698891 Each least square approximations [-9.71967076 0.43287277 -4.37341598 -1.62136801 -1.11433287 -0.2489572 0.77154633 -0.73365591 0.4859277 0.6721555 1.31635181 1.18007066 -1.70475223 -0.08904892 0.15115608 -0.25775124 -0.75644817 -1.72305143 -2.30277504 2.20253589] Distance 8.391617133554302 Each least square approximations [-8.90835233e+00 2.03639824e+00 -1.81416599e+00 -1.00351862e-01 -1.05990172e-01 -8.18706122e-02 -2.40455244e+00 -2.60467154e+00 2.05782756e+00 1.65665573e+00 -1.63110181e-01 1.48762122e+00 1.03675034e+00 1.88556853e-01 -5.92752607e-01 2.81456640e+00 -5.06628288e-03 1.90545244e+00 -2.38140005e-01 4.29178947e-01] Distance 9.376466787619826 Each least square approximations [-8.92509552e+00 -7.48585240e-01 8.97205748e-01 -8.10166423e-02 -2.59934311e+00 1.49886557e-02 -4.91620806e+00 -2.50038102e-01 1.36979018e+00 -1.06194153e+00 8.52041845e-01 -2.62369194e-01 1.87669339e+00 1.01358955e+00 1.57260148e+00 -1.31346181e+00 1.66512860e-01 -2.69850290e-04 3.93076066e-01 -7.72704830e-01] Distance 9.189109971942944 Each least square approximations [ 7.87553307 -0.54251154 4.02548904 -2.87886799 1.12931626 2.62745885 -3.7548557 -1.89220353 -1.04182476 0.43453731 -0.61505694 -0.46608409 -0.02599816 1.65623737 -0.35535122 0.32839914 -0.11661569 -0.8008856 1.64248844 1.07018451] Distance 9.368478309382018 Each least square approximations [10.83494269 3.35987981 -0.75721047 0.08883386 0.21882156 0.96672327 -1.24399431 1.81248235 0.72407744 0.26131881 0.42747548 0.42293924 -1.40728908 -0.57047474 3.09537542 0.02110943 -0.08369146 -0.89522538 0.40616157 0.47203141] Distance 7.788709953352324 Each least square approximations [10.18086318 -0.33936035 -0.88134041 -2.48671687 -3.23642855 0.03350171 0.21754913 -2.04819381 0.75142564 0.65649006 -0.49908383 -2.21582228 1.43871835 -0.81507703 0.45905238 2.96410482 1.69644642 -1.06237844 -0.30817837 0.74852436] Distance 7.860800713631782 Each least square approximations [-10.51269091 -0.65401294 2.40064529 -1.8766184 -0.61579684 1.01719682 2.53930016 -0.24854838 0.44533065 0.89808168 -2.18468995 0.31794708 1.40208434 0.18087865 -0.43683577 0.73539215 2.57965711 -1.31579945 -0.80643704 2.35414908] Distance 7.644798352368144 Each least square approximations [-2.6026888 3.28304055 -5.31048826 1.34740493 -0.91441849 -4.27940169 0.46817839 2.4410161 -0.64393832 0.11335849 -0.48350389 -0.07244411 -2.42428956 1.64385343 -0.45931602 0.26870499 -1.27062406 0.75811959 -0.65397411 -0.3501019 ] Distance 10.772600746621643 Each least square approximations [ 7.47024648 1.80151487 -0.36178798 -1.97750837 0.13447052 1.61978793 -2.35986511 0.27276912 1.26986489 1.30900688 1.15243561 -0.03249015 1.22621835 0.97661522 0.49451276 0.60655615 -0.58910951 0.39922555 -0.91926989 1.21370081] Distance 10.921887248006446 Each least square approximations [ 7.64995617 -1.05284692 -2.57557863 -3.65804529 -1.65003058 1.41134292 -1.288292 0.12038603 -0.87461717 -0.70616302 -0.04733057 -0.7319109 1.05991575 -2.5385881 1.28145455 0.7500337 -1.2970544 -2.87726618 1.12193054 0.07786425] Distance 9.611456208436723 Each least square approximations [-5.86727147 -1.92732305 -2.01072315 -1.00467192 4.66616208 0.27214446 0.01532215 -0.79221667 0.73487354 -4.22648539 -0.0080116 1.13964943 -3.06578754 -2.41454351 -0.17421206 0.6447635 -0.4605957 1.20564127 -0.66918639 0.78951023] Distance 9.870815194473456 Each least square approximations [-7.8495901 2.65204849 -0.62974062 1.21442886 -2.6412773 0.19183278 -1.12648816 -1.14931895 1.2582656 3.09032896 0.45622476 -0.29895549 -2.42246869 2.5207936 0.76807801 -0.94690242 0.15325983 0.94625616 -0.77431501 0.07586681] Distance 9.717281800101766 Each least square approximations [-5.1335141 -4.35943704 3.02012703 -1.17989397 -2.08149081 2.76811415 -2.42033994 -0.71266864 -0.18327403 1.06442659 -2.19951548 0.47010699 0.6308808 -0.92965705 1.59398297 1.37891564 -0.83073787 1.59311825 -0.26391621 -1.75849512] Distance 10.424099939394821 Each least square approximations [ 5.99110602 -2.34910544 4.88123 -1.06056953 4.30751564 0.3073693 -0.7593433 0.20930256 -0.96007972 0.37768277 -2.29709533 0.81987118 -0.18563716 -0.50839247 0.23100378 -1.91331145 0.52984543 -1.40205536 -0.39779306 -1.71225051] Distance 9.961155281085873 Each least square approximations [ 7.26443332 2.03479312 3.82979684 1.42412254 3.36816402 2.30879471 -0.266409 0.49166242 -1.3113442 -1.2028994 -1.31519169 0.83796839 0.17469003 0.8508132 1.07717331 -1.04032122 0.62589039 0.79151221 1.41879804 -2.44639038] Distance 9.643999892168628 Each least square approximations [ 7.94851993 1.528998 5.27765258 -3.86144352 -1.12598171 0.45939788 -0.22483282 2.33835499 -0.03003301 3.70658092 0.8503167 -0.21122126 -1.85284516 -0.93339328 2.33051187 -2.46135336 0.52949145 1.1858823 -1.67371709 -0.26707008] Distance 7.146672910155038 Each least square approximations [-7.4995934 -1.74587328 1.48937022 -0.98421969 -2.40645704 3.91996391 -1.96692376 1.14184776 -0.05792958 1.55126666 -2.02423788 1.03182726 -0.89847624 0.24289378 -0.04331011 0.60729378 -1.88262698 0.32037031 0.17887897 0.64945117] Distance 9.974747633384354 Each least square approximations [-7.60397178 0.63028974 3.22609767 0.83400229 3.58891821 0.71403224 -1.79962631 -0.18888707 -1.68198104 -4.29423559 2.29173216 -0.32507109 1.29018128 0.04716096 -1.15347374 2.48731951 -0.65793342 2.63425406 0.80443097 2.3189282 ] Distance 8.970869453421189 Each least square approximations [ 3.47898869 -2.37936153 1.15159271 -0.02663446 -4.58502853 -1.21920004 -0.59880962 -2.37530534 -2.22646646 2.40290719 -2.15964125 -0.13552097 -1.22636775 -0.28598816 -0.97057368 -1.31439913 0.13045337 1.76836566 0.82927916 0.77640602] Distance 11.998546891968259 Each least square approximations [ 5.87503469e+00 4.63173002e-01 3.16087383e+00 6.78998215e-01 -1.74778927e-01 -3.72557351e+00 -1.27363845e-01 -2.08251312e+00 6.72983639e-02 3.01487277e+00 3.39656508e-04 1.63504580e-01 8.06440031e-01 1.96360794e+00 -3.47553679e-01 1.31337453e-01 5.86335135e+00 -2.06461478e+00 6.01405519e-01 -9.21016717e-01] Distance 9.930121443154926 Each least square approximations [-3.22798593 -1.33444967 0.24434499 0.43331926 -4.51850257 3.08222366 -0.57862174 1.0723558 1.08711037 -0.62678194 -2.21844044 0.32018545 1.01983569 -2.80588182 0.57622014 1.49893016 -5.78471889 0.25730181 -2.56139654 -0.26357811] Distance 10.65692980593213 Each least square approximations [-2.1395657 -0.24456188 3.57353296 -5.22032537 0.5897957 -5.98489963 1.69792745 0.92855062 -0.02404775 -1.50835424 -0.89278803 0.74591962 -0.69011691 1.32294823 -0.92959701 1.08235911 1.2704556 1.66323315 0.5172063 1.3021665 ] Distance 10.810344830320014 Each least square approximations [-6.24455791 2.55895975 0.45393048 1.26444951 3.92061724 0.6410396 0.97237039 2.35381961 -0.37777826 -1.06219354 1.19501892 -0.1091118 3.3192898 0.01000648 -1.42795087 1.14816511 0.0433235 1.30681453 0.86920848 -1.77898465] Distance 11.10576863659428 Each least square approximations [ 9.27279227 5.44497698 -6.31957346 -0.51264904 -3.6989323 -1.09017856 1.24613321 0.36181486 2.1417363 -2.18565848 -1.51435136 -0.77611681 1.40587161 -0.39776223 0.448872 0.16760332 -0.6380152 -0.74578114 0.55428756 0.05703939] Distance 5.233118986603028 Each least square approximations [ 7.51363868e-01 2.02425498e+00 -1.51172277e+00 -2.46558835e+00 1.19332745e+00 2.47811675e-01 -3.30984042e+00 -4.21632894e+00 1.36094882e+00 -1.61861449e+00 2.17552540e+00 -8.99643310e-01 7.94955792e-01 -1.04800758e+00 -7.12542192e-01 -1.23117794e-03 1.18640485e+00 9.19481955e-02 2.16301070e-01 5.65788328e-01] Distance 12.585314524461959 Each least square approximations [ 3.0098855 -0.19915091 -2.92051655 -1.69449028 1.41269803 1.5212409 -3.05440847 -2.71793742 3.26765156 -2.31782082 0.19801729 2.71220416 -0.90638258 2.89725858 0.96591013 0.51928269 -1.47195436 -2.8110754 -0.68205757 2.0093863 ] Distance 11.21198627377943 Each least square approximations [-1.56822827 -1.6972607 -2.15497488 3.40234137 -0.71277261 -2.22886288 2.01399004 0.53070125 0.42485754 2.87797444 0.51057488 -0.04183103 -2.250121 1.06459586 0.49832163 3.97758608 1.01605918 -0.32530657 -0.34723937 2.13282422] Distance 12.144836133120808 Each least square approximations [-3.54738251 3.6769398 -0.29806169 5.08981486 -1.00285587 -1.79974812 2.70310806 3.17506037 -1.13775321 1.85601386 -0.96182121 0.01135601 0.3584387 2.34697921 -1.03720594 -2.6370427 -3.57392304 0.26568126 -0.64999634 -1.45673083] Distance 10.15305978700556 Each least square approximations [ 7.31750217 -1.88637876 3.23150539 -2.37875187 0.66054219 0.19556237 -2.11378299 0.98047384 3.72544499 1.0139573 0.31585775 0.25008 -0.9163385 1.93822107 0.59240697 0.80608502 -0.21288791 -0.93967359 1.47039302 -1.67511865] Distance 10.288979423237983 Each least square approximations [ 6.42707482 -3.98280238 -1.78988131 0.56605394 -0.51396879 -1.86883756 -0.86579226 0.51075872 3.71758409 0.18829741 1.47124334 -0.64290675 -0.14617126 -3.7909148 0.99493725 0.29902702 -1.38504317 0.07278149 -1.47509718 1.71137237] Distance 10.350851523296393 Each least square approximations [-3.50609516 -4.34010096 -2.26564079 -1.20610402 -1.22121064 0.49852339 1.46702914 1.26692045 -2.43956907 -1.922426 2.85525512 1.63922539 0.06051086 -1.95599622 0.38761571 -0.46670157 -2.98323795 1.90463935 -2.32397277 -1.48632333] Distance 11.113026165119244 Each least square approximations [-6.32893435 3.07635844 2.06089291 1.47415573 -2.70680805 -0.13375566 0.05161836 0.56937798 3.07630475 1.28722205 1.78238952 2.67454723 -3.19879604 -0.19468824 -0.73040571 -1.17908465 0.89387761 1.88942837 -0.39172949 -1.76814412] Distance 10.326205011729863 Each least square approximations [-4.26154204 -2.37562496 4.60244261 2.56512321 -1.56608612 3.07159864 -0.12144174 -0.25379703 1.68212608 -1.44303262 -0.93224343 0.17237664 0.69322858 0.28099108 2.25763337 3.48427924 0.04292983 0.66115473 -0.87551074 -0.22232032] Distance 11.09683966735054 Each least square approximations [ 5.48711154 -5.24986017 3.30449718 -0.0696886 -0.09663513 -0.29777155 -1.17412724 1.90867401 0.28602108 -1.77245995 -1.90761466 1.23593555 -1.45988765 -3.20575068 0.29032986 -0.83549653 -1.45475594 -0.61428735 -0.68974555 -0.77123951] Distance 10.614943358696424 Each least square approximations [ 4.17791009 2.18646159 -0.32661923 -0.94344918 6.70519486 1.1931483 1.5957558 2.17160188 1.70857783 -3.0361437 0.16474111 -1.52518164 -1.78534345 2.16997612 -1.16240891 -0.4731229 1.74537703 -0.30606751 0.24505896 -0.62899305] Distance 10.348897570562904 Each least square approximations [ 7.13328915 -1.15333627 3.47996342 1.14367444 1.71569237 0.30160436 -5.53786203 -0.43089035 -1.72870305 3.0647457 5.67999912 -1.17688813 1.63009692 0.39373977 -0.91109667 -0.19003773 2.16289851 1.03503478 -0.57973662 -1.29691717] Distance 7.385151354763794 Each least square approximations [-5.72215029 -1.65453905 0.70903222 0.14710472 -2.28122582 -0.17871145 -2.22228444 -0.75196154 2.42658922 1.82400307 0.59698103 0.70730924 1.00540942 -0.66439394 0.34010531 0.90831661 -2.07792308 0.77968741 -1.15363963 0.80224553] Distance 12.059242447929961 Each least square approximations [-8.91116484 4.95980404 5.9471157 1.35729598 3.07406974 1.92364211 -2.05836691 2.22367159 -0.67170692 1.40414358 0.28042826 -0.57007242 -1.79484245 0.1677208 -1.45348252 1.83121654 1.10409507 2.59342854 0.60430138 1.46417871] Distance 5.149738742872627 Each least square approximations [ 3.29654365 -4.21185845 1.38506622 -1.06194996 -1.66775672 -1.79953047 -2.84431029 -1.00050709 0.9104283 1.11199518 -3.63577153 1.05940246 -0.75640449 -0.87836091 0.65109136 -1.23817606 1.32983604 -0.33196332 0.94658238 0.43019714] Distance 11.943014918628071 Each least square approximations [ 5.531673 1.46301435 2.235001 0.59700189 0.99412841 -3.85813994 2.5109154 -2.58850608 -1.14792006 4.96366598 3.3185805 1.73876064 -0.57371623 -2.2723165 -1.17803863 0.76557792 3.82732838 0.80078039 -0.87699266 -0.26394413] Distance 9.028266119466055 Each least square approximations [-6.47324935 -0.99425266 2.74706666 0.68377682 -7.84231092 2.21755773 0.77764781 -1.21401891 -1.56637562 -2.55536193 -1.96828542 1.03071276 0.46523476 -0.84624493 2.86795862 1.20999696 -1.7964241 1.97032411 -0.90342789 -1.24956003] Distance 7.6573142225265824 Each least square approximations [-3.66160794 -1.66650654 2.27741478 -3.86676628 0.76407633 -3.92534343 1.36229341 3.18720192 0.11159463 -3.33446168 2.49749562 2.20822749 -2.65354161 -1.77192068 -1.60851074 2.2412971 0.18289023 2.72698717 1.06936648 -0.99509732] Distance 9.904391542396338 Each least square approximations [-6.27125725 5.58124586 0.73800655 1.79250976 0.74421253 2.05867576 4.46588581 1.90740617 -0.76165264 -3.22447056 1.10374957 0.46083555 3.95881923 -2.75188908 1.29059082 2.28869509 0.12117067 0.30948951 0.14087365 0.06749398] Distance 8.170910057334437 Each least square approximations [ 7.54617632 2.1812432 -3.71525413 2.50737466 -2.96974201 -0.78964232 1.28200603 4.63395464 -2.54394348 -0.37805603 -1.52395293 0.51015331 0.34702193 -0.85099343 1.17325319 0.14021344 -2.63540871 -0.78358201 -0.87820134 1.24627433] Distance 8.740254211107041 Each least square approximations [ 1.04444165 2.39963107 -2.31489842 -1.90574322 0.57601365 -0.08854181 -3.67468539 -3.71257136 0.32948047 -1.34452714 4.23207096 -2.88358117 -0.22388864 0.83678523 -0.99320372 2.08527202 1.71291401 -1.76474993 -1.43235201 -0.52391948] Distance 11.224938502470671 Each least square approximations [ 5.16702775e+00 3.70850439e+00 -2.84350255e+00 2.64044260e-02 5.61623623e+00 2.09884388e+00 -4.35031460e+00 -2.67731498e+00 6.70863421e-01 -2.65273127e-01 4.26711826e-01 8.71646928e-01 2.24023080e-01 5.99202948e-01 -2.23653675e-01 -4.34337716e-01 -2.78978507e+00 -4.29888756e-03 -9.44947313e-01 1.09809882e+00] Distance 9.460274919056367 Each least square approximations [-3.14599903 0.07303239 -4.09593622 2.31065941 -0.41626319 -2.89526566 1.35549548 -0.33721569 2.83953457 3.15491728 0.2351286 -0.72467214 0.32116391 -2.80202884 -2.76175695 1.0827504 -0.51343629 -2.15373541 -0.14831063 0.85942596] Distance 11.336987058251756 Each least square approximations [-8.31656205 -0.94134835 7.83382767 0.30674456 4.05091941 1.62250609 -1.78595356 -1.68871004 -1.25697468 0.16968813 -0.89721816 0.58427254 -0.15114646 -1.13299128 -2.49271114 1.38088684 -0.85516997 0.28172977 0.80697823 0.63190617] Distance 5.539040127496055 Each least square approximations [-0.95097228 -2.73537255 1.48409711 0.45458508 -2.80018596 -1.66250911 -1.35059755 -0.654391 -1.18551378 1.25634928 -3.09399571 0.56901699 -1.29740307 -0.65496407 0.36235535 -0.34000262 0.4116777 0.20888921 1.93947364 0.06058258] Distance 12.587747498518924 Each least square approximations [ 2.0262189 1.67092994 4.5537747 2.41422663 2.18005278 -5.35302556 2.17613598 -2.82602525 0.68605929 4.55157201 1.88063674 0.74529841 -0.62735969 0.71384061 -1.80957145 0.99781833 4.69768841 -0.7883554 -0.12426537 -0.03917804] Distance 8.280710353026324 Each least square approximations [-2.15497943 1.34568279 2.82007447 1.57547333 -7.64807033 2.13034772 3.11506046 0.53991769 -0.59305828 -1.28937733 -0.50255752 1.52689813 1.67976022 -1.68563992 1.69830914 -0.20990828 -1.93490799 0.86803337 -1.16886333 0.27575966] Distance 9.606097170280046 Each least square approximations [ 0.39172917 -2.03390131 1.22992607 -2.32684862 1.73843106 -4.69905739 -0.27486873 3.48775677 -1.36469497 -3.33135511 0.44873364 1.66080796 -0.20902596 -2.02336584 -0.49291025 1.96916926 0.93986229 3.12912084 1.05831152 0.08463559] Distance 10.80656387800642 Each least square approximations [-3.28698628 6.75462077 -1.5641405 1.6751434 1.53026235 3.36708628 2.73952424 4.1852059 -0.59492785 -1.04090461 2.57288198 -0.96170012 2.36530223 -1.44176717 -0.40918452 0.05039895 0.9178762 0.44180029 1.52855684 0.0196998 ] Distance 8.98558897455478 Each least square approximations [ 3.96135442 5.40631942 -5.67531437 -0.08225452 -3.36299103 -2.12534457 1.64653206 3.00905798 -3.1508271 -2.73754105 -0.42128176 -0.7876592 -0.30427522 0.0440982 -0.09131535 1.05449996 -0.75861358 -0.2866631 0.29659955 0.36547027] Distance 8.733829915084751 Each least square approximations [-1.79470697 1.49330159 -4.74970696 -2.31566584 -0.27597043 -0.32162792 -4.54821603 -2.70809887 1.39267531 -1.20275662 2.15545016 -1.36969993 1.53660963 -1.25351942 -0.92619654 2.79653468 2.1672049 -0.25041459 -0.28537684 1.70722912] Distance 10.463035871111016 Each least square approximations [ 0.70151092 3.2758137 -3.29769206 0.57863274 3.7708488 1.7317126 -2.82764935 -4.79647975 1.24007278 -0.06974498 -1.14053115 1.92488073 0.78917028 1.59766995 -1.16652214 0.16117789 -0.96929485 -1.8343597 -1.54428526 1.13551156] Distance 10.56316706923492 Each least square approximations [-2.40217883e-03 6.41140137e-01 -4.02002731e+00 1.60003716e+00 2.27533738e-01 -3.38462996e+00 2.80040621e+00 4.62057602e-01 2.38322349e+00 1.46837038e+00 2.69463589e+00 -2.03372128e+00 9.88448909e-02 -1.98877249e+00 -1.69006559e+00 1.51829815e+00 2.56322449e+00 -2.27206924e+00 1.08226595e+00 1.49950552e+00] Distance 10.914011256585654 Each least square approximations [-5.67308321 4.00281198 -0.73481286 2.95988141 -0.80889964 -0.88458944 0.78641327 -1.23493573 -4.54365453 3.03037275 -0.03898521 0.15326945 1.83536855 1.72078829 1.76823707 1.08103935 -2.10411723 2.49695462 -0.08452866 -2.60230581] Distance 10.08300508143863 Each least square approximations [ 8.52493708 -3.06574427 -3.23148146 0.84871285 -1.93707106 2.72163396 0.43924497 2.24263916 0.0392528 -0.30364498 -0.49629686 0.50914292 -0.28494312 1.04482687 -0.42533295 -0.27787165 0.19695336 -0.31811939 0.54998955 0.18687591] Distance 10.418639948529322 Each least square approximations [ 7.67648005 1.73182966 1.0260832 0.50761194 3.08549991 1.82721313 -4.10439818 -1.72171049 0.86440094 2.38536576 2.0221509 -0.89156995 1.98511421 -0.72419006 -0.05231256 -0.10947923 -0.63635038 -1.56656888 -0.68215311 0.8507468 ] Distance 10.242903531364936 Each least square approximations [-8.08446919 -3.30423516 -1.07274436 -2.5304244 -1.80991093 0.17294717 2.59741171 0.45931719 0.67645555 3.00656719 0.11295322 5.78569646 0.6945701 -0.52464063 -0.77342637 1.40797236 -0.40842323 0.83854958 2.41326253 0.7592076 ] Distance 8.543275550544145 Each least square approximations [-9.39588823 3.17946004 -4.18957873 0.10093715 -0.81112519 -4.91462789 0.17139143 2.21164801 0.67190667 0.92634747 3.78299123 1.79797358 2.23643343 -0.1731428 -1.37768959 0.72763709 -1.21973221 1.93835593 0.41417684 0.49919444] Distance 6.558119749821525 Each least square approximations [-8.31721313 -1.19162398 2.63754966 1.20594457 -2.47801241 -0.02436949 -0.3536171 3.70215989 -2.37662503 1.5728111 -0.64621901 0.60682588 -0.0684323 -1.18419143 1.23006712 1.31227928 -0.5830975 -3.58793981 0.95227813 -1.33318181] Distance 9.604531421112108 Each least square approximations [ 6.07950926 -1.53292363 2.31181497 -0.34553646 1.06574924 -0.45768315 -3.83014517 0.55278862 0.37045203 1.93780818 -0.75156649 -0.725271 0.63270868 3.23426284 -0.26341904 0.5477998 0.87222818 -3.9837333 2.51065824 -0.97042736] Distance 10.931110905936416 Each least square approximations [ 1.07405926e+01 2.20251772e+00 -5.96421787e+00 6.86013697e-01 6.38928358e-01 -7.45271068e-01 -3.09948027e+00 -1.55100827e+00 -3.94126762e-01 -2.08574219e+00 -1.09510813e+00 -1.66152189e+00 -5.57321179e-01 5.53859705e-01 -1.04368076e+00 -1.85199510e+00 1.03873415e+00 8.11187973e-03 1.41432029e+00 4.48712676e-01] Distance 5.878858765982989 Each least square approximations [10.02489645 -0.47410581 -0.79602794 1.46729679 -1.09206831 3.06691537 0.34431197 -3.49223935 4.31008797 1.92934517 1.27371827 0.85484967 0.66652109 0.23405162 -0.80877824 1.0278802 0.94422816 0.13689036 -1.29270789 0.38787014] Distance 8.040959989301422 Each least square approximations [-12.33306966 -0.64393658 -4.2684706 -2.74804869 -0.10649184 -4.2933555 1.80771965 0.56068475 0.09834965 -0.02818202 0.8348756 -0.82018112 -0.38517244 0.7485266 0.04685114 0.03303159 0.42860964 -1.05686735 -0.36021078 0.23682923] Distance 4.096068466649076 Each least square approximations [-9.91585954 3.58046857 -4.35030326 1.77866666 1.12776057 -0.53054548 -0.33207686 3.14886847 1.00795827 -3.85420731 1.57861345 -0.08015404 1.03521156 -0.13652578 -1.36032127 1.54889743 -0.55255195 -0.45973784 0.25914843 1.64628096] Distance 6.6492652911311305 Each least square approximations [ 8.39382029 2.08972068 2.24054531 -0.80686935 -4.33832005 3.12624658 -2.87749044 -3.02650599 -1.72843347 1.18842228 -1.59290902 0.03999547 0.62528207 -0.24504015 -0.02669179 -0.31309319 0.26641977 0.49959201 0.93548375 0.46357342] Distance 8.977765552474878 Each least square approximations [ 9.02902272 -0.90929671 -2.25776575 -3.9419047 2.79155148 -3.9390374 0.12960657 -2.51143506 -1.3769317 1.79783988 1.24599915 0.4016836 -0.76785026 -0.0264905 1.04634761 -1.79192522 1.62781043 -0.97024752 0.6971599 1.40413387] Distance 8.100727100237425 Each least square approximations [-9.20815313 -2.80922808 -3.16238832 1.23765518 0.24848377 -0.12707121 0.44040812 1.84981842 -0.30373889 -2.61819237 -1.16372028 -0.19788178 1.2673327 -2.65233807 -0.10823359 -0.17265991 -3.0093587 1.46956949 -0.5704958 -0.71983509] Distance 8.890282574734549 Each least square approximations [-8.20809151 0.32513806 1.6705751 -6.42044102 -2.57926975 -0.21106302 0.03051489 -0.47245914 0.94677268 -0.21236464 -0.00851925 -1.53860429 -0.64442381 -0.00913723 1.0093406 1.53364032 1.25390397 0.99605712 -0.73859725 0.24459061] Distance 9.346138194461867 Each least square approximations [-11.15527985 -1.30017021 2.64532999 -2.33243639 0.4258894 1.61471374 0.92995192 0.35824328 1.06188246 -0.79720955 -1.12101394 0.44430529 2.6638569 -0.43202318 0.30435799 -0.1945855 0.03228383 2.46205138 -0.07616944 0.51665579] Distance 7.530687182787985 Each least square approximations [12.6711101 0.3153337 -1.62532737 0.01835013 3.24054999 0.61061301 3.2562418 1.37825914 0.2210726 1.35449943 -0.47018821 0.59184675 -0.39527891 0.10990955 -1.00423378 -0.88488428 2.522556 1.45860531 1.13396293 0.21513606] Distance 3.8877844666824384 Each least square approximations [ 7.16877037 1.89063084 2.50549468 -5.64626716 1.40167799 0.77744128 -0.57898197 -2.64012803 1.01936775 -0.925683 1.96864365 -1.53568903 0.17488407 -0.1884252 -1.36880508 2.26216071 1.37380942 -0.19314719 1.21873495 1.19493583] Distance 9.643897338821642 Each least square approximations [ 8.19606445 -0.205727 -2.31062072 -6.33601591 1.95959957 -1.92651234 -2.71120971 -0.11535164 2.2212773 0.91206799 0.62331589 1.79920888 -0.92497387 1.19670833 1.93602377 0.63498735 -1.39276454 0.53969191 -0.70641546 0.92362806] Distance 8.306419758587857 Each least square approximations [-7.49789348 -0.53440956 2.9281773 4.79630092 0.4394066 -0.87367356 -1.16033751 0.96751766 0.4283871 3.73712875 -1.04855782 -0.54876582 -2.48100012 0.04614866 -0.72435301 1.21180204 -0.13434402 -0.21039355 -0.93608965 2.46122471] Distance 9.695828697104258 Each least square approximations [-4.86434388 3.70509261 -5.55658965 1.35411558 -2.99859711 -1.07246684 -0.01980323 1.69109984 -2.77460618 0.76350952 -1.55517989 0.55053647 -1.30639969 1.20601873 -0.5974018 0.7322109 -0.88004893 0.75705676 -0.37376855 -2.99312089] Distance 9.782749631470518 Each least square approximations [ 8.27767326 -0.16842381 0.61313102 -0.37176189 -1.13417313 0.95597981 -2.62169548 -0.78703671 1.64285971 -1.71432883 -1.5763532 0.97891624 2.27674746 0.97562348 0.76889727 0.78136044 0.58287845 0.23488968 -1.77033011 1.52774879] Distance 10.16217563048014 Each least square approximations [ 8.22706508 1.06032032 -4.26984114 -2.68736859 0.9901666 0.63424089 -0.63940013 1.50381719 0.55666159 -0.67813547 2.71820769 -1.64054357 0.61442833 -1.19210643 0.55245719 2.49367697 -1.06938343 -2.46161497 0.02627561 0.8267754 ] Distance 8.884345373608557 Each least square approximations [-8.49063155 -1.70585042 -0.50561625 -1.4654571 3.6841436 -1.52190348 -0.47891153 -1.10724737 -0.04696299 -2.26813852 2.32593339 2.50544672 -1.51830835 -0.82873956 0.10194192 2.73569336 -0.74281922 1.08130951 -2.01794944 0.49524547] Distance 8.729215133698936 Each least square approximations [-8.46987604 2.94987428 -1.91409501 0.32742648 -1.39894233 -1.22886754 0.23579684 -1.97291789 1.57916623 2.84670585 0.83633762 0.90376081 -0.84767829 0.61239274 -1.15178908 -1.68023412 0.60343612 1.15126135 -0.94930706 0.62947761] Distance 9.609141436227171 Each least square approximations [-7.51227605 -4.19949009 1.36540597 -1.7951961 -2.5097245 2.02022916 -2.45195722 0.22470921 -2.16275349 -0.14696464 -0.32366739 0.67270505 1.55776572 -1.26608853 2.13740362 2.18917424 -1.48537304 0.68831304 -0.50140233 -1.76678448] Distance 9.165514378592992 Each least square approximations [ 6.92087125e+00 -3.61190015e+00 4.62569659e+00 -1.33897757e+00 1.44928075e+00 1.68666408e+00 -3.64558103e-01 1.23284598e+00 1.61247198e-01 -5.24931572e-01 -9.75026673e-02 1.28825224e+00 1.49458393e+00 2.28168380e+00 -5.07268537e-01 1.31216082e-03 2.56971277e-01 -1.87261309e+00 -1.08131175e-01 -7.56294361e-01] Distance 9.987486229551237 Each least square approximations [ 8.99983631 2.37596264 1.88719917 0.27526597 -0.75064638 0.45714873 -2.11107911 1.97519033 -0.62406249 -2.53772528 1.42539044 0.15474076 -0.98943754 1.31288332 0.31965821 -0.8361869 1.0956396 0.0614565 1.31110867 -2.62819431] Distance 9.092662501114498 Each least square approximations [11.37277579 2.54747385 5.308982 -0.57765943 -1.25525616 -0.35313332 1.89733695 0.98472475 -0.80467596 -0.27953094 0.15782337 -0.78132598 -1.01316275 0.17964343 2.91289936 -1.33727026 -0.4274226 -0.65428511 -0.77926297 0.11786948] Distance 4.445539388912369 Each least square approximations [-9.74659385 -0.05668576 0.2346155 -1.68504561 -0.85192057 2.90621425 -1.63701889 -1.55999411 0.74320862 1.09285331 -1.9937889 -0.02083252 -1.06022825 0.293603 1.13924234 -0.85804886 -1.2126942 -0.54491074 -0.84441849 1.14107321] Distance 8.909434475891327 Each least square approximations [-5.7016784 4.23197793 -6.67723313 4.46106962 1.73020239 -1.37319102 2.44041162 3.32139456 -3.05944989 0.35712533 0.26096969 -0.20688378 1.31964633 0.31530319 -0.12527284 0.01721883 -1.58618419 0.7116088 2.53223949 -0.22256733] Distance 8.481421704302509 Each least square approximations [14.24395668 -1.0803304 3.83659983 -1.8538362 0.40836202 0.57403512 0.38383907 0.17657257 -1.15603898 -0.35713707 0.76998881 -0.96055661 -0.81088102 0.57678116 -0.58629462 0.54832863 0.09327921 -0.30441748 -0.12914649 0.58658377] Distance 1.2966934833747923 Each least square approximations [10.40775994 -3.5814564 -4.95925446 -2.42135518 1.51363896 -0.8265048 -1.66907557 0.13873443 1.64680666 0.69332202 0.54155443 1.26652872 1.57663411 -0.67917121 1.94701217 -0.54364395 0.82357947 0.42079022 -1.52164052 -0.08606065] Distance 7.547165711412872 Each least square approximations [-8.96770831 -3.81953159 -5.79429342 -0.28624291 1.17387183 1.96844736 0.77747752 0.25767659 -0.95753559 -0.52211869 1.37119841 1.91592473 -0.54692877 -1.9172449 0.12313695 1.23376403 -2.89121331 0.7381822 0.47524906 -2.05129194] Distance 8.334725921825099 Each least square approximations [-9.96765678e+00 4.81672093e+00 2.88990778e+00 -2.48583041e+00 -5.00145765e+00 -7.30817645e-01 -4.14093127e-01 -2.59260337e-01 4.41734352e+00 1.15436274e+00 -2.68509204e-04 1.12515470e+00 1.47556635e+00 -9.22515371e-01 -3.83876642e-02 6.00649964e-01 -1.22532069e+00 2.33790685e+00 -1.37883903e+00 8.68933227e-01] Distance 5.6255957689556615 Each least square approximations [-9.8526896 -1.54249561 6.25171287 -1.42863501 -1.1481418 0.47588913 -1.93897762 -0.7578881 0.23865908 -0.89095318 -1.01806713 -0.65524718 1.21328459 0.76002066 0.89080847 0.61063172 0.38119195 0.63412396 -0.99260281 -0.25414387] Distance 8.721108047994381 Each least square approximations [10.69125564 -3.68934985 4.31951091 -3.70039643 -0.06030703 1.63770105 -0.65209061 0.29185556 2.43912877 2.66988664 -2.81562334 1.44705811 -1.73491469 -1.31395495 1.51981813 2.05682484 -1.62056161 -1.53032672 0.29256888 0.7158638 ] Distance 5.12272501574157 Each least square approximations [ 9.52190499 3.51599881 3.17304075 -1.99278561 4.77995396 1.08807578 -0.42074896 -0.66297437 0.158211 -3.62989746 1.81756698 -0.60133252 -1.90880548 -0.30215283 -0.56187892 -1.40573771 0.91171116 -0.89787024 -0.32736995 -0.69259534] Distance 7.92541005230583 Each least square approximations [10.98795848 -5.78807914 0.87860166 -3.44157501 -0.26332699 -0.09693843 -2.85707602 0.44223951 1.3688611 1.23554016 3.11922378 -0.55185581 1.22770934 1.22505854 0.55931255 -1.28442727 -1.03870885 -0.55812687 -1.2351255 0.94489647] Distance 5.669353476959622 Each least square approximations [-10.24584289 -3.89548279 2.15822086 2.48121889 -2.98234427 0.06487174 -1.62979694 0.96553435 1.19772016 2.66531196 -0.66860037 0.60784975 -1.59335272 2.54771746 -0.21903476 -0.28131928 -1.23035322 0.31702288 -2.67356328 2.44085798] Distance 7.277422386996706 Each least square approximations [-4.17431509 1.37880337 -3.73583975 3.09034227 -1.36323704 -4.93036448 4.385029 -0.93750712 -2.56232319 1.28564473 1.2517714 1.82391748 -1.97730057 0.47930638 -0.22149173 0.84624746 -0.07871449 1.12912942 0.71679516 1.23646119] Distance 9.920624792905759 Each least square approximations [ 6.98726899 2.97746521 -1.32489816 -0.78197616 0.81380762 3.73011818 -1.06809785 -0.43550654 2.38383619 -0.45257582 2.28809878 -0.06837117 1.06334061 1.04392835 -0.13531253 0.78755804 0.19009798 1.77559176 -0.49432526 -0.74076685] Distance 10.720868581400866 Each least square approximations [ 7.54541044 -3.79675322 2.26139724 -3.18777327 2.99522262 3.91665978 -2.60239951 0.51971159 -0.51959473 -0.6954941 0.88642586 0.34097032 0.10279214 1.18805742 -0.08193282 -0.45823981 -1.05252469 -2.67113621 0.43477089 -1.76797373] Distance 8.71984542711528 Each least square approximations [-4.51505711 -2.51665764 -6.01108557 -2.39737792 2.56674659 -1.47449605 1.39316761 -0.19364108 2.3218078 -1.58908643 -1.06402135 2.22475315 -1.46561886 -1.48664727 -0.24704213 -1.34640164 -0.87131528 1.66548634 0.09320428 0.23973547] Distance 10.28089325848632 Each least square approximations [-9.9972621 -1.54964079 2.03809051 1.993984 -0.04144461 -1.93228572 -2.0077826 -2.51938628 0.08497892 0.11384844 0.26822099 0.75086978 2.13277953 3.21815111 2.82702557 -0.69114324 -1.03895604 0.2858177 0.79538292 0.57103279] Distance 7.6239813477835945 Each least square approximations [-4.94010566 -3.64830235 4.61296866 1.46547428 -3.51873157 3.54468855 -1.04130279 -2.41652969 2.01591886 0.80487367 2.37694828 0.77180166 -1.36840972 -0.09904677 -0.71350106 0.06668507 1.18291056 -0.64892288 -0.37521789 -0.54814359] Distance 10.011959278250707 Each least square approximations [ 6.33550701 -0.05178609 5.17952819 -2.45039117 2.47638983 -0.19417496 -4.12259294 -0.46328461 0.05753089 -0.12324973 0.04866917 -1.10458742 1.24032696 0.52666562 2.10793099 -1.75906432 3.27153277 -1.57061677 -1.25786403 -0.60464272] Distance 9.316668639805524 Each least square approximations [ 8.52624477 1.60834137 -0.4022747 -2.31264957 1.45327056 3.97691922 0.29354387 2.00973941 -1.23323099 0.80193031 -1.11323606 -0.26305642 -2.0621852 -1.7274685 1.32586555 -1.51151509 0.10952019 1.07071845 0.74393067 -1.00673119] Distance 9.409684480225442 Each least square approximations [ 6.44693903 -1.39855654 1.0687653 -3.83528182 -3.8498655 1.9532773 -0.33515066 0.43596029 -1.38627172 2.28242021 0.95848182 -0.12191314 0.47512952 1.13913621 0.91731557 2.24902256 0.19508655 3.11975836 -0.76335007 0.45717781] Distance 10.22282196004088 Each least square approximations [-8.23018539 0.83072638 4.08379076 0.5283165 -1.94475261 0.63883362 0.9932413 2.64755762 -0.83428044 -2.21860678 -2.02861556 -0.44757633 1.08932398 0.40706627 -0.92119052 2.63373973 -1.37728238 0.02322883 0.27904496 0.23334059] Distance 9.497174458792696 Each least square approximations [-4.57276463 0.5609077 -3.64582991 5.85675585 1.66651653 -2.18475241 4.28292902 1.95196138 -0.31775181 2.77413651 -1.97339182 -0.12838906 -0.94455591 -0.94211964 -0.33506091 1.20743834 -0.5142292 1.95554804 -0.61611264 1.38217069] Distance 9.555323968523194 Each least square approximations [ 9.23406302 0.2199149 1.15162764 -1.09488919 0.97175394 0.31232312 -2.27792111 -2.98854898 0.54694863 1.15089418 -1.44115225 0.80282194 0.16891651 0.54629842 0.44820397 0.41159711 -2.68614566 0.45115168 0.78064593 -0.70840788] Distance 9.730710251683327 Each least square approximations [ 8.91495259 -2.97026045 -4.1292101 1.70761017 1.67232104 -1.98609867 0.73191822 -1.05673553 -0.0896019 -1.60355865 0.75566871 2.75005784 1.03079596 -1.07943115 1.42593147 1.85873005 -2.10070084 -0.83314001 0.59417364 -0.70409317] Distance 8.379680422439987 Each least square approximations [-6.58294222e+00 -3.86050750e+00 -4.82355803e+00 6.53786485e-01 -1.29758940e+00 1.83352842e+00 1.50835152e+00 -1.77947292e+00 1.20129660e+00 -8.90133172e-01 3.40500830e+00 -2.46143244e+00 -1.03613119e+00 -9.34543425e-01 1.19667406e+00 -5.55425320e-01 -3.23074432e+00 2.49875790e+00 -4.39510156e-03 2.54034358e-01] Distance 8.861214307374892 Each least square approximations [-7.70568799 3.85929426 3.86365137 -1.77993319 -0.5321387 0.52729276 -3.85351742 -0.64922636 -0.70305047 -0.60040563 0.59228758 2.22734033 0.23772225 -1.43946306 0.71382191 1.05513278 0.66147198 0.51364011 -1.20882915 1.5132167 ] Distance 9.417658394165857 Each least square approximations [-6.77542512 1.50025683 6.89595229 3.36921283 -3.04911026 2.01056551 -2.17689829 -2.15781519 -0.43201814 -1.99778055 1.05238179 -0.59728505 0.26967049 -0.33496186 -1.1836464 0.60346099 1.00688631 2.00313348 1.39746468 -0.18582773] Distance 8.176764996561104 Each least square approximations [ 6.93192441 -2.0772501 3.14813371 -4.25110697 0.66608958 1.70071077 -1.924103 2.43865091 0.51690511 -0.08741701 -1.77981944 0.25899396 0.58155756 -4.28605932 1.29997268 1.43408455 0.82859801 -0.54437265 -0.76480653 1.97478724] Distance 9.300322828010941 Each least square approximations [ 5.81930403 4.00807085 2.65232311 -2.56415296 4.37030149 0.73731583 0.82935395 -0.1656852 -0.54459908 -0.74036028 3.15533291 -1.3055864 -0.75650898 -0.9489532 -1.21711232 -1.18470158 -1.8617615 0.21935299 -0.02199047 -0.39487632] Distance 10.33595492447615 Each least square approximations [ 7.58417861e+00 -5.25732601e+00 6.15031019e-01 -1.69022790e+00 8.34599259e-01 -1.44211612e+00 -1.19483176e+00 -8.91185072e-01 -1.14077959e+00 6.58957622e-01 2.94119097e+00 -4.29290534e-01 3.99360923e-01 -9.52526096e-01 -1.41379285e+00 -2.81956624e-01 -4.85843188e-01 -6.11246062e-03 -5.28908475e-01 3.83799986e-01] Distance 10.173083726804444 Each least square approximations [-6.38001053 -3.78696694 3.15762779 3.00360772 -1.2893668 0.18951439 -1.13825852 -0.33461766 1.9496905 1.88987578 -0.25353879 -1.48099801 2.08960395 1.7531151 -0.08927083 -1.60651371 -0.54930975 -0.81463824 -2.52286197 0.65558516] Distance 10.329551931013958 Each least square approximations [-4.41033824 2.87041039 -6.51042124 2.45926828 -0.79129008 -3.80462381 1.54949634 0.30450973 -0.47349009 1.21324107 -0.91684662 1.95838883 -0.9055627 2.43896901 1.57831857 1.88361382 -1.7534321 1.80385612 0.12780237 0.08652555] Distance 9.16314850931162 Each least square approximations [ 8.19096915 2.36923822 -0.80211048 -1.50640558 0.91428639 4.20106814 -1.94902935 0.17047198 0.06654193 -0.3403297 -0.03703231 -0.58650072 0.09334368 0.96104373 0.02803796 0.07585378 -0.37233172 1.6386593 -0.47257219 -0.60940425] Distance 10.023003421101942 Each least square approximations [10.5757474 -0.94565227 -1.21990816 -0.64790963 0.86538926 3.37567373 -1.20068426 2.26089049 1.16419886 -4.0190468 -0.20614293 -0.73702634 -3.55874834 -0.69803722 -0.2510007 -0.62165625 1.27342456 -0.96724291 -0.0354276 0.36871517] Distance 5.956391300729089 Each least square approximations [-7.70023593 -1.54837683 -4.65527073 -1.0436666 0.62000928 0.81868685 0.73384445 1.19198165 1.99742145 -1.57737778 1.34644899 -0.11636713 -3.18881522 -1.09376651 -1.57760713 -0.34788678 -1.01017128 -0.14300427 -2.874997 1.42547934] Distance 9.062602268427725 Each least square approximations [-8.70731775 2.48584952 1.06416903 -2.40900498 -0.08925081 0.52420936 -3.15449859 -3.46152858 1.77478478 0.73702497 -0.65817556 1.4731861 -0.70147598 1.81961059 0.24581125 -0.22234418 0.72240994 -0.16084656 -0.34269087 0.73262499] Distance 8.980779520282065 Each least square approximations [-6.79632064 -2.11078972 3.92331328 -0.41154028 -2.45953665 1.11745997 -3.35904008 -2.07457493 1.71080033 -0.13551596 -1.86715963 0.90421125 1.54389111 0.60990942 0.03361743 -0.43575725 -0.19351176 1.07992797 0.56013825 -0.6453821 ] Distance 10.099124075692995 Each least square approximations [ 7.54913959 -1.09852225 4.81386633 -2.49974691 2.12430042 2.28328514 -2.4502331 -1.25444176 2.23989033 -1.3381994 -0.13708084 -0.76635994 0.21662656 -0.13189006 1.62053557 -1.64153878 1.21035169 0.48263274 -2.01943923 -0.29171999] Distance 8.92369558189674 Each least square approximations [ 8.96326562 4.15550389 1.56219549 -1.02943037 2.60229549 -0.05643747 2.41282228 1.28165296 1.19567823 -0.45514139 2.88140575 0.25238355 -0.93287312 0.22371031 1.98559035 -0.63847219 -0.02929801 -0.75225689 1.40993458 -0.68027375] Distance 8.341176403979603 Each least square approximations [ 8.47413741e+00 -2.63339053e+00 4.77537826e-01 -3.94818316e+00 -2.16072101e+00 7.32261670e-01 2.89099883e-01 5.48985373e-01 -5.77588839e-01 3.01669231e-01 6.09326639e-01 -1.38956729e+00 -9.59625503e-01 -1.87332221e+00 4.15171915e-01 2.21603737e+00 2.20770494e+00 -6.55082869e-01 -7.53367139e-01 -2.95976986e-03] Distance 9.216912625535754 Each least square approximations [-8.34498535 -2.50977204 3.60488079 1.57601992 -0.69376998 1.73532862 0.09256781 0.08661525 0.44735831 1.16109038 -3.32044612 0.51458479 1.52810478 0.5910116 -0.01337525 0.16709214 0.17370937 0.07933342 -0.50643576 0.94777826] Distance 9.567994979284787 Each least square approximations [-5.78644246 1.00285768 -5.41045903 3.34883462 0.91850763 -2.61543911 -0.55001089 2.05796096 0.71263358 1.67472379 -2.87617715 -1.08641565 -0.46698474 -0.48305004 0.65423382 0.79643257 -2.5677636 0.7382648 -1.90873634 0.05133971] Distance 9.264326387985548 Each least square approximations [ 7.98800003 2.2917363 -1.02633828 -1.5731651 -0.48673278 2.3550393 -2.91790605 -2.55053935 -1.91207536 2.65263857 -1.83333142 -0.4375599 0.46017892 -0.92179082 0.52056455 0.33601502 -2.01799573 0.16082357 0.82023815 -1.12944523] Distance 9.1083124653526 Each least square approximations [ 8.94097987 0.3834042 -3.33223149 -1.59979534 -0.63078218 -2.23424914 -0.36892102 -2.22114707 2.06441937 -1.11944932 -1.0561565 2.02551681 -1.42981353 0.26491839 2.19981545 -0.55809504 -1.34519066 -2.06119117 -0.18387793 -0.37153677] Distance 8.345687740671858 Each least square approximations [-9.26815066 -1.28625938 -1.45766446 1.13537831 0.97034261 2.16831829 2.27975012 0.83731537 2.3525755 0.70158844 1.62525743 -2.56705842 -0.07156765 -0.98659235 -1.92258464 -2.0808733 -3.15958983 -0.38587527 -1.07023861 -0.68720871] Distance 7.718055498495595 Each least square approximations [-7.66198501 2.42852608 0.07398604 -1.89088525 -2.11227089 0.66832714 -2.65123616 -0.86170707 1.03493468 1.98659146 -0.6856871 0.36792758 0.7844778 -0.22945776 -0.25896271 0.71761361 1.98173771 -0.97757563 -0.82714942 -1.06619933] Distance 10.180746495106806 Each least square approximations [-7.956471 0.90211407 3.65074974 1.95824299 -2.22349209 3.03447436 -2.76513146 -2.24054838 -0.6740507 0.54529833 -2.15368648 0.35124176 1.76909497 0.19145023 -1.86996011 -2.82210729 -0.87807097 -0.78618351 0.37303471 -0.41207552] Distance 8.255337957296902 Each least square approximations [ 6.74958164 -0.30065837 2.84067324 -3.59462592 3.55149014 0.1631496 0.54892316 0.59812841 0.53770769 2.66999331 1.04971418 -0.24798061 0.82523396 -2.4901505 1.12799927 -0.80921001 -0.62037636 -0.12239239 -0.37218401 1.34045954] Distance 9.921035111503254 Each least square approximations [ 7.81975775 2.59640583 1.52850225 -1.67204486 3.74542342 1.11982172 0.96179692 0.67712386 0.62808268 -0.01024874 1.56019969 -1.52545378 -0.38387022 -0.08523932 -2.86540186 1.62487644 -1.71724668 0.17333751 -0.25928557 -0.12322786] Distance 9.443465535268125 Each least square approximations [ 7.37319595 -2.50752039 0.25748956 -3.52570454 1.89466757 -1.77463576 0.28935106 -1.61577783 0.44429495 0.2190298 3.62682305 -0.65524126 -0.93832717 -0.15637737 -0.97825569 2.74524415 -1.14201281 0.40836003 -1.06542287 -0.17982196] Distance 9.46794635691908 Each least square approximations [-7.48212274 -3.09229198 3.8546702 0.70827181 0.59937296 0.26990005 -0.45439797 -0.6119766 2.08922849 2.78722312 -0.12049041 -1.19510677 1.49597096 -0.14343503 -0.97750219 -0.95168553 -0.98863885 0.1284988 -1.68808707 -1.0293122 ] Distance 9.673297114551586 Each least square approximations [-6.61599763 -5.99162609 -4.37527591 2.61235176 -1.16145505 -1.38065784 0.49355123 3.54604577 2.78492228 0.19402816 3.90398931 1.16475748 -1.1679406 0.14742649 -1.48730983 -0.59895072 0.26577348 -1.87266327 0.55847189 0.32233156] Distance 6.593359099711899 Each least square approximations [ 3.18402792e+00 4.43683051e+00 1.17484433e+00 -1.98891241e+00 -6.19160024e-01 1.94849258e+00 -6.08345707e-01 -2.62909326e+00 -2.53569036e+00 -6.11032043e-01 5.65006181e-01 -1.01984480e+00 1.00323774e+00 8.36807740e-01 5.64182779e-04 -3.63266952e-01 7.71137010e-01 -1.40894426e+00 1.61552988e+00 -1.51822809e+00] Distance 11.550223376471523 Each least square approximations [ 3.26012185 -2.28359058 -0.87488175 -3.77752742 1.53272619 -3.32540762 -1.81626857 0.60926676 2.69980786 0.15659595 1.20846103 -0.09956868 -3.36266859 1.99846172 1.18644129 -2.22714223 -0.96624733 0.21723804 2.4625209 2.51049933] Distance 10.284399222418669 Each least square approximations [-3.90088977 0.95960085 -4.28157568 2.46054551 0.48526366 -2.74933245 1.3993148 2.60474889 -1.64083723 -1.00900599 0.91428727 -4.37041879 0.65354329 -1.95248794 -2.54294249 0.58467876 -0.26047002 0.20683755 0.02908875 -0.79276319] Distance 10.248392898022761 Each least square approximations [-3.00504677 -0.01871249 2.47897598 1.27876822 -2.87792339 1.46237267 -3.57791132 -2.29771383 -1.58483789 -0.96697096 -2.90301248 0.15540691 1.86403009 0.58661396 3.00759217 -0.67454638 1.57246304 0.29436617 -2.55507101 0.72844534] Distance 10.834022257487975 Each least square approximations [-5.29464022 0.25340834 -1.13076984 -0.9781404 -2.88357637 3.05625686 -2.22439651 0.02014094 4.03891771 -1.64639225 -0.16908103 -0.57108866 -1.31120495 -0.0199194 -0.45710045 -2.07230496 0.30553993 1.45991913 -1.80676732 3.16302873] Distance 10.173161076881556 Each least square approximations [ 4.83549366 2.66307368 0.43424164 -4.47999329 1.87659063 1.39501303 1.48093954 -1.4075976 -2.7940454 0.98778072 1.6037368 2.30461768 -0.55888924 -0.45466262 0.3004995 -0.29068134 1.45194246 3.27889451 -1.92798811 0.68912597] Distance 10.136042554351048 Each least square approximations [ 3.11461796 -1.2770161 1.87853236 -3.87969229 2.91580768 0.33097712 2.29222774 4.19026064 0.08297418 0.61315639 -0.26694213 0.24445709 0.35800303 -0.54630129 -1.46332514 1.80761448 1.72524121 0.93581806 -0.19153831 1.80044734] Distance 11.077403003237716 Each least square approximations [ 2.42319117 -0.45618704 -0.74811221 -5.40017926 -0.87248995 -3.64034024 -1.45998731 0.61409468 -0.40444678 -0.3806951 1.68878135 -0.62999194 -3.09349087 1.59782483 -0.61398442 0.64107473 -0.61944212 0.21630393 0.99196086 -2.65480398] Distance 10.96681935194874 Each least square approximations [-1.80316916 -0.59872611 6.49675528 0.51900408 -0.92679866 -0.41495045 -2.94330075 1.36307004 -1.59221611 0.69507515 -0.25231942 -1.4250814 1.64554688 0.65480002 -1.67578693 -0.15663962 0.72982997 0.32145472 0.38409351 1.56285139] Distance 11.206150295812316 Each least square approximations [-4.01780824 4.98534205 -5.47754858 2.01806183 1.11931122 -3.74188237 3.22446507 2.03925564 -3.38463772 -0.61422816 0.35432008 0.4070686 -2.37253412 -1.38727266 -0.75418487 1.40014793 -0.73163261 2.13410287 -0.12596938 1.51748615] Distance 9.509936493364439 Each least square approximations [ 8.81862094 2.18410957 0.56006048 -1.40122593 1.0280686 4.05625065 -1.9476489 -0.0867636 3.08033871 0.54008207 2.26738665 0.30730234 0.03314269 1.06336598 0.02693915 0.2351973 0.10813645 -0.06126414 -0.51050615 -0.76904238] Distance 10.086598232543714 Each least square approximations [ 7.28304493 -5.54985945 -2.44690517 -4.16775817 1.71215446 4.86439277 0.11565634 -1.82049657 0.81181837 0.35951322 -0.02239207 0.3883671 0.47341993 -2.2273675 3.82743701 1.5281836 -0.99480518 1.16983381 0.46507826 -0.85114948] Distance 7.836192444211778 Each least square approximations [-7.03239811 -3.03492252 -4.60676221 -2.18052865 4.21633967 3.21756461 0.10936084 0.52167266 -2.60559725 -3.47000572 0.94148431 1.71150111 0.66154119 -1.23117477 2.23043854 -2.44284672 -0.69283699 1.34377246 1.38223 -0.91113463] Distance 8.44466199102913 Each least square approximations [-12.23328089 -0.43308795 2.84592652 2.20182935 -2.38098116 2.95072913 0.43593111 2.18053507 0.61290563 -0.81086123 -1.24018372 0.10469154 -1.36163356 -0.85970627 1.07655495 -1.65477702 -1.97183905 0.68968016 1.78840556 -0.46709361] Distance 5.096597203300716 Each least square approximations [-7.52665163 -3.70627008 4.19209207 -0.34987797 -1.45390503 3.91126365 2.49704077 -4.78857114 0.12447975 0.10202358 0.85755671 -1.49577169 -0.88534578 0.86688989 1.76144456 0.58690935 -0.74131856 -0.27058259 -1.76458304 -0.01360386] Distance 8.863335194746194 Each least square approximations [ 7.68310264 -1.27327737 6.79424948 -1.05967508 1.32585123 1.84719998 -2.14028531 1.52414982 -1.64972927 3.34559644 1.29350135 -1.39785875 0.45389091 -0.91629557 1.88800329 -0.97637135 0.02170671 -0.26677177 -1.74923135 -1.7386461 ] Distance 8.698704226416005 Each least square approximations [ 7.57266329 2.33432063 3.45694498 -4.22284084 3.40499024 2.78575058 -0.11697316 -0.0151885 -0.43291722 -1.48795862 2.44455487 0.29680144 -1.48146041 0.44645142 1.45983778 -0.64737227 0.72955393 -0.3205905 -0.76706558 -0.91605536] Distance 9.875188013524909 Each least square approximations [ 8.01753340e+00 -1.51196179e+00 6.34581418e-03 -6.73274926e+00 -1.21047981e+00 -3.99771342e-01 -2.26613145e+00 1.29882948e+00 -1.36743221e+00 1.23333823e+00 6.12667179e-01 5.17108109e-01 1.16901121e+00 6.87249992e-01 -1.16665786e+00 -1.95617262e-01 4.03827936e-01 2.76238722e+00 -2.17989397e+00 1.05064402e+00] Distance 9.147190313396646 Each least square approximations [-9.0622663 2.00913405 2.80529024 3.66794662 -4.48753717 2.436327 -1.87253592 2.80202308 0.56193947 0.92158487 -1.81726012 -0.51990648 0.87007525 -0.3638229 -0.75960076 0.42261433 -2.57118199 0.07746362 -1.07595622 0.33066105] Distance 8.108881792035037 Each least square approximations [-6.04396509 4.57359984 -3.25056519 1.23483149 -0.89101384 -1.21829099 2.84164432 -1.74393333 -4.70276064 2.05512238 -1.17286197 0.46801144 0.80424768 0.3994382 0.20684804 2.69856161 0.18264454 1.58020554 -1.73916477 -1.15687135] Distance 9.292216771838184 Each least square approximations [ 6.78147296 -0.48951386 -1.36359182 1.59541078 -0.23593384 5.07639986 -1.95738171 -1.80355844 1.69619112 -1.8132086 0.15920821 -0.25057732 -0.6313472 1.70224012 0.25212606 1.16172714 0.02220305 0.18809264 -0.1409028 0.06231556] Distance 10.84770197427252 Each least square approximations [ 7.15952155 -0.16851544 -0.89440773 -1.00995612 4.9266646 3.2240042 -1.20871749 -2.53942411 0.2885955 1.6335967 2.50810869 -0.08369181 -0.10709198 -1.41574693 0.67223128 1.55073098 -2.45437674 -1.58365564 -0.98845303 0.63014899] Distance 9.629427091584658 Each least square approximations [-8.62619085 -2.0142941 -2.49204362 -4.47043753 1.22769144 -0.16337273 0.86045286 0.65179067 0.67713266 0.05521262 2.06571939 4.87613911 0.26151307 0.37784483 1.97026857 -0.80634225 0.65662796 0.93812497 1.10274561 -1.10303967] Distance 8.239017789311347 Each least square approximations [-11.77854945 -1.46809143 -4.04392792 -0.19727587 1.20157292 0.22656617 2.26574186 0.20770145 -1.4451732 0.1070929 0.93019595 0.81614402 0.5956306 -0.70934069 -1.73863702 0.93886582 -1.24333855 0.1567517 1.13563371 0.75331307] Distance 6.038385927995251 Each least square approximations [-8.51488083 -3.37945862 2.89423067 1.1765811 -0.87539772 2.48891781 0.57507298 0.18458895 -1.08943579 0.58706585 1.8160131 -0.31951842 0.79437999 0.21156984 2.00366011 -0.83973439 -1.41490314 -2.69861776 1.24366238 0.3587625 ] Distance 9.48363184351845 Each least square approximations [ 6.28266213 -1.05141271 4.32612588 -1.02249488 2.42802661 1.37831716 -2.17945554 2.98591069 -0.39285767 1.1436332 2.23124212 -0.304893 1.70696772 3.17313405 0.53475665 0.06617845 1.88167686 -3.59954869 1.62502367 -0.49051349] Distance 9.552631026224393 Each least square approximations [ 9.91043984 1.82150133 -3.22898752 -4.47608748 -1.44181731 0.81945178 -2.23662141 -1.9046983 -0.31847182 -0.44469884 0.96428709 -0.22684908 -2.9292549 0.06992642 1.2001009 -0.19639948 -1.01781857 0.36794076 1.60389144 -0.53002043] Distance 7.313713590012598 Each least square approximations [10.06354328 0.51211012 -2.34587724 -0.98092746 -2.72148821 -0.1301016 -1.28397283 -2.26962381 -0.39419878 1.54850475 -2.28430921 0.35303146 1.18764776 -0.51737899 -0.54574806 1.22005788 0.4456802 3.00152261 -2.09551791 0.25998358] Distance 8.061274578410753 Each least square approximations [-11.90183504 5.49382519 -0.94663086 2.76408774 0.24404914 0.21260765 1.2958942 -1.82160454 1.62398456 -0.15410361 -0.07028508 0.29370625 0.33827087 -1.32285101 0.65185017 -0.02675838 0.67853626 -0.81630381 0.03596503 -0.56445547] Distance 4.5026207996757375 Each least square approximations [-6.18788019 4.8403152 -4.36285314 1.65521328 0.35193584 -2.82767794 1.51887248 -1.20019499 -2.83853714 2.47359303 -0.86496626 -0.85483765 0.92090878 2.30240777 -1.12046817 1.09625525 -0.02280034 2.59026509 -0.08739327 -1.84720653] Distance 9.261984759777556 Each least square approximations [10.00864592 -1.18187399 -3.02040424 0.55058735 -0.77018447 3.71332703 -1.45453788 1.12980137 0.42366373 -1.56397479 -0.96716281 1.54707603 1.09926532 1.94811919 0.34775591 0.92587802 0.66250773 0.25305375 -0.60182436 1.36504153] Distance 8.491213657643556 Each least square approximations [ 9.24892286 -0.32886001 -2.54298181 -0.56119144 2.43419716 2.33160741 -1.96964801 -3.28044305 0.01982727 1.90822655 2.29557995 -0.7693069 0.69865348 -0.8834671 -0.47175428 1.54466166 -0.79502167 -0.9568332 0.33229963 -0.02866735] Distance 9.05875400878032 Each least square approximations [-9.25254732 -3.49085649 -2.37603389 -2.00653722 0.98530398 1.83582188 0.80600634 1.86473214 -0.44510943 -0.83895019 2.80603053 3.59263945 -1.69445081 0.20934616 2.1455372 0.32006998 -0.46926369 1.17076479 1.41078535 0.31089611] Distance 8.162007689255441 Each least square approximations [-1.14778847e+01 4.71789944e+00 -3.32701417e+00 7.44899296e-01 -6.62254189e-01 -2.31417259e+00 2.69833475e-01 1.73577239e+00 -1.01774596e+00 6.30792444e-01 5.88972229e-01 -2.14286697e-01 -6.31908512e-01 -2.61271331e-01 -3.31488436e-01 7.99986339e-01 -2.98757884e-01 6.10813257e-03 1.43526789e+00 5.15119839e-01] Distance 5.964278831579398 Each least square approximations [-8.97377853 -3.12127719 2.943483 0.03282257 -1.59409297 3.36732601 -0.84154911 0.50803366 -2.50067157 1.40581401 0.75745752 -1.01516573 1.08388557 -0.87915921 2.22813045 0.16245824 -0.25690414 -0.65711709 1.35426528 -0.36995643] Distance 9.083571923666065 Each least square approximations [ 7.46774759 -0.9443828 4.88043021 -1.79179477 2.86848843 0.91521586 -2.26657793 1.74734159 -1.07847432 1.29573407 -0.51704621 0.11562949 0.91502756 2.10016352 -0.25932457 0.62922604 1.1444696 -4.26989449 2.01193625 -0.67832907] Distance 9.03918345453428 Each least square approximations [10.67222426 5.230742 -1.00624439 -1.29141124 0.94151029 -1.33449343 -2.22084051 -0.36370549 -0.91409976 -2.47512558 -1.54074995 -1.31615117 -0.40204655 -0.6811791 -0.49957498 -1.03938257 0.60529763 -0.59891028 1.28936495 -1.28906323] Distance 6.840571860295606 Each least square approximations [11.52272536 -1.1661063 1.17108124 -2.03933968 0.03825458 1.49010775 -0.83987471 -3.28325193 -0.58344514 1.11666917 -1.47760366 0.40587473 -0.12690241 0.18785598 -0.52260069 -0.06291121 1.82249602 0.83900013 -0.58361709 1.9829648 ] Distance 7.042926146347314 Each least square approximations [-13.18191148 -1.51858674 -2.61658111 1.20413455 -2.14870835 1.64605858 -0.7768101 -1.1023606 0.33660371 0.4307332 1.51587277 -0.11070435 1.43956863 -0.55078499 0.24480808 0.96569615 -0.37194266 -1.00379255 1.47701252 -0.52949374] Distance 3.5270006902428523 Each least square approximations [-6.29252305 3.04656363 -3.75213609 0.55216692 -0.3736585 4.44887969 -1.96187311 0.86080872 -1.99555581 2.78083139 -0.86885104 -0.5887533 1.00124545 0.62332644 0.56491193 0.94981001 -1.40490015 -0.06349448 0.2109376 0.24331752] Distance 9.859273729192694 Each least square approximations [ 5.22386824 -1.66710898 0.11960698 -0.23159379 -0.87672894 2.22139022 -1.7547475 0.01386993 -1.95863768 0.82011125 -2.08008878 -0.07725212 -1.66345096 0.20599964 -0.1325246 -0.53138792 1.58850279 -1.18339126 -0.78750881 -1.11840582] Distance 12.076191897824645 Each least square approximations [ 6.55716732 3.21547966 -2.77525071 0.43948675 2.75064824 1.35245091 0.5019168 -1.32468118 2.34948772 3.36797946 3.74338186 -1.43163353 -0.91757704 -0.28485654 2.05750442 -1.42634383 0.2350407 0.49117818 -2.91476403 1.53951163] Distance 8.864917215436202 Each least square approximations [-10.55702589 2.21528317 0.78333258 -5.12511569 -1.78653237 -0.76935827 -1.94179522 1.87494162 -1.05587204 1.71276178 1.32931932 1.80996467 1.9524691 -1.4557308 -0.4057835 0.14225502 0.20149647 1.46994749 0.44464436 0.69804767] Distance 5.486025100450517 Each least square approximations [-6.71040768 -0.3932483 -2.90311885 -1.88520619 0.0347796 0.31830328 -1.05813752 2.0139562 2.16877857 0.92892875 2.51852483 2.53212559 0.65080382 -2.09726697 -2.71135212 0.13313213 0.95967094 -0.84635193 1.43772945 -0.42982599] Distance 10.278753004571685 Each least square approximations [-1.00068427e+01 4.61551197e-01 -1.20767526e+00 6.30616323e-03 3.01991833e+00 -1.99752429e+00 2.70917717e-01 -7.58673886e-01 3.89163803e-02 -2.40018393e+00 -1.40355601e-01 -2.27346996e-01 2.56537013e-02 -2.54342238e+00 1.68571483e+00 -1.62341511e+00 1.35152540e-01 -1.69510064e+00 2.06920329e+00 4.56634010e-01] Distance 7.85932570680061 Each least square approximations [ 6.17797788 -2.01533488 -0.24376142 0.39545439 0.58279491 3.79191868 1.575293 -0.14255232 -1.69963925 0.65538065 1.06334722 0.10532953 1.4140514 1.31870513 2.2643176 -0.63643568 1.36080816 -2.88155898 0.07761573 2.93460117] Distance 10.50380360163619 Each least square approximations [ 7.20546672 2.31755557 -3.39012256 -0.7227275 -1.35697333 -0.47209152 -0.20596136 -0.53617887 1.50138446 -2.11542484 3.34059831 0.74172466 -0.83551296 -0.35227354 -1.04479874 2.55029254 -0.05954582 -0.5273729 -0.16107476 0.12709393] Distance 10.179343626043073 Each least square approximations [ 9.07580815 3.58206592 -5.88504955 -0.26352252 0.23695355 0.29300921 0.72436743 -1.50635827 -0.1534715 1.87188622 2.14984185 -1.35262243 -0.20133811 -0.59511324 -0.19354116 0.13183818 -0.64897676 -1.81201732 -0.51867949 0.25996189] Distance 7.4288986143573705 Each least square approximations [-8.21012951 2.08897006 -2.20775758 0.48626906 -0.47964686 -0.45895896 0.49908777 -1.50241798 2.39877558 -0.20252063 -1.47363262 -0.95021616 -0.22754925 -0.31641114 -3.4267423 -2.46419633 1.43820888 -1.68504342 -1.54928937 -0.43830834] Distance 9.398639521869367 Each least square approximations [-7.35293245 3.00003359 -3.53042615 -0.07881744 -1.12586773 3.04997271 -2.77259609 1.8536091 -0.2581984 2.39111187 -2.0353577 0.21226268 0.99840381 0.85622728 0.49260836 2.06608303 -1.67989955 0.0539151 -0.38610449 1.40510553] Distance 8.968707916684485 Each least square approximations [ 5.38938995 -0.48392394 0.73800426 -0.29206406 -0.51505782 1.6918856 -1.86892538 -0.9110503 -1.89386693 -0.00803953 -2.03874965 -0.41581695 -0.8221668 0.44007042 0.21258894 -1.48369512 1.68321787 -0.56170319 -0.41464344 -1.52423883] Distance 12.032936658340251 Each least square approximations [ 6.98214624 3.97239334 -1.71783773 -1.60567769 1.48903324 1.10905503 1.78099349 -1.25899582 2.86169456 2.20400242 3.31409239 0.04314319 -2.31707665 -0.61122077 3.20809004 -0.52654637 0.65060805 -0.14215544 -2.36143497 1.62222494] Distance 8.459877634259058 Each least square approximations [-1.10517591e+01 2.19496388e+00 1.76031260e+00 -5.45966501e+00 -1.21258067e+00 -9.69399595e-01 -6.67213098e-01 2.02974712e+00 -9.82492005e-01 -4.37395548e-01 -1.67483228e-01 -8.01169054e-01 1.27221878e+00 -1.67318360e+00 5.35098199e-02 -1.09781743e+00 3.13024952e-03 4.68057377e-01 -1.63932389e-01 -1.14735443e-01] Distance 4.9270057655889605 Each least square approximations [-7.08290042 -0.89869109 -2.2798623 -0.61149059 -0.13613201 0.77825309 -1.03389584 1.33976124 2.32438263 0.40183479 1.79091671 1.37279294 -0.81426012 -1.85593197 -2.13434342 0.11189378 0.9202278 -0.78750966 -0.04779456 0.52170184] Distance 10.849895009691155 Each least square approximations [-10.09724891 0.10819098 -2.45216164 0.43720131 2.25280338 -0.37158448 0.8346558 -1.87168181 0.16076336 -2.75371747 -0.78020065 0.38334164 1.6820988 -0.72344235 0.5531663 -1.15170088 -0.9543996 0.40347177 0.67545702 1.75702838] Distance 7.954748675861664 Each least square approximations [ 6.90437304 -0.79078568 0.24437934 0.63933513 0.56464445 3.16413486 1.34535542 0.44742568 -2.43628816 2.2419781 1.29814601 0.88569209 0.71354205 0.78921076 2.43788171 -1.512702 0.9697465 -2.64552895 -0.56518457 2.00049708] Distance 10.132497418248724 Each least square approximations [ 7.73715568 1.09021086 -2.25251597 0.32034733 -1.17205317 -0.03152889 0.61138308 -0.47636965 0.88153657 -2.1810205 4.44129968 0.1872103 -0.30961351 0.17642269 -0.25340818 3.02948322 0.29495389 -1.506502 0.24227795 0.11874121] Distance 9.671180945724432 Each least square approximations [ 8.76970202 4.40450771 -4.39017093 -2.21201728 -0.5063646 0.45507168 -0.34089941 -2.03811255 0.95668892 0.84019773 1.8816142 -0.79455391 0.1400394 -1.42823108 -0.05170589 0.57836503 -0.33597488 -1.49435328 -0.78427316 -1.02770934] Distance 7.836693646492282 Each least square approximations [-7.70492418 2.72443541 -1.09530705 0.38206935 -2.04464716 0.12006112 0.63082283 -1.53786507 1.24131978 1.68059894 -1.91441624 -0.46268602 0.41256947 -0.43090526 -2.81124793 -2.46228742 1.62892413 -2.70515335 -0.70798534 0.0865248 ] Distance 9.523128033942383 Each least square approximations [-9.28368298 4.16650652 -0.83713691 1.03825985 0.67794879 1.60929202 3.10741046 0.69362606 0.21039156 -2.42910266 2.3399518 -0.6786831 0.39121816 -0.06892311 0.25271405 2.41959852 -1.44194216 1.7288277 -1.72526464 1.41725299] Distance 7.846803450065603 Each least square approximations [ 7.11654026 -0.03166215 1.15279231 -1.70426859 -2.47754518 1.18320581 -1.70571839 -2.29388778 -2.11971779 1.45179391 -0.87633338 -0.83973285 -0.64324451 0.43345267 -0.3434658 -1.24507949 0.83892987 2.20289737 0.4477245 -0.46069344] Distance 11.008722877978192 Each least square approximations [ 7.86709594 -0.53706181 0.28681449 -1.6220695 3.67866982 -0.69144194 -1.92508277 -0.51995342 1.40497624 2.07431002 0.52907697 2.10732027 0.64414944 -0.55193796 1.16607561 -0.95213519 3.22756462 -1.62817154 0.6560424 -0.23046986] Distance 9.88328771941671 Each least square approximations [-7.19241826 -2.02862423 -3.76380817 -1.39619858 -3.18899665 -1.06872941 0.04894655 -0.98344017 0.21185008 -1.02830367 -1.99142459 -0.56158183 3.30310892 -0.91367 2.21782996 -0.44394523 -4.94535714 1.0849067 -1.74621882 -0.46563284] Distance 8.526826200357467 Each least square approximations [-7.70384635 -0.39289409 3.27962863 -4.36882945 0.14092952 -4.32802501 -0.19309143 1.39392326 1.33679099 -1.05118393 -1.191521 -0.35955632 -1.13163155 0.60615104 -1.72561552 2.17660779 0.74761883 1.47605827 -0.66264692 0.46913862] Distance 8.989707045157243 Each least square approximations [-10.20547663 0.81388467 2.33241262 0.55960751 1.17915509 -0.84778653 1.80803596 -0.06264214 2.31688254 -1.05291546 2.78464583 1.27330471 2.09306524 0.94425025 -0.89125892 2.14017995 -1.48079437 2.73473007 -0.55123746 -0.91525941] Distance 7.404885352976619 Each least square approximations [12.03932009 2.15732623 -2.26791287 2.36143705 -1.44585337 2.04337086 -3.56791865 -0.81222227 1.12329089 0.31764889 1.35161762 0.1859176 -0.39858797 -1.11292614 -0.74824414 -0.09493423 0.20735239 -0.80149413 0.17003589 1.49892869] Distance 4.468560816914901 Each least square approximations [ 6.53926478 1.48283567 -0.10970052 -2.624176 2.052558 0.575122 -2.26428236 -4.0551387 0.0729284 -1.32974333 1.64315062 1.48896842 -0.23954125 -0.12522404 -0.17684703 0.11114088 0.84587686 -0.93136125 0.8553993 2.21639638] Distance 10.774323326688458 Each least square approximations [ 7.25284089 -0.24800653 -3.72894976 -3.36160823 -0.95543791 0.50886582 -3.26802926 -1.93634917 2.27077246 0.99908846 2.10545638 2.77502335 0.53934278 1.63801336 2.76309257 1.6019665 -0.38035834 -1.71765833 -0.3585269 1.40996013] Distance 8.828791336674358 Each least square approximations [-6.54135727 -0.53565052 0.31265699 3.09812632 -1.90866769 -1.8355043 0.98098575 1.75567081 0.177936 2.49607813 -2.48603064 -0.52581704 -3.48881633 1.87876151 -0.55765114 1.77183689 1.29946195 -0.38117892 -0.48362876 1.70796261] Distance 10.3638452870682 Each least square approximations [-6.70184284 4.03383278 -7.26944822 4.336478 1.53816242 -2.97902976 2.06097413 1.50891384 -1.48321833 1.06300191 0.67317769 -0.01401592 0.97462419 0.49512936 1.19892719 0.6099336 -0.46592492 1.56342404 0.51119876 -1.64249272] Distance 7.783040085128186 Each least square approximations [12.47909214 0.15339277 -2.327399 0.28970352 -1.4638805 5.24872179 -2.88322129 1.35746823 -1.95967461 -0.47032139 -0.2033399 0.41319383 0.60054017 0.73103109 1.13569857 0.94963701 1.0195538 0.438439 1.1192856 0.41401599] Distance 3.531215426432172 Each least square approximations [11.0330153 -2.51083388 -4.33421357 -2.25076747 2.11896893 0.58965776 -2.41470663 -2.01412126 -0.49523256 0.49272281 0.63201377 0.90522743 0.33223464 0.10688151 -0.15706163 -1.11961819 -0.52741059 -0.24498528 0.88848848 0.26040701] Distance 7.257738200652049 Each least square approximations [-9.97147007 -4.73025707 -6.03827723 1.48848705 1.18579634 1.53733428 1.31264919 1.03979152 0.51362371 1.35919088 1.07181864 0.9157624 -1.15384787 -1.27764815 0.11377267 0.22566504 -1.66370396 0.39393592 0.83954248 -1.25017896] Distance 6.6492563618745875 Each least square approximations [-11.33384502 6.05607345 1.1004721 -3.23400967 -2.61560158 -0.88256188 -1.10031452 -0.44247988 0.62184539 0.08859224 0.68167108 -1.26123273 2.15158926 0.12197375 0.67577925 0.56183883 1.09498217 -0.30801243 0.50436168 -0.89532922] Distance 5.2478911546284746 Each least square approximations [-10.08888529 -1.71366476 6.47521972 -2.03474802 -3.02805959 1.66496157 -2.33387335 -0.50568735 0.05263677 0.66015956 -1.22875398 -0.10217148 1.63603166 0.66771287 0.46732682 -0.28811539 0.99973916 -1.22047115 0.69161658 -0.28729794] Distance 6.835051791930385 Each least square approximations [ 9.94943838 -2.24659899 4.03566991 -3.14779297 4.07633576 0.93663746 -1.44153474 0.2345268 1.46418845 2.09509442 0.40931827 -0.13211747 0.42555724 0.14730066 0.50042318 1.22169381 1.20802177 -0.75472279 1.66251118 0.7145417 ] Distance 7.730287033544057 Each least square approximations [11.48353678 4.40506691 2.70032898 -2.94931604 3.44490114 -1.21403683 0.19659646 -1.06357521 -0.76290253 -1.57129431 -0.31886275 -2.0019243 -0.32828779 -1.09244839 -2.29890584 -1.12030281 0.89665495 0.1520649 0.42475289 0.14558904] Distance 5.077154015213845 Each least square approximations [10.70343939 -5.54988523 0.48899906 -4.1824956 1.80024442 -0.47398225 -1.76939207 0.05334305 1.06496923 0.68525129 1.39752045 -0.46827568 -0.28963248 0.29350252 1.12112008 0.90733235 0.31743517 -0.18924128 -0.3176751 1.99612976] Distance 6.6061128309922 Each least square approximations [-12.25150612 -5.14719347 3.2325234 2.91414264 -0.83749662 -1.77372297 -1.9633924 -0.33520706 -0.52627342 1.80717367 0.79199646 0.24042472 -0.37155744 0.09306219 -0.29644664 1.54473742 -0.54466546 -1.07004982 -1.03470412 -0.99738821] Distance 3.143311248633956 Each least square approximations [-6.66905457 4.31290717 -5.86583672 2.97778078 -0.30733606 -0.12242097 1.41399949 1.6632307 -3.46145701 1.2164793 -0.84932188 -0.58838129 2.20800603 0.99216244 -0.80628272 -0.56396805 0.1244681 1.23600304 1.29873718 -1.87067081] Distance 8.32323453090821 Each least square approximations [10.38226675 -2.823998 1.36535162 -1.38258894 -1.20003447 1.73151539 -2.82794979 -1.19517541 -0.807835 -1.78126948 -1.66803204 -0.68492542 -0.26179026 1.38681196 -1.00132657 0.5553397 -0.41169541 -1.72115444 -0.06086621 1.23043693] Distance 7.75595174398296 Each least square approximations [ 9.53976737e+00 -9.07552476e-01 -4.73245020e+00 -1.34094080e+00 2.68558699e+00 -7.15682394e-01 -1.43645849e+00 -5.03880344e-02 1.31203399e+00 1.55550840e+00 2.62857437e+00 -6.50803175e-01 1.38113300e+00 -1.21531234e-01 9.50424026e-01 -9.48003828e-03 4.61094113e-01 5.32615923e-01 -7.62795646e-01 -3.26223037e-01] Distance 8.20307762838795 Each least square approximations [-9.63291182 -4.42195104 -3.69278704 -0.52086585 -0.13474215 0.99831852 -0.18263009 1.61740622 -1.25924876 1.14441833 2.68352468 1.91446233 -0.15621872 -0.81594482 1.20029579 3.12387959 -1.38802969 0.61899675 0.69636445 -0.57599194] Distance 7.06354454652152 Each least square approximations [-9.27378631 3.89190252 0.50233091 -4.05959378 -1.1040486 -0.17513072 -0.01608785 1.30345926 0.41168598 2.32363539 0.78407548 3.05382558 2.15798517 -0.01841387 -1.37560714 -0.69772805 -0.01908216 0.3847415 -1.01252676 0.34826519] Distance 7.994881283021848 Each least square approximations [-10.27118525 -2.43491857 4.47932972 -1.10498569 -0.49981029 0.04979863 -1.70523944 1.06975681 -1.84602097 -0.88273165 0.49869849 1.10851067 0.11966794 -1.71680635 0.25442537 -0.3035811 1.27526318 -0.01636821 -0.85025191 -0.60596385] Distance 7.750772802845381 Each least square approximations [ 9.27825454 -3.06624123 3.91449465 -2.81094026 -0.39245978 2.89850184 0.73995005 0.71944431 0.95926388 0.10045093 -0.44458206 1.16053626 0.95618374 -0.28263192 -0.57169279 1.54252026 -1.20982612 -2.29173974 2.2233077 -0.17828859] Distance 7.898831691820969 Each least square approximations [ 8.66454196 3.53609075 0.99256751 -2.91157241 3.27232809 -0.93931722 -2.43027147 -0.8808305 0.52025944 -3.16798899 1.91239869 -1.13568568 -2.51841314 -0.19131039 -0.03789964 -0.62090734 -0.48471095 -0.77595799 0.45782012 -1.25747892] Distance 8.28428224069148 Each least square approximations [12.29215175 -4.6073743 -2.02268076 0.06993733 1.16776228 -1.9344959 -0.4258014 -0.01944665 0.965525 -1.49119092 0.06209347 1.24027555 0.41699409 0.73414571 -0.56429106 -1.64148443 1.26205015 -1.53985325 0.8743246 -1.04468111] Distance 3.5550152381344264 Each least square approximations [-10.30358381 -2.93248725 0.69278007 2.72773001 -1.11788966 -1.97838053 -0.14829234 -0.87577632 3.1891278 1.66134553 -0.48732853 0.96326478 0.95594987 1.66139491 1.29810792 -1.29243149 0.01667523 -0.50741573 -1.68496381 1.97019749] Distance 7.200682164326986 Each least square approximations [-9.36079967 7.527815 -4.25224413 5.00974695 -0.87574464 0.71293912 -0.69358569 -0.61684215 -1.42292577 -0.56960174 0.42178324 0.13956291 -0.10117353 0.11295068 0.73243229 0.65710302 1.78087432 -0.80579932 -0.68005825 -0.89178476] Distance 4.073544972772266 Each least square approximations [ 7.63529133 -0.05160377 1.82694297 -2.02625811 -2.74386157 4.4024234 -5.06935524 -1.50229966 -0.75766942 -0.9008218 -3.98879959 0.74979951 -0.68380818 1.90009153 0.18750486 0.07660227 2.52581288 -0.0765019 1.56561485 0.77458037] Distance 7.924362325331508 Each least square approximations [ 9.45971154 0.1627996 -2.0898885 -2.66968611 4.23415402 -0.01583426 -1.62126883 -2.54244326 -0.99529171 2.63582276 1.19474006 0.07231539 -3.11851443 -1.64810776 0.23260196 -0.48439707 0.61396954 0.64949413 -0.72208364 -0.13361906] Distance 7.959351128322877 Each least square approximations [-10.15678981 -4.43131348 -3.69645059 -0.89807354 -1.87421615 0.78045267 -0.02851837 0.90891684 -1.12294315 -0.76432493 -0.03048703 1.84207542 1.55392338 0.57585318 0.35941513 1.56692518 -0.15725569 -0.4155589 -3.19816638 -0.86125515] Distance 7.131980366702459 Each least square approximations [-9.58898973 0.70724747 -0.1750641 -5.37321125 -0.5849534 0.94458515 0.67856103 1.44584426 1.02512871 -0.3117431 0.51959247 0.94163503 0.49996869 1.60131488 -0.63018451 1.38206819 0.44826053 1.00932591 -0.33664005 -0.51211738] Distance 8.981141607803218 Each least square approximations [-10.85953898 -1.66781995 3.59581142 -1.49477722 -0.79541996 -0.26700365 1.84140238 0.35284393 1.8003814 0.47536175 0.16408065 1.85793789 1.86979327 -0.25401657 1.28546043 -0.68080376 0.42817236 -0.37487846 -0.77455058 0.30484801] Distance 7.815654812172868 Each least square approximations [11.29210519 -2.70954811 2.66308664 1.13153394 0.50131441 0.0321347 1.93621801 -0.06218587 -0.64738271 -0.66019683 4.02383301 -1.19841166 0.03389748 1.32104242 -1.10649346 0.01974974 -0.16560313 -0.73831968 1.38310369 1.2943324 ] Distance 6.478699452015204 Each least square approximations [ 8.54936476 2.39637754 0.22118409 -4.5407218 1.94072149 -0.31527382 -1.9635745 -2.62821968 0.51044019 -1.39027798 2.05154196 -2.17602287 -1.23588963 0.39081196 0.10937525 1.91941453 0.38275101 -0.25001559 1.05796069 -0.1275585 ] Distance 9.101107547904947 Each least square approximations [10.72502857 -0.63067327 -3.45142301 -2.33853408 2.13175244 -0.03964507 -2.60721199 0.79211557 -1.35594905 -1.20702366 0.51976715 2.62997501 -0.63110681 -0.48908348 2.96878621 1.24521926 -0.0880864 0.9442729 0.8052673 0.90370441] Distance 6.796608135730994 Each least square approximations [-9.57494211e+00 -2.96116959e-01 1.02928103e+00 4.38120542e+00 8.62888955e-03 -2.58018377e+00 2.38522939e-01 2.75162971e-01 2.39816622e+00 3.54427463e+00 -1.95502185e+00 1.00836941e+00 -1.72552469e-01 -1.66365062e+00 -1.52473937e+00 1.29033337e+00 -1.13243699e+00 -6.97761101e-01 2.89987473e-01 2.19917377e+00] Distance 7.705709314310112 Each least square approximations [-4.37039377 3.33333195 -5.45685917 2.10902393 -0.04344297 -3.37412913 2.18773324 1.99754756 -2.8969476 2.42445564 -0.27577213 0.68011823 0.61640868 0.18707825 -0.50506397 0.77289384 -3.20489402 2.58483621 -2.49111545 1.49993233] Distance 9.190739119074307 Each least square approximations [10.11891213 0.62724496 -0.85582439 -1.32276039 1.74689887 2.0520601 -2.0883644 -0.41989138 0.11893832 -0.38341018 0.19639322 1.18416201 -0.34132872 1.96261157 -0.49267628 -0.25051949 -0.7922752 -0.80869412 -0.16695246 -0.73276795] Distance 9.260857656488433 Each least square approximations [ 9.04178545e+00 -2.91983796e+00 -3.51256711e+00 -2.09375410e+00 -2.37299781e-01 2.45788758e+00 -1.33858791e+00 -1.50655386e+00 1.77682233e+00 -7.92253225e-03 1.14529974e+00 -7.43383843e-01 1.15855958e+00 -1.94539607e-01 1.14665077e+00 2.01923195e+00 -1.90705829e+00 -2.01249455e-02 4.41832461e-01 8.24846392e-01] Distance 8.779922483029017 Each least square approximations [-7.77114846 -3.82514934 -3.55041433 -1.15294626 3.23614265 1.59596665 1.14843835 1.6174198 -1.60903489 -0.07075454 1.6817082 -0.67249855 -0.46935754 -1.40528076 2.14219998 -0.9535354 -1.30714972 1.06748743 -0.18828693 -0.87039696] Distance 9.350562705562544 Each least square approximations [-10.98952827 4.43134664 3.02296287 3.35239461 -0.45231662 1.13353654 -0.39733319 1.54033607 0.25649389 3.52193141 1.21095833 -0.01158037 -1.48138495 -1.04579625 -0.54668608 1.58701517 0.3097652 0.40485137 0.47799377 1.10373903] Distance 4.899173803165126 Each least square approximations [-8.17470449 -3.29450747 3.32938078 0.64163014 -2.30575629 3.9251045 -1.04774258 -2.77762141 -0.90277221 -1.13681729 0.50706524 -0.04164629 0.0387354 2.3587752 0.38975537 1.55441679 -1.7419323 -1.28497196 -0.62264447 -0.26229338] Distance 8.729282522287562 Each least square approximations [ 7.36553714 -1.9522301 5.10664775 -2.46867977 1.52503446 2.58640557 -3.579743 1.17231748 -1.5972384 2.09668253 -0.81566112 -0.90351889 -0.67119209 -0.70622664 0.93741978 -1.60044098 -0.40282981 -1.8633502 0.5306772 -0.09764159] Distance 8.965010952605331 Each least square approximations [ 8.99541238 3.06745295 1.88766034 -0.26161675 4.46679187 1.34294023 -1.06525195 2.30247429 -1.3438787 -2.42250553 1.30513865 0.14269918 0.15154151 0.08892362 -1.29991169 -1.79419544 -1.89412117 0.12728121 0.97416104 0.7016109 ] Distance 8.307853034154329 Each least square approximations [ 9.341604 -2.11894638 2.45010403 -4.03986343 -1.40996861 -1.60080664 -1.84927135 -1.67664735 0.43886919 0.96619372 3.19767531 -0.28295885 0.31871349 -0.95075638 -2.8201968 0.1421422 1.03353252 1.20361456 -1.12966756 1.48325638] Distance 7.699982906539091 Each least square approximations [-9.75023196 -1.53335722 2.63303609 -0.11346513 -5.53154505 0.48042936 -0.2087272 -0.77424305 1.075272 1.96716554 -0.13221951 -0.85377817 0.033312 1.37758893 -0.90422982 0.2280712 -1.64700438 -0.27923803 -2.21346167 -0.07114629] Distance 7.64736481334981 Each least square approximations [-8.73289003 4.46852229 -3.35425847 3.29201225 0.75171264 0.74136497 0.55639015 3.94371656 0.10976967 -0.76171725 0.19385401 -0.17825527 -1.04024677 -1.08635152 -0.86922821 0.85678958 -1.78822018 0.70110615 1.46735198 3.18947038] Distance 7.576372296130368 Each least square approximations [ 8.85549424 0.95960313 2.11415523 -0.74602506 -3.13193912 2.0927792 -3.64409767 -3.05232791 -0.19779192 0.82668174 -1.29497076 -0.10101772 0.06039637 -0.11506455 -0.15222089 -2.70312212 1.05001947 -0.3170456 0.90820642 0.53717894] Distance 8.938785591260707 Each least square approximations [ 9.0053592 -1.12102536 -2.5899777 -4.16383933 1.93796729 -3.64704892 0.10798442 -2.48303417 -0.36801932 1.54300672 1.59980413 1.12943996 -0.5377767 -1.0261888 0.56729979 -2.77563293 1.23835494 -0.32259255 -0.72042333 0.44833809] Distance 8.088077830663577 Each least square approximations [-9.09865956 -2.988431 -3.36773583 0.71722077 -1.28984329 0.84997739 -0.2422015 -0.8712863 -1.86734522 -2.13148319 -0.58140763 -0.41397668 1.29533256 -3.65088095 1.17839918 -0.04012408 -2.78772698 0.40455042 -1.74308599 -0.47664052] Distance 8.37932459138801 Each least square approximations [-8.16442833 1.54638306 2.65274163 -4.98798854 -2.34747113 0.32830519 -0.62385982 -0.88773689 0.34187011 0.73190478 1.82504547 -0.87605346 -1.85911648 -0.49762293 -0.13534277 0.66073058 1.99700404 1.24123873 -1.11479774 -0.56622046] Distance 9.453202148751231 Each least square approximations [-10.56152438 -0.02980348 3.91750968 -1.00329827 0.23021185 0.83924404 0.08504442 -0.1376294 1.02187079 -3.23274634 -0.29920356 -0.77898786 1.61677113 0.43745007 1.0940717 1.69748381 -0.16930181 1.59133194 -0.25808504 -1.01298624] Distance 7.855844945258869 Each least square approximations [12.12444048 -3.40771659 -2.85579791 -1.47340924 2.14432661 0.54755587 0.91129198 2.25842866 -3.00395586 -0.61382217 -0.46375396 -0.31351322 0.88210131 -0.56929776 1.83792316 -0.44303377 0.19467897 0.67863758 0.79550782 0.10085439] Distance 4.221954529566715 Each least square approximations [ 6.95527772 1.66890896 2.85790539 -4.06994366 2.30717021 0.65209622 -0.06280463 -1.95649501 1.159945 -0.22353952 2.54341711 -1.6832296 0.65343947 -0.31773965 -1.83695315 1.25522122 0.91304348 -0.16573273 -0.27912837 0.17496106] Distance 10.512286702167307 Each least square approximations [ 8.55487706 0.04202197 -1.13513699 -4.31224451 2.37356185 -1.89914647 -3.58275126 1.39584994 0.60526047 1.67314449 2.30661343 1.74212413 -0.35364318 1.31292475 1.76520835 2.62628633 -0.82443423 -0.18701359 0.0411959 1.10728794] Distance 8.408574411727999 Each least square approximations [-7.17104583 -1.51570211 3.24250014 3.26378464 -0.21027786 -0.97952753 -0.45812842 0.65922217 0.40806099 4.4727072 0.35905763 -1.13035788 -1.0260364 0.15949208 -0.87847184 0.95274429 -0.45729984 -0.13473717 -1.3464331 1.65447694] Distance 10.367153425385851 Each least square approximations [-8.13518445 4.44109719 -1.66648676 -0.90087608 -1.41564276 2.21519892 0.8102782 -0.92950188 -2.96454237 2.77137312 -0.53741248 0.21577771 0.65221587 0.19098548 -1.75097689 2.08702078 0.6503613 -0.23468868 0.40636322 0.86390313] Distance 8.800838820537136 Each least square approximations [ 4.15107507e+00 -7.29259625e-01 1.05897236e+00 -1.35194970e+00 -1.25637505e+00 1.59439170e+00 -1.93299893e+00 -1.08814396e+00 -4.38524713e-01 -3.05366492e-01 -2.03986185e+00 -5.67034982e-02 -7.23524209e-01 1.69929818e+00 5.80306180e-05 3.90424813e-01 2.09084372e+00 -2.35414084e-02 -1.51790020e+00 -1.34325097e+00] Distance 12.458318512792712 Each least square approximations [ 6.40994364 2.83102673 0.10672866 -0.93486683 4.28266729 1.10640212 -1.44108954 0.81367228 1.14635105 2.8414652 3.56124079 -1.54119669 -1.39978744 -0.63313918 3.2829766 1.84277873 0.39949221 -0.14307877 -1.9273752 -1.31965284] Distance 9.085667182933276 Each least square approximations [-9.32173345 1.05361359 -0.38249167 -5.05376162 -1.89380029 -1.35109563 -0.47928778 1.66137317 -1.39730831 -1.8445842 -1.02720011 2.36525672 1.89820754 -0.10760427 1.77489855 1.40689729 -0.28809676 -0.43459367 0.27307691 0.93398274] Distance 7.576012245274285 Each least square approximations [-7.47271577 -2.88206658 -1.02369985 -0.29547403 0.46334226 -1.03862402 -0.4461317 1.71189946 0.20192645 1.27031681 0.57571807 1.22165199 -0.61706081 -0.73606138 -3.64818553 -0.38726919 -1.22742224 2.16640617 2.17400322 0.81183579] Distance 10.114622627077 Each least square approximations [-9.25161858 -0.41406191 -1.70723271 0.39005934 0.76215251 0.11579131 2.86445146 -0.44802093 0.71690569 -1.19098892 2.16752011 -0.08930207 1.12375454 -1.85735844 0.32542433 -1.45595286 -2.84091908 0.56245251 0.10410205 -0.70538949] Distance 9.008546712512702 Each least square approximations [ 7.28198543 0.74593241 3.08606414 1.82796281 -2.29662127 3.49527727 0.83445872 1.08568016 -2.93848215 -0.96636189 2.8410307 1.62781667 1.01904137 2.44688882 1.63263582 -1.38671481 1.44300901 -3.5562122 0.06165125 0.38447374] Distance 8.298022458421798 Each least square approximations [ 6.22940659 0.97195835 -3.02279962 -2.35698825 -0.78106727 0.86231501 -4.34777334 -0.89740083 1.11366968 -2.1664107 2.130743 -0.06829121 -1.425052 -0.86697802 2.12382443 0.89158929 1.27539592 -0.66961519 1.75337103 -0.76396384] Distance 10.082300687106379 Each least square approximations [ 8.98862458e+00 5.57686779e+00 -5.39507664e+00 -1.82683591e+00 -2.73764637e+00 1.92780642e+00 -1.18246242e+00 -1.15885015e+00 -2.26580680e+00 -1.82770500e+00 6.79686861e-01 3.59370566e-01 7.64274981e-01 -4.65870803e-03 9.16008054e-01 -6.43620692e-01 4.76334282e-01 -9.26615199e-01 -2.53872840e+00 -1.65807698e-01] Distance 4.970180201150016 Each least square approximations [-7.72530946 4.52598374 -1.92338307 1.27099673 -2.89923475 0.69707691 1.86827175 1.14648376 1.8108242 0.92721621 -0.97613644 -0.21290396 -0.04676309 -0.45063561 -0.72255628 -0.01603899 2.34195158 -3.48171877 1.15670428 1.07396756] Distance 8.736013246177178 Each least square approximations [-8.70670378 3.03825389 -0.84427444 1.24836303 -3.91281537 -5.04187814 -3.59289976 -0.64283148 0.78368707 3.92860475 -0.93746759 1.32913598 -1.23509546 0.51279046 1.82795214 2.31674138 -2.20744674 -0.61170363 1.30280549 0.57364318] Distance 6.118584438482318 Each least square approximations [ 6.13959382 0.92013957 -1.34874592 -2.81324308 -1.17585841 1.79143149 -2.51243817 -1.5149511 -0.08349919 -2.29120374 -2.81157871 -0.59532043 0.87962951 -1.87993886 1.12395664 0.04875146 -1.26582483 0.66771602 0.77842685 0.20029278] Distance 11.48934460253296 Each least square approximations [ 9.61679674 5.7573038 2.86694609 -4.24231127 0.47605235 -1.9305066 -1.50019397 -1.44135836 1.8571263 0.31508241 0.78760945 1.26431021 -2.56809295 0.16217241 0.24148632 1.48886376 -1.40816725 2.43956473 0.50115583 -0.04314435] Distance 5.681941777204246 Each least square approximations [-8.999833 -3.47059606 0.43566784 -1.50655799 -1.14451694 -0.54850241 5.13483071 0.36186179 0.55983442 -0.5736627 -1.7382999 -0.12735326 -2.88032583 -1.91382362 -0.43971706 -0.1921197 0.52390988 -1.96694222 -2.81625902 1.84627006] Distance 7.765308710947448 Each least square approximations [-6.90981913 -0.27069061 -0.24144721 0.10087156 -1.99661746 -0.57051736 -0.6471789 -2.00485436 0.19149155 0.69694539 0.56316978 0.70425659 -0.41799772 0.8867983 -1.03086871 1.64308374 1.67957031 1.75692255 -3.13678639 -0.0902405 ] Distance 11.696615999104358 Each least square approximations [-7.37478258 -2.31929553 -0.07894844 1.06687764 -4.06577114 1.72786416 -1.79287578 2.77096715 0.42326113 -0.68550017 -1.06386174 0.6242359 3.8525122 -0.23601276 0.21108601 -1.10236381 -0.19828955 1.45691151 0.75892433 0.28266709] Distance 10.138910662033094 Each least square approximations [ 7.46332254 1.28632145 3.48095451 -0.88698568 3.7290692 -3.23888634 -1.04924542 0.71922014 -1.86389993 -0.80641752 -0.68532279 0.78951089 1.49736967 1.28285147 -0.32257753 -0.81150773 -2.11427677 -0.69118365 -0.44312098 -0.59794532] Distance 10.179343780564361 Each least square approximations [ 9.04250261 -1.65499331 -1.62387595 0.02688151 2.73050017 -1.13473962 -2.67482722 1.89818787 1.94411041 -0.19042458 3.05387564 -2.83846907 0.84192224 1.69527906 -0.14634808 2.12102953 -0.94501649 0.49842481 -1.12282671 -0.50519766] Distance 8.755504324179533 Each least square approximations [ 7.83178377 1.45512195 1.18674813 -2.7259529 0.31345478 1.55654557 -0.47657894 -0.664129 2.55186722 -2.00987588 2.42808733 0.99140329 -1.05994045 -1.50882861 -0.22436917 2.84764563 2.75680956 1.04347077 -2.23768335 -0.28763559] Distance 9.849454557391367 Each least square approximations [-7.59107529 0.62010976 1.88614037 -2.16108711 -1.87494033 -2.62913758 1.61268363 1.07081623 0.79797997 4.48917924 0.24602143 -0.70702617 3.11388617 -2.13922476 -0.36979801 0.34819754 -0.69765227 1.25361086 0.1910775 1.12596798] Distance 9.777925259080204 Each least square approximations [-9.53770526 6.1726469 -1.79781661 0.83967228 -3.81046729 -0.85331935 -1.36469246 -1.19858541 -0.80627836 3.65898171 -1.48419698 -0.7820339 0.1863561 0.11050399 -0.12112792 0.55582492 0.34571563 -0.72667866 2.02638677 0.84304288] Distance 5.978588275891811 Each least square approximations [ 6.17926931 -0.5826554 0.39323939 -1.42002252 -1.94479715 2.02341207 -2.82587636 -1.19271834 0.52632899 -3.1900834 -3.3560004 0.5887712 0.19560992 0.29333454 0.85136458 -0.2133618 1.22782712 -0.03151029 0.22866258 -0.78382099] Distance 11.263800540258611 Each least square approximations [ 8.78228709 2.98436745 0.78883433 -2.41057268 3.49648065 -1.66438882 0.37335543 -1.49665219 0.53054961 3.28057598 3.20232754 -1.37547232 -2.37544682 -1.75364639 0.61330552 1.00830777 -0.89112562 1.24743408 -1.13047717 -0.30313842] Distance 7.944821391284561 Each least square approximations [-10.428019 -2.79102193 -0.25726555 -3.27863413 -2.70792977 -0.53494017 2.07200302 1.53926031 -2.30534069 -2.05505099 -0.64120831 1.79533207 -1.32670095 1.65867274 0.15194172 0.4587972 2.20758516 -0.80621411 -1.40562574 1.0658218 ] Distance 6.465431459472867 Each least square approximations [-8.25796678 -0.74785445 -1.34641333 -1.28551114 -0.64404872 -0.60742639 0.63013865 0.59347347 -0.38106029 0.70103542 0.82355454 2.2855004 -0.34316265 -1.13937578 -0.68254661 0.68999775 -0.50124238 1.63361712 -0.82772585 -0.01397626] Distance 11.123459358351457 Each least square approximations [-9.33454102 -1.40688712 0.11691755 0.90079439 -2.71290817 0.4109993 2.19444125 1.10184114 -0.84950983 0.04944967 1.01628624 1.86973728 2.18859865 -1.21855351 2.30009114 -2.23197553 0.18921563 0.2686487 -0.20624467 0.50067988] Distance 9.180801917878524 Each least square approximations [ 8.21902497 -0.9894665 4.12990329 1.56146589 1.30203557 -1.07832468 1.18742451 2.18064546 -3.95079994 -1.27748888 1.95346498 1.90950398 1.56757931 2.97440731 1.03713156 0.0104465 -0.89064193 -2.46458492 -0.35159034 0.40109141] Distance 8.288582429684741 Each least square approximations [ 8.04204257 1.06691553 -2.84601549 -2.78129571 0.66204418 -1.30117181 -3.59146487 0.69785283 1.65524817 -2.03213553 2.81913835 -1.85743637 0.05603537 -0.23695782 1.33184251 2.64301189 -0.98672597 -1.21886514 0.13463573 -1.7851685 ] Distance 8.948165805222903 Each least square approximations [10.44961429 3.85091961 -2.30375181 -1.72876453 2.61804295 2.28143722 -1.1978392 -0.81965399 -0.89702546 -1.25389494 -0.31682788 2.51892117 0.19829704 -0.75151279 0.26925394 1.15577248 1.11932636 2.43640968 -0.6120777 -0.6511709 ] Distance 6.684061997973428 Each least square approximations [-9.1105556 2.25992334 -1.31742679 1.39409669 -2.50500424 -1.2263949 1.3931222 0.32501302 2.97406893 2.48270292 0.29967428 -1.56743898 2.75894933 -2.55316617 -1.7625217 -1.03871214 0.6326864 -0.13608672 0.20401145 0.93526657] Distance 8.435873382809678 Each least square approximations [-9.4650323 -8.17864152 -2.03636786 0.44291357 -1.13533894 0.61814913 -3.91274458 0.55836114 -0.92322906 0.02076832 -1.30438322 0.17600879 0.74230928 0.71688738 0.11126914 -0.46305423 0.71156377 -0.92839165 -0.7270461 1.36354043] Distance 4.83956752358805 Each least square approximations [ 1.8731461 1.99574965 0.40821538 -1.6964526 -1.33663713 0.5771806 -1.13369409 -2.0512642 -4.94140075 -1.10399063 -3.21297363 -1.02369458 0.7891386 -1.53215711 0.60848669 -1.26049162 0.44678225 0.46307734 0.62288992 -0.82173285] Distance 12.149232426214539 Each least square approximations [ 4.37895279 4.27384669 -0.16245461 -1.04696977 1.20641732 -4.57818579 0.76255286 -0.91901353 3.87870604 1.19209276 1.58888519 -1.45269549 -2.71118531 4.28325653 1.44804167 -1.10663564 1.70911388 -2.01191376 2.9941221 1.09564098] Distance 8.916800726081965 Each least square approximations [-5.7667032 3.40022628 0.26907231 0.28166811 -1.56529717 0.60860523 1.88418531 2.73255281 2.06704179 -0.5423038 0.37515061 -2.54692493 0.52588969 -1.93476975 -2.52469156 -0.30732941 -0.54113952 -1.47922882 0.08281348 1.06606006] Distance 11.1827596944366 Each least square approximations [-1.39742992 -0.48425766 0.38622008 1.10622378 -1.6072133 -1.05904629 -2.62749515 -1.85629805 -0.93498332 0.1882225 -1.87160079 0.53158889 2.89470302 -0.1361407 1.37874882 0.62605032 1.1368649 0.90565547 -0.55422286 0.52347183] Distance 13.170901673971889 Each least square approximations [-5.95443833 1.42524128 -4.3376544 1.4583339 0.08472422 3.25004125 -3.72935958 2.05655518 1.4397093 -1.29047479 -0.47408105 -0.12677653 0.64291289 0.22570139 -0.82556099 -4.57802554 1.04540929 0.22721014 -0.52857788 1.09033087] Distance 9.661000645665744 Each least square approximations [ 4.07365661 5.607082 -1.12284433 -5.73322609 -0.35234914 0.28687023 3.28258509 -0.48038331 -2.03035442 -0.43897293 1.05742734 0.95854748 0.39063422 -0.01229843 -0.46796492 -0.30225666 1.29007295 1.05037074 0.99943768 1.67470608] Distance 10.119454934771248 Each least square approximations [ 3.47913925 -0.08581752 -2.40329834 -1.78735993 1.2935759 0.17623831 -1.76816874 3.40167467 0.63250344 0.25155324 1.77035875 -0.94627367 2.67970958 -2.66758104 0.2530952 2.8684079 0.95508847 -1.00688132 -1.43439968 1.84569155] Distance 11.713695906967244 Each least square approximations [ 3.42442274 2.59511031 -1.18687052 -2.59760606 -0.00364906 -1.89155722 -0.23165259 -3.47298767 1.31261774 -2.78992332 0.3604234 -1.2446982 -1.17351437 -0.23159705 -0.43741011 0.4517984 -0.22938441 -1.76760112 -0.4629969 -1.42798845] Distance 12.182505997069672 Each least square approximations [-2.42955377e+00 3.09057880e-01 2.42064414e+00 -1.48767971e+00 -1.77534087e+00 -6.19598536e-01 4.21177918e-01 -7.53237021e-01 7.17839382e-01 1.25713946e+00 -3.73521107e-04 -2.48588602e+00 2.12736761e+00 -1.24360345e+00 2.95446645e-03 3.58412305e-02 2.93520089e+00 -1.53564104e+00 -4.21839966e-01 6.51490843e-01] Distance 12.840971073837009 Each least square approximations [-8.06051576 -3.48294668 -2.11717667 0.89101225 3.07871171 -1.0220291 -1.83622937 -0.71050707 -1.44775917 0.01653819 0.81100546 -1.60701177 -0.4819704 -1.01567115 -3.69862076 3.02670107 0.14488552 -0.16951576 1.21160105 1.23861394] Distance 8.146565483499048 Each least square approximations [ 3.4428017 1.31354998 0.69850726 -1.12322954 -1.26002887 1.1804337 -0.89761884 -1.59290695 -2.06312601 0.09300505 -0.96403897 -0.66350499 0.08707095 -0.15497084 0.18205056 1.04352674 1.34322514 -0.11140554 -0.34999772 -0.96003 ] Distance 12.819397516917748 Each least square approximations [ 4.368781 -1.36036166 -0.64577067 -0.94423244 0.82738939 -1.61191718 0.39115216 -3.29695201 3.09846008 3.93694089 0.80847367 -0.54790948 -1.84418992 1.28616843 0.89554725 1.30480193 1.8723054 -0.46943356 2.33080011 -0.09004776] Distance 10.784565804880499 Each least square approximations [-5.56573616 2.11044447 -0.57036432 0.80181828 -1.3461203 2.60465937 1.43085747 3.06982377 -2.37392116 -3.82992983 2.4042337 -0.22249084 0.10141813 -0.37760224 -1.57721233 -0.11637111 -1.03183991 -0.35444644 1.53276437 -1.57711753] Distance 10.215500009343076 Each least square approximations [-4.40136486 0.36739587 0.64093411 1.95345227 -2.99680025 -0.40371876 -0.79529152 1.2948305 -1.70177957 -2.28005739 -3.60172186 1.80223542 0.82327449 -1.42601265 2.22154815 0.9061683 -1.61015432 1.23265857 2.66329698 1.27718609] Distance 10.715984117183206 Each least square approximations [-6.55891145 2.58390765 -3.20711407 -0.28000659 -1.70620183 3.9964689 1.16495425 0.8300945 -0.20231735 0.64682417 1.81255252 -2.64444128 0.45191119 1.09287748 2.12975343 -3.63837525 1.05975083 0.59124686 -1.25454761 1.43732437] Distance 8.923390167339049 Each least square approximations [ 5.59840552 6.28985387 1.33193036 -4.36985645 -1.58120436 0.47593999 3.07877158 1.37866046 -4.26462625 0.41413103 1.53208715 0.97413044 -1.60780333 1.12636512 0.07707198 1.37654591 1.23207429 0.07394101 -1.96026246 -0.92038263] Distance 7.492353367811759 Each least square approximations [ 2.46044881 2.58610666 0.0998292 -3.74387786 0.33593442 1.7283893 -2.12746846 1.15609097 1.26590347 -2.83117598 0.75673832 -0.24288613 1.79622151 -1.66332126 1.66171696 1.97119683 1.17747367 0.31392231 0.23434817 1.43225938] Distance 11.551020616429083 Each least square approximations [ 4.17551125 2.1472648 -1.96672115 -5.93106805 1.24453162 0.82142801 -1.58077591 -2.40576322 -0.49841139 -0.83341395 -1.91452533 -0.43119037 -1.52480541 2.76218247 -1.81190718 -2.281716 -0.33034104 0.13468293 -1.55405264 0.09495063] Distance 9.911976403307603 Each least square approximations [-4.18507263 1.4241108 -0.27964468 2.15215822 -2.93115769 2.39564442 -1.44562457 2.72795602 1.51149389 0.67606696 2.04519632 -0.64262399 1.19822362 -0.6159527 -2.78865462 0.81827748 2.82815476 -0.97442688 -0.78121056 0.53775554] Distance 10.957952732859209 Each least square approximations [-8.23662797 4.97123391 -3.81595728 2.71960516 0.27361654 3.17722464 -0.22777972 1.80340503 -1.5039937 -2.44687455 1.75079015 -1.95496216 3.01584108 -1.14772454 0.16329688 1.56083292 -0.87708501 -0.5873937 0.82717743 0.05751213] Distance 7.381818813700745 Each least square approximations [ 8.34051663 -1.7121373 2.20385809 -0.49830305 -3.61573865 2.13667781 -2.09041459 -1.01350597 -1.5971864 1.12899655 -2.17341137 -0.44911218 -1.09017937 0.01923543 -0.66899906 -1.27146491 1.17849853 -0.02265924 0.22018668 -0.6168673 ] Distance 9.891017613962797 Each least square approximations [ 7.36458227 -0.11169776 -2.88768155 -2.24700526 2.98382597 -0.90975716 -1.76559283 -1.99637776 1.72094349 4.15337689 2.62446346 0.5277755 0.1338741 -1.23096578 3.17507837 -1.26146436 1.71072854 -0.60632792 -1.73374461 -0.19442726] Distance 8.99436301276195 Each least square approximations [-9.62449104 -2.5692693 -1.80473552 -4.0086365 -0.60645799 0.15486618 -0.87439194 1.24349819 -2.42400588 1.11285903 -0.20045824 0.87684951 4.39453573 -2.37344749 0.85042021 1.26721517 -2.88037726 -0.44993229 0.75580617 -1.48297663] Distance 6.6756093722486645 Each least square approximations [-8.37180603 0.54865954 -0.62686725 -4.96607592 -1.94323161 0.25759968 1.52999739 3.19576236 2.12196155 0.17185221 0.19319468 0.78946363 0.68615708 -1.5618284 -2.20045632 -0.54966458 0.31914475 0.23544617 -0.15271558 0.34209674] Distance 9.322422482537313 Each least square approximations [-12.73221856 -1.56750979 1.14968088 -0.67633026 3.99383648 -2.0585432 2.11266202 1.07537115 0.50368897 -0.45230995 0.35966545 -0.22608783 1.2216441 -0.56222658 -0.78723868 0.36290265 -0.86862643 0.01577853 -0.40645297 0.79797912] Distance 3.9220416243429117 Each least square approximations [11.06682192 -1.64359264 -0.77603966 1.15789857 -1.22421001 1.84331678 1.58601075 1.23845615 0.03786614 1.71748294 2.40876729 0.34027174 1.35337903 0.64348197 0.63319264 0.45998259 0.71106986 -1.96700129 1.07013434 2.07334584] Distance 7.39465953508582 Each least square approximations [ 7.52762109 1.37517017 -0.76847945 -4.32622449 0.71812618 -0.53581192 -1.85137786 -3.6371581 0.06197356 -2.82567512 2.11580099 0.62268498 -0.77122672 0.69449307 -1.2679625 1.18632628 1.70226037 -0.65107805 0.63063038 0.54293237] Distance 9.798492167328915 Each least square approximations [ 9.76035357 0.13988789 -5.7694149 -2.12294123 -0.35699531 -0.43075806 -2.21357191 0.5726352 1.77994278 -0.40703759 2.4603053 3.18637124 -0.08643044 0.99474267 2.17188442 0.03378074 -1.08297661 -1.41741283 -0.1685165 1.57983178] Distance 6.5354728442397025 Each least square approximations [-8.716767 1.03604724 -1.04347053 4.47007629 -1.28609852 -2.10983993 -0.350774 -0.47466023 -0.40259577 3.04713833 -1.26103603 -0.14136644 -3.02958883 2.36383725 -0.97540318 -0.69708712 0.10393529 -0.60371429 0.10796905 1.56082174] Distance 8.810679137861838 Each least square approximations [-7.29124899 1.65329943 -5.03489924 0.27544611 -3.68025236 0.26966552 -1.18383874 -1.30470986 -2.99604037 -0.82760881 1.69726688 -1.77205962 2.7437762 1.38052169 -1.32560922 1.54309464 -2.19259754 -0.84924738 0.26050481 -0.22206731] Distance 9.032886873151888 Each least square approximations [ 7.09375669 -0.55333634 0.72696006 -0.90602092 -3.61473786 1.87453217 -1.42833967 -1.37150175 -1.26098586 -2.75868531 -2.08255725 -0.75475387 0.47348158 0.85814009 0.00823693 -0.07428083 0.38888642 0.49933377 -0.30195194 1.48736876] Distance 11.148115476986394 Each least square approximations [ 6.94594931 2.12115581 -1.9426898 -2.76589661 2.49291771 -1.08785619 -2.50519582 -1.68411484 3.11859266 2.34439189 2.57705494 -3.13884641 0.59894425 0.8751392 1.36345092 -0.54025053 -2.23664999 -1.45720209 0.70936615 0.49274879] Distance 9.53903211674044 Each least square approximations [-6.99703198 -2.66479619 -1.46365853 -2.40490075 1.87074816 -1.48538628 1.24579274 3.65127637 -2.39945705 1.66396882 2.1363881 2.15643692 0.48300361 -1.19213601 0.83916525 1.44742836 -1.15915465 -0.07398314 -1.41938749 0.46266499] Distance 10.207282732680664 Each least square approximations [-7.88094698 1.15727148 -1.84497985 0.77423603 -0.42509409 -0.58747425 2.70136962 -1.85819822 1.01113423 2.67812248 -0.54878753 -0.08874721 0.93690798 0.49697344 -0.78835485 -0.15986361 0.67492072 0.76660251 -1.07466539 0.75998672] Distance 11.0795599584388 Each least square approximations [-1.02652059e+01 -5.72957206e+00 -3.04041555e+00 -1.23201563e+00 2.13988815e-01 1.70262727e+00 -2.79648147e+00 1.68895091e+00 -1.18529849e+00 -7.24962628e-01 2.17493171e+00 1.23707453e+00 7.55020824e-01 2.25662270e+00 1.16890041e+00 1.59044136e+00 -6.38029172e-02 -8.22941210e-03 2.56617434e-01 -2.21228578e-01] Distance 5.8382948524177 Each least square approximations [ 8.37308658 -0.36415893 1.86587241 -2.04800556 0.57710973 0.71793616 0.45609308 0.48042041 0.37002428 -0.7775117 0.81311688 1.68010899 1.66410724 3.6353572 -1.51806024 0.76221491 0.85420084 -2.01279017 3.6847314 -1.26010539] Distance 9.60675521104001 Each least square approximations [ 8.76775268 -0.56601053 -1.31111515 -3.59210851 -0.96917484 -1.23294629 -2.01504319 2.68647136 -0.1216002 -3.72177003 -0.47005458 0.40695406 0.74357321 1.11452278 0.34349416 0.48126801 -0.28169127 0.45337753 0.99405881 0.08016178] Distance 9.555411808896451 Each least square approximations [ 9.71185301 0.64414329 0.29509683 -0.64115375 -2.87969207 -2.5292211 -2.72437389 -0.52340299 1.19406655 -1.62577456 -0.84037404 1.26045054 -0.41779148 1.962693 -0.56109038 0.45522648 2.11114753 -0.49668059 -0.41924872 1.08211854] Distance 8.941705496494267 Each least square approximations [-9.08637056 2.90072181 0.67905965 0.246105 -2.38503069 -0.86622564 -1.27374724 -1.76552802 -0.52990665 0.77224554 0.02960355 0.3763008 -1.45793254 1.87452107 1.35259578 2.25030763 -0.19312424 1.24182428 1.53781028 1.15134316] Distance 9.645595352731181 Each least square approximations [-4.69346301 4.19817757 -5.54735583 4.78046338 1.54616165 -2.87854292 1.39402142 3.27105063 -2.63993188 2.12680503 0.51172561 -1.37987806 1.16519414 -0.03935728 0.43998519 0.09790443 -1.08276363 2.19812774 1.52106606 0.03679125] Distance 9.56797725080446 Each least square approximations [14.70799644 -2.50110575 -2.02059802 -1.06844623 1.52351558 -0.05239116 0.48659177 -0.03841454 0.08288583 0.47760415 -0.1200345 -0.28875343 0.1811566 -0.01995321 0.18127626 -0.17629468 0.03341287 0.4444007 0.14814745 -0.08314271] Distance 0.8127726053704655 Each least square approximations [10.97886427 -2.74268573 -4.21718738 -0.90033587 -0.83050157 0.25563801 -2.68134973 -0.12852445 0.34728164 1.53899505 1.10483774 2.42173268 2.36872015 0.31847753 1.38516227 -0.5395972 -0.08321595 0.26215247 0.34867975 0.63456603] Distance 7.679472293790087 Each least square approximations [-8.86793089 -5.06377375 -4.65580812 -0.99974036 0.87960658 2.73493569 0.88166392 -0.07132657 0.27708768 0.57854826 1.00336146 0.72260607 -1.17839322 -1.56326393 0.17504189 1.98513373 -2.89112247 0.97332147 1.1346405 -2.27673918] Distance 8.37675625702015 Each least square approximations [-10.48759194 6.777354 2.44930199 -1.5220883 -3.93735493 -2.57242262 1.04294855 -1.22802401 2.03252239 0.19259564 1.4737478 0.93595637 0.95582379 -1.29786446 -0.0839251 0.71626438 -0.28874274 0.98165176 -0.45729645 0.08080717] Distance 5.579814645749673 Each least square approximations [-9.17428884e+00 -1.74022350e+00 6.79361106e+00 6.51138209e-02 -1.67464686e+00 3.21326382e-01 -2.14679546e+00 -2.06854658e-01 -1.77808532e+00 -1.57693413e+00 -1.02574883e+00 -4.43732283e-01 1.59927060e+00 1.09216551e+00 4.65129086e-01 9.27529780e-01 3.63774432e-01 -4.25492810e-01 -3.62034186e-04 -6.71238493e-01] Distance 8.847833162013442 Each least square approximations [ 9.79064902 -3.10667796 4.10798368 -3.17276003 0.65006163 0.68861008 -2.32637023 0.67093839 1.44860468 3.40709183 -3.41397254 0.21838508 -0.08576073 -1.34946443 1.59540956 2.21461456 -0.62388332 -2.95484055 -0.04658426 0.61574442] Distance 6.9488513690253 Each least square approximations [10.13352917 4.59463141 1.82990754 -0.53369817 4.31391985 -0.51969728 0.17910434 -0.94496794 -1.56100685 -3.43108928 1.2066824 -1.76060565 -1.90560067 -0.12780541 -1.4876056 -2.66807604 0.11391472 -0.53729436 -1.65762405 -1.22730025] Distance 6.938865808984719 Each least square approximations [10.94816257 -5.72648716 1.95274914 -2.31956342 0.13628482 1.64451117 -2.80199812 -0.24993831 2.41088989 0.73225509 3.06327611 -0.82775108 -0.57667213 0.59065785 -0.7964839 -0.39045395 -1.09963805 0.4642304 -0.58936813 2.08035498] Distance 5.93416824319106 Each least square approximations [-11.03023 -5.03139948 0.55401183 1.50967181 -3.16499607 -0.52798593 -2.3073455 -0.67298647 -0.26618473 1.50307525 0.48933778 -0.06554377 -0.85472749 1.95245417 0.31127721 0.57334566 -1.84173993 0.35860906 -2.99572828 0.85833429] Distance 6.728418970952859 Each least square approximations [-10.06999185 -1.9562306 4.28087097 -3.2556636 -4.77030043 -0.6513819 -2.78177326 0.51450033 -0.78552511 -3.14780678 0.414053 1.29295297 -0.35689738 0.49660882 0.94740929 0.71459049 -1.07938889 0.01037609 -0.49566641 -0.08069697] Distance 4.701060083528556 Each least square approximations [-0.29894398 0.3957857 0.32035551 -1.54099748 -3.23837793 0.19585952 -0.69251514 -0.77164938 -1.51033536 -2.71283803 -2.71914002 -0.84940281 0.29701188 -0.26355724 -0.00771658 -0.90931127 0.37514453 1.52583507 1.21192991 0.17483261] Distance 12.883161855235297 Each least square approximations [ 3.12529481 4.54025 5.24998066 -3.76082381 1.38106691 -3.97599591 1.42924548 0.03179811 3.82636458 2.20913298 2.3097883 -0.82471825 0.05096477 0.32164712 0.34874721 1.10490438 2.35042321 -0.82822046 2.71705389 1.53632502] Distance 8.259721039703079 Each least square approximations [-3.87831936 0.03029179 3.24512806 -1.46450402 -2.21968551 -2.41526549 3.15865635 0.28842002 -0.85656171 -1.75975225 -2.09492745 0.53638644 0.73986049 -2.74639343 0.17153036 -0.53211898 0.04468203 -0.81584335 -2.19655828 0.84264648] Distance 11.461132394126361 Each least square approximations [-1.94839274 -4.18163413 0.34055436 0.65038421 -0.62209861 -4.67281818 1.52044511 1.17187569 -0.9631388 -0.98109397 -0.95468929 -0.05423065 -0.92245221 0.34633302 -0.13772742 0.4764993 1.68948884 0.95821375 -2.29628412 0.19718729] Distance 11.923671510924734 Each least square approximations [-4.95576394 -1.05105094 -4.89277325 1.9062769 -0.14376575 2.60440525 0.98688144 4.49239812 0.71013225 -0.58068271 1.09255819 2.80686031 2.86600698 -1.34383041 1.05958421 -0.61688211 -0.13385212 1.32995143 -0.25048024 0.96938182] Distance 9.878552339680496 Each least square approximations [ 5.38162428 6.14363391 -2.19396362 1.75304359 0.33315979 -2.96526303 0.40448856 1.29663595 -2.65966014 -2.19724795 0.59493894 1.30759165 0.18356864 1.93086728 -2.32942031 -1.88970625 -0.66638487 -0.24062502 0.82515901 -1.19482482] Distance 9.398502050364957 Each least square approximations [ 2.99847706 -3.95957834 -4.04604534 -0.58675795 0.63261306 -0.97055253 -4.68289851 0.51304354 1.83902895 -0.31484694 2.43391203 0.08413375 2.07653749 -0.82206243 -0.10467399 2.58350531 2.36346695 -1.2146121 -0.12216621 0.39566091] Distance 10.477181315017072 Each least square approximations [ 3.10821329 6.38134795 -0.2194582 -1.27705599 0.77681761 -0.71515731 -1.49800083 -2.95458331 4.8677893 -1.70983841 -0.36083529 2.92448179 0.80479116 -0.67573276 1.43826464 0.54385134 1.23166444 0.06455608 -1.12883341 -0.46637606] Distance 9.852657699095193 Each least square approximations [-2.31950318 3.70154722 -1.10656707 -1.85210624 -2.39508076 -2.64850531 1.83497693 0.32682614 0.67950992 2.81309556 -0.07155756 -2.07871596 -0.66224267 -2.56369191 2.58692729 0.18126474 1.44215992 -0.11358775 1.23045056 0.20747008] Distance 11.530814116202839 Each least square approximations [-4.74508492 4.2975672 -5.74181504 4.95670452 1.11737948 -3.86029901 0.45831966 2.03793014 -2.386776 3.01103443 1.29954666 -1.03728839 -0.07724524 0.3094753 1.07823198 0.81425411 -1.28960045 2.26973211 -0.13613599 -0.76844842] Distance 9.213989442007017 Each least square approximations [13.57026426 -1.49797659 -4.40267648 -2.27113044 1.2288931 1.16965335 -0.6381574 0.08059136 -0.15868757 0.5530611 -0.20424481 -0.80081219 0.90945106 1.253783 -0.47395315 0.22308416 -0.3122386 0.14532576 -0.54939964 -0.23210961] Distance 3.524345239092888 Each least square approximations [11.54904003 -1.70510496 -3.02870394 -0.81811112 -1.27181335 2.162985 -3.75475762 -0.85813252 -0.61471903 1.15886277 0.34260563 3.00165481 1.72818524 1.07836511 0.76578044 -0.98821038 -0.94347922 0.39526937 0.75318832 1.41912381] Distance 6.585103952104134 Each least square approximations [-9.22913975 -4.81443121 -4.81028415 -1.15249401 0.95222627 2.2447221 1.11372439 -0.1464201 1.47136635 0.65927982 0.61847384 0.67359991 -1.80820651 -1.06747951 0.02997065 1.60687383 -1.81005624 0.83147286 0.35836753 -2.04382354] Distance 8.490061150939388 Each least square approximations [-11.00362069 6.53440021 1.47087303 -0.90689671 -2.81931207 -2.58021368 0.37995752 -1.76101301 1.3456383 -0.08573732 1.24350526 1.00631228 0.30490556 0.4522367 0.41628256 2.16588076 0.12353062 0.42172151 0.06141291 0.01439654] Distance 6.038292884572682 Each least square approximations [-8.85672406 -2.19122677 6.40579243 -0.32609457 -2.66418651 0.75970207 -2.2574568 -0.43179827 -1.32974687 -0.96096339 -0.81657824 -0.0338668 1.86816211 1.53060842 0.70620545 0.53193145 0.40962241 -0.95436166 0.32012081 -0.45727422] Distance 9.061295364967016 Each least square approximations [ 9.53601751 -2.16879711 4.73952143 -2.88336504 1.73446655 0.54970436 -3.24125763 -0.3501006 0.82959726 3.15556736 -2.68957693 -1.05355634 -0.37528941 -0.15057265 0.891721 1.1470755 0.01774757 -2.74608896 -0.06921522 0.3293482 ] Distance 7.844664738818745 Each least square approximations [11.30604379 4.94354489 1.33571114 0.65303665 3.84720727 -0.45803036 0.21361017 -0.90196981 -1.75698008 -2.70416014 0.35510947 -1.92584111 -1.03216034 0.78434365 -1.27257233 -2.19676064 -0.24076393 0.02416035 -1.40508447 -0.83705071] Distance 5.947522898361764 Each least square approximations [10.70980939 -5.17154494 1.95699755 -2.94467317 -0.93250305 2.39966742 -2.00684574 -0.59010518 2.29108331 1.20964934 2.38447495 -0.96478898 -1.93935086 -0.01616292 -0.96081223 0.46046726 -0.35890411 0.47169188 -0.65369431 2.52827719] Distance 6.36135538250261 Each least square approximations [-11.61174114 -4.91226096 0.72943393 0.69712475 -2.83622745 -0.16376929 -1.40175811 -0.03214302 -0.90081862 1.269677 -0.18442491 0.75008634 -0.13724236 1.01480647 -0.47688842 1.23009338 -1.75120067 0.85412913 -2.2733826 0.24716184] Distance 6.7793519602247265 Each least square approximations [-6.29007412 3.94659186 -7.49434265 3.22567825 -0.83282559 -1.04561487 1.70355112 2.53061357 -3.64426182 0.60696766 -0.62284376 0.54151342 0.38128958 0.28813255 -0.82841969 0.02284899 -1.97836026 0.82777857 0.07122195 -0.73179252] Distance 7.282199932016906 Each least square approximations [10.42734837 0.51222567 1.9211738 -1.48039831 -1.35403083 3.59452062 -3.37465034 -2.16552375 0.58062279 -2.07222668 -0.40321243 -0.82454845 0.57656413 0.12277074 -0.40526986 -1.52807604 0.65450384 -1.07309589 -1.00973388 1.44096843] Distance 6.893247043454798 Each least square approximations [ 9.63263346 -2.10560356 -5.01128702 -3.74874148 2.79674432 -0.8900831 -0.80602417 -0.75063859 1.47910676 -0.58503931 0.76605336 -0.86632453 0.95187828 -0.79628154 0.8321982 -0.83776192 -0.52822968 0.30383825 -0.74445597 0.49817873] Distance 7.2131339828254415 Each least square approximations [-9.48532218 -3.51267956 -4.93913777 0.48364667 2.71895909 0.06104067 0.59078084 0.09295052 -1.64698027 0.039933 2.47061774 1.07156734 -0.26458448 -1.67841436 0.70315322 1.65544526 -2.1152788 0.54602189 -0.39365986 -0.04976951] Distance 7.106874090175 Each least square approximations [-10.1399107 3.14367091 0.63677929 -3.38543732 -2.25359228 1.6037742 -1.0604848 -0.74726284 0.8313091 3.13929613 -0.71663322 1.19440349 0.51246848 -0.3282134 0.16892996 -1.19806388 1.05115156 0.3535527 -1.51121215 0.2361277 ] Distance 7.377557126479275 Each least square approximations [-10.20844171 -3.01332682 4.58237412 -2.06190296 -2.00345276 1.01659142 -2.74519594 -0.71536626 -1.18319168 -0.31574522 0.390199 -0.11759365 0.13613141 -0.4362496 -0.07256419 0.84698066 0.01668789 0.84636782 -2.16549581 -0.91900897] Distance 6.762725286199919 Each least square approximations [ 9.48785562 -4.42077593 3.42870757 -4.55401702 1.75411578 2.18071086 -0.5280014 1.53177407 0.29954815 0.67002807 0.64409135 1.10172464 1.09111257 -0.45467096 0.31931354 -0.37082761 -1.28313437 0.10024971 1.93568253 -0.93015316] Distance 6.605413419252396 Each least square approximations [ 9.91517381 2.34484443 3.50596855 -3.70122362 2.29383622 0.67066925 -1.42906487 0.83842573 0.897271 -1.50034383 1.41852493 0.15868739 -1.23696454 0.15341133 -0.33788399 0.84475923 -0.63936422 -0.61788169 -0.63017024 -0.95621878] Distance 7.641067752403242 Each least square approximations [11.45359506 -3.62095294 0.15684844 -2.48996415 0.44683419 -3.6180019 0.70979321 1.86940489 -0.02209217 -0.22158172 0.90597232 0.80395005 1.81713234 1.55512791 -0.2997037 0.68601988 -0.22420321 -0.14753111 0.28054043 -1.14565113] Distance 5.399058727358298 Each least square approximations [-10.44066877 -1.73085514 4.3646537 1.57741279 -0.43775096 0.03421669 -0.1112117 -0.3506994 1.06221059 2.66551073 -0.42047875 -0.10665667 -0.04316058 1.82324115 0.14750973 -1.52324377 -0.53022279 1.35374651 -1.89383062 1.40744138] Distance 7.111862929901441 Each least square approximations [-6.69716386 4.36374832 -7.59097308 3.59398647 0.83822261 -3.09447716 2.85851516 0.29932095 -1.99608412 0.67926543 0.30904759 0.11382586 -0.2320377 1.19850431 -0.25587301 1.1711724 -0.7851733 0.82970576 -0.60121802 -1.75026583] Distance 7.122551901328871 Each least square approximations [10.97843444 2.30010599 -0.58438562 -0.94806637 -0.64197025 5.76893628 -2.17171297 -0.15813149 0.8095876 -0.621663 0.03897519 -0.8934538 0.9294062 0.6895973 -0.06341546 1.66024096 0.56922529 0.64511645 0.67278988 0.41214891] Distance 6.566587817408886 Each least square approximations [10.26954765 -2.62621296 -3.59282698 -2.98767931 3.66990677 1.12063308 -2.17627309 -2.9584476 0.09599126 0.02185485 -0.33768405 0.37875763 -0.60187069 -1.12903813 0.0696191 -1.08485075 -0.91292915 -0.63435376 -0.03687568 0.25715171] Distance 7.008429052920191 Each least square approximations [-10.12183759 -3.66723055 -5.46657885 0.90331689 1.93889572 0.75342929 0.78110229 0.74293765 0.16521726 -0.15460783 2.90531599 2.81164295 -0.74350767 -0.4930561 0.42749428 -1.33950212 -1.1992651 1.0613407 0.73013206 -0.29411148] Distance 6.439865745578898 Each least square approximations [-1.21440705e+01 3.52599514e+00 -2.10179009e+00 -2.96832091e+00 -2.00652397e+00 -1.37176959e-01 -1.97760728e+00 -9.32736280e-01 5.95545922e-01 -5.10440710e-01 -1.84611608e+00 -8.24669715e-01 5.24876730e-01 5.29224701e-01 4.17641397e-01 -3.73456973e-01 -5.60134882e-01 -1.13200570e-02 2.84744792e-01 -1.14771749e+00] Distance 5.163778092762865 Each least square approximations [-10.19126407 -2.64707669 5.2148317 -1.65210947 -3.17081421 2.23344229 -1.64386828 -1.40853985 0.41564018 2.23891266 -0.41474915 -0.9195085 0.53095609 -0.46279539 1.84989221 -0.51015433 0.13128482 -0.18374854 0.70782389 -0.40818409] Distance 6.655347595278958 Each least square approximations [ 9.47249884 -1.71730372 5.03544399 -3.16075957 4.85818032 1.21822849 -1.24554917 0.25598652 1.18730341 1.16393502 1.49767504 0.16316414 0.50468914 0.24568753 0.50408914 1.09262862 0.79895605 -0.67666401 1.83498884 0.32989125] Distance 7.058289940712133 Each least square approximations [11.64725605 4.25512791 2.23882445 -4.6284113 1.821697 0.06629024 0.40219499 -1.30824851 0.96818166 -0.34234358 -1.3545671 -0.64168806 -0.91011041 -0.04115339 0.1283421 0.18630571 0.87500202 0.99808128 0.65537922 -0.49996902] Distance 4.888358152132853 Each least square approximations [10.91710303 -3.83125538 -0.04021612 -4.44136158 0.1805922 -1.51692663 -0.18236569 -1.03171877 -0.59914889 2.29436627 0.1697135 0.85045102 0.04576781 0.62760711 1.28886708 0.71109286 0.70195516 0.473515 -1.03573649 1.65917492] Distance 6.739010433409843 Each least square approximations [-1.28884871e+01 -1.97492404e+00 2.20998712e+00 3.34809112e+00 2.06644275e+00 1.63830083e+00 -1.95473981e+00 1.64990505e+00 -1.15240027e-01 1.04343093e+00 -5.32751963e-01 -3.53114095e-01 1.08502434e+00 -6.99195179e-01 1.19847445e-02 4.73334223e-01 -4.23748622e-01 -1.39159586e-01 -5.31512456e-02 4.34086102e-01] Distance 3.538290696851557 Each least square approximations [-6.27019835e+00 3.43029319e+00 -8.91917149e+00 4.00095180e+00 1.26349143e+00 -4.34842978e+00 2.93852265e+00 2.21905040e+00 -1.05797321e+00 4.51053651e-01 1.91331298e-01 3.72809551e-01 -3.16229027e-01 -5.00582827e-01 6.84213648e-01 3.99898209e-01 -1.53731073e+00 9.76140031e-01 -6.25243052e-03 6.86730835e-01] Distance 7.0027782769416715 Each least square approximations [13.88942337 4.08355529 -1.53817092 -0.96127755 0.04578112 1.75640865 -3.78165805 0.05755334 -0.97746053 -0.4891178 1.48180079 0.11473986 0.68824425 0.4728599 -0.59649309 0.43047816 -0.30026604 0.11901987 -0.02493699 -0.39994221] Distance 0.9109883299635669 Each least square approximations [11.5440247 -4.00197811 -4.78795403 -3.53207536 1.56411885 0.30628637 -2.04811162 -0.96357289 0.41814948 -0.96962829 -0.71080452 1.88453609 0.74285158 0.99680681 1.50845422 -0.80529122 -1.09609708 0.09016252 1.07119765 0.40980476] Distance 5.612450940942256 Each least square approximations [-9.79452657 -4.01822556 -7.28673009 0.89087858 3.21220461 1.55727428 1.31695034 0.26361471 0.64343049 -0.9854168 1.10952049 0.25774611 -0.90779217 -2.07420349 -0.56651497 -1.03805064 -2.07020922 0.38646278 0.233223 -1.17870551] Distance 6.356660424981153 Each least square approximations [-12.1211888 4.69072307 2.75907078 -2.16651424 -4.05483047 -0.36006605 -1.89423168 -1.84933021 1.62325207 1.14657742 -0.8405161 -1.32760711 0.49236304 -0.63301421 0.991334 0.96794286 0.14988745 -0.08643373 -1.98883015 0.49947917] Distance 4.240468417483141 Each least square approximations [-1.01447053e+01 -2.64416293e+00 6.74030323e+00 -1.56444808e+00 -3.37081808e+00 2.14444387e+00 -2.92084009e+00 -2.21250159e+00 9.00402141e-01 1.45915124e-01 -1.14422036e+00 -5.45742863e-01 2.97033118e-01 1.47736498e+00 5.56398570e-01 -4.12228801e-01 -1.46487189e-01 6.92854608e-01 -9.67169939e-04 -3.99278226e-01] Distance 6.556362000238641 Each least square approximations [10.65103219 -2.41416127 5.02664421 -4.40008091 4.42776766 1.34273152 -1.95306178 -0.07822712 0.87426199 2.42485205 -0.2137639 -0.40110355 -0.04785478 -0.94804477 0.9420112 0.60209936 0.54979066 -0.11276526 -0.12011046 0.97894876] Distance 6.049040689224427 Each least square approximations [11.60034114 3.6356072 4.50879091 -3.12340434 4.46933163 1.02833297 1.05338931 0.10021829 -0.7003225 -1.53545721 0.68967675 -0.94114094 -0.22151726 -1.26034262 -1.75938915 -1.32885077 -0.53577084 -0.78161096 0.16627024 -0.48566862] Distance 4.910940679583393 Each least square approximations [10.48304303 -5.08205708 1.88299129 -6.20652686 -0.29815037 -1.50575709 -1.4521244 0.89403584 -0.22269569 1.78231823 2.55098007 0.0952119 -0.70837803 0.7752104 0.45298809 1.020665 -0.02823823 0.43729956 -1.09007372 1.31773954] Distance 6.143945371020733 Each least square approximations [-11.59450945 -4.07436452 5.11770271 2.71547106 -2.1671585 0.95683848 -2.4579429 1.40433681 0.3780255 2.51380386 -0.12439565 -0.79110529 -0.75229345 1.62875272 -0.12915727 0.61472912 -1.29017798 -0.24210981 -1.65747698 -0.02413154] Distance 4.75376749545573 Each least square approximations [-7.14538187 5.8591652 -6.71266119 5.93196742 0.86223164 -0.98388213 0.90309351 3.29586306 -3.1263241 0.840409 0.81536049 0.66957033 0.10253043 -1.24609487 0.60690863 0.70854669 -0.74248222 -0.31241156 0.47748114 -0.01740124] Distance 4.594004199494942 Each least square approximations [10.52959113 1.3456911 2.60528387 -1.98454818 -1.1897832 3.83620859 -4.19823024 -2.45200254 1.32059837 1.09976226 -0.83055448 -0.60926522 0.13771731 0.52736215 0.12586349 -0.46264247 3.00507476 -2.22610302 -0.52303019 0.14351398] Distance 5.747423959627471 Each least square approximations [10.1528799 -3.20632827 -3.81129054 -3.54319252 2.45318961 -0.55153048 -1.74449436 -1.53053896 -0.48308409 0.74952521 -0.14903033 0.91295983 -1.50402552 -1.18922074 1.7976985 -1.70044322 -0.32819706 0.87884437 -1.11595198 1.16025986] Distance 6.925407756438251 Each least square approximations [-9.8167894 -4.22468732 -5.85682293 0.03759801 0.71165001 1.21347807 0.12058042 0.38002466 -0.96194319 -1.30368339 0.67437294 0.95440957 1.7023978 -1.2818037 -0.6939111 1.30506613 -0.97380148 0.19152092 -1.99393988 -1.98008001] Distance 6.691494451877215 Each least square approximations [-1.04730655e+01 1.55688811e+00 2.13125070e+00 -4.39261771e+00 -3.03866135e+00 2.46253211e+00 -6.60623290e-01 -1.23903207e+00 1.72744349e+00 1.03796827e+00 -2.62746036e-01 1.33325658e+00 -1.08792902e-03 -2.30855004e-02 -4.34203891e-01 5.11241153e-01 -8.84685951e-02 1.98016913e+00 -3.92199399e-01 -7.16084038e-02] Distance 7.167379563704112 Each least square approximations [-10.49599742 -1.62990427 6.07822018 -1.62372324 -1.82580672 0.46172091 -0.06794341 -1.08092114 1.73000622 -1.07382375 -1.15952859 0.12137668 0.32755598 1.08879674 0.50796202 -0.27497336 -1.10413478 -0.13563317 -1.36904439 0.30990794] Distance 6.8971065725700464 Each least square approximations [11.3078736 -5.13193246 2.95351844 -3.3982224 0.46748621 0.79233177 0.69185711 0.50888631 -0.17661571 1.45162682 1.8344719 0.54598827 0.21005346 0.61318464 1.03353903 -0.51175752 -0.70864595 1.76850967 -0.69953018 0.80702408] Distance 5.162439968612031 Each least square approximations [ 9.02623081 2.40651756 2.96640669 -4.79869827 3.61558638 2.10952012 0.45048059 -1.32964702 0.3271765 -1.0659927 2.56275524 -1.28852426 -1.23801233 0.85306834 -0.41031136 1.07741607 -0.01873099 -0.39713604 0.02504537 -0.31345982] Distance 7.9454720209430505 Each least square approximations [10.39744348 -2.84673641 -1.53752413 -3.85860372 0.5221083 -1.83157824 -2.43357634 2.73932441 -1.62678878 -0.03371468 2.57672282 1.31505306 -0.98389945 0.72948124 1.20514311 1.18020107 -1.77505233 0.8057409 -1.13897196 -0.17234282] Distance 6.635302750187852 Each least square approximations [-9.34218268e+00 -1.09965114e+00 4.26066088e+00 3.77614831e+00 -9.08478195e-03 -5.64146616e-01 -8.20945222e-01 1.10867261e+00 1.43208172e+00 4.24537783e+00 -1.53531410e+00 2.94133721e-02 -5.82838085e-01 4.06007724e-02 -2.09137644e+00 5.36126195e-01 -9.27829472e-01 3.07291520e-01 -1.51271278e+00 1.61442625e+00] Distance 7.656944194145639 Each least square approximations [-6.36437556 3.54332018 -8.84238181 4.0249885 1.38374424 -3.75664095 3.1427633 2.61815836 -1.38879605 0.10354097 0.03206411 0.49623474 -0.03799392 -0.4808711 0.3836721 0.29103652 -1.59944776 0.54495037 0.76469306 0.61317281] Distance 6.979002499187386 Each least square approximations [14.13400443 4.19613463 1.65041308 -2.0196268 0.77978953 2.55516875 0.06124531 -0.83031273 -0.06398536 -0.12271998 -0.72988076 1.04492665 -0.58757982 0.27651205 -0.73703964 0.10722271 -0.29849313 0.04518017 -0.05845824 0.18449344] Distance 0.7886191935470657 Each least square approximations [11.19800672 -4.25115944 -4.99892419 -3.93449393 2.33719848 -0.40195815 -1.50141137 -0.68451803 0.79351764 -0.86694246 -0.59162756 1.39466023 0.24128133 -0.09846673 1.73153339 -0.46342413 -0.69990379 0.23651918 -0.21495354 -0.04885141] Distance 5.962005306144468 Each least square approximations [-9.70426577 -3.80746645 -7.27718389 0.95746914 3.05912507 1.50333877 1.33369807 0.31161698 0.10872614 -1.2319695 1.27930952 0.69394605 -0.7634672 -2.09232213 -0.53552576 -0.85145246 -2.17705903 0.48713362 0.16517987 -1.21820478] Distance 6.575328545055944 Each least square approximations [-11.65921048 4.1087874 2.81716749 -2.2136449 -4.4541875 0.37729148 -2.32387726 -1.10387936 2.78632575 1.56377048 -1.19582809 -0.97601046 0.87367374 -0.32547706 0.89433015 0.965834 -0.87230478 0.76824921 -2.08236811 0.78385959] Distance 4.65068099654578 Each least square approximations [-10.20257443 -2.37589701 6.66803333 -1.74388001 -2.99585964 2.03438735 -2.65252773 -2.19766651 1.25095295 0.05305054 -1.36605636 -0.78924744 0.36444959 1.31431655 0.57281533 -0.46763146 -0.32325777 0.77267269 -0.28784912 -0.14317733] Distance 6.774350400709856 Each least square approximations [10.80527996 -2.81789467 5.0395096 -4.56133828 3.6298051 1.58432526 -1.20918004 0.02955647 1.32184439 2.38474386 -0.74213411 0.50117458 -0.6959313 -1.3070731 1.10983709 0.94434447 -0.40554791 -0.20898678 -0.24520829 1.01529401] Distance 5.78653499891913 Each least square approximations [ 1.10128824e+01 3.15042222e+00 4.61728355e+00 -3.58896906e+00 4.61629126e+00 1.59695260e+00 7.42901170e-01 2.71541089e-02 -6.44472363e-03 -1.78919384e+00 1.13028099e+00 -6.78061031e-01 -5.70400194e-01 -1.06757469e+00 -1.16853684e+00 -9.54901769e-01 -1.52133760e-01 -7.75541717e-01 2.57816299e-01 -4.13362607e-01] Distance 6.001377446699538 Each least square approximations [10.49548136 -5.30475936 1.46869745 -6.3104463 -0.45322294 -1.70954921 -1.70587453 0.62536736 -0.02618565 1.88120483 3.13771021 -0.12391961 -0.22778796 0.43128888 0.66423836 0.9032144 -0.08808362 0.45957188 -1.27017788 0.7921799 ] Distance 5.596675249102187 Each least square approximations [-11.06568495 -3.43773253 5.07015696 2.97999012 -2.06046979 1.16519881 -1.98286857 1.8145796 1.05485677 2.95523242 -0.46410344 -0.47103641 -0.65155861 1.87872865 -0.34927393 -0.42687254 -1.7400256 0.27619919 -1.47125045 1.38720787] Distance 5.653728878103771 Each least square approximations [-9.95477577 5.70035852 -5.55138783 0.74565089 -2.38660709 -2.80055547 0.12604393 -2.61760377 -0.24686583 -0.2107511 -1.63664433 0.49923359 -1.32462301 0.11464017 -0.12234642 -1.02579637 0.12461689 0.3136718 -0.3458781 -0.13132519] Distance 4.76157502962628 Each least square approximations [ 7.82467245 3.34285759 0.79595593 -2.62330137 -1.44002684 3.99982501 -3.39095018 -1.28333482 -0.9326674 -3.18200688 -2.88831999 -0.08433935 1.10776012 0.0419184 0.79664281 0.19810585 -0.0827417 0.42500008 -0.32477884 -0.22573295] Distance 8.91288014317948 Each least square approximations [ 9.72207805 0.84339263 -1.33267108 -4.66035829 5.03144997 -0.51959607 -0.55975235 -1.57978581 0.4486245 0.77348552 0.61899154 -0.91502184 -1.48540017 -0.28692844 1.07437667 0.64226021 -0.34014278 1.24725657 -0.23105381 -1.18291945] Distance 7.486306453365157 Each least square approximations [-9.91264781 -3.31667078 -4.09646764 -0.18847005 0.49358543 -0.05442395 1.42727348 1.02488403 -0.26161918 -1.78592109 -0.53140883 2.17048501 -0.20668002 -0.86664964 0.07158119 -1.06017421 0.82762886 -1.49724428 -2.65343178 1.74468839] Distance 7.717948841487071 Each least square approximations [-10.06981161 -0.80109526 -0.19511242 -3.23336819 -1.22922746 -0.2963126 -0.55646211 -0.31230591 1.1579367 2.08533081 -2.07428987 -0.22516922 -0.50058107 0.94906463 0.56638225 1.57760575 -0.25623616 0.33446421 -1.75672578 -0.14992299] Distance 8.962838412917527 Each least square approximations [-9.94271621 -3.55367938 2.118549 -1.62755321 -2.82786922 2.25118137 -0.35361495 -0.48465226 1.13623673 1.65312698 1.13198637 1.55931625 1.38556519 -0.62756063 1.16578339 -2.10476415 -0.26277283 0.41000929 0.24732798 -0.29280916] Distance 7.993270162721778 Each least square approximations [10.01481396 -0.29584921 4.92845423 -0.18346236 3.75381421 0.60878888 0.90271079 0.4195158 -1.40662594 -1.57468917 2.7478899 -0.43875101 1.39088198 1.448767 -1.20838913 -0.34108086 -1.45780171 -0.16500031 1.01320053 -0.32052056] Distance 7.135161190824003 Each least square approximations [ 9.84753822 1.1057899 0.97482064 -4.45270988 1.71503354 0.95016455 -3.22055932 0.19123077 1.26539008 -1.6865226 1.64575277 -1.33937786 0.49983874 -0.46171538 1.2155221 1.87153613 -1.16334258 -1.64289275 0.32935149 -0.99909822] Distance 7.706307385562109 Each least square approximations [10.29177245 0.74785485 -0.67046957 -4.87481058 1.10009171 -1.07985795 -0.69447834 -0.07175896 -1.28445966 -1.34297969 0.0372929 2.33593559 0.29511834 -0.05014576 1.33887423 2.82099491 1.96631894 1.2198572 0.57144982 0.82183743] Distance 7.314294403023232 Each least square approximations [-10.07752742 1.11185038 3.30596523 2.56726419 -0.91567416 -0.10278405 1.75816241 1.46434631 3.5045197 3.10020729 -0.40649689 -0.05317484 2.12747927 -0.08965377 0.81760325 0.43981643 -0.77768229 -0.56510835 1.62131937 0.47699441] Distance 7.384369971131548 Each least square approximations [-7.84058422 4.48740082 -7.91090254 2.65904943 -0.84873821 -0.67574071 0.83218286 1.8243272 -1.1517442 2.12396407 -1.18494648 1.1685465 0.03721341 -1.98515192 0.65587434 0.30876449 1.7248992 1.38472683 -0.69629101 0.17340439] Distance 6.335884641880221 Each least square approximations [ 9.7616834 2.24968623 -0.42069994 -1.68501975 0.43302119 3.5054958 -3.73211769 -2.19319616 -1.8866271 -0.96343336 -2.03906408 -0.61007831 -0.07246313 0.62978412 -0.03277622 -0.89293257 1.53500144 -1.09250254 -0.77261104 0.79812805] Distance 8.093457439808777 Each least square approximations [ 1.01093779e+01 -2.14607624e-01 -5.50878006e+00 -3.86592901e+00 2.75374254e+00 2.96882877e-03 -1.19868888e+00 -1.04540447e+00 -2.69932312e-01 -3.43778895e-01 1.29815567e+00 6.15025396e-02 -1.04257647e+00 1.04493833e-01 1.55609730e-01 -3.83284498e-01 -9.15232870e-02 1.14810559e+00 -1.22838313e-01 -8.39735484e-03] Distance 7.276472763649431 Each least square approximations [-11.78581594 -3.76598529 -4.89775671 0.70215646 0.6701574 0.41591786 -2.15286241 -0.97041 -0.01709917 -0.17377338 1.55124348 -1.53121398 1.2753517 0.01270737 0.21167224 0.97717446 0.09168525 -1.74571462 -1.19131659 -0.09403603] Distance 4.407797071088053 Each least square approximations [-9.89424719 2.76950124 2.03648288 -3.96018497 -1.78243342 1.55505819 -2.46610426 -0.84934006 -0.57199793 1.86671331 0.24719719 1.02084584 0.36206741 -0.08845392 -1.5014294 1.46374772 -0.0299186 -0.69401894 -1.22631218 -0.76470005] Distance 8.079070412734314 Each least square approximations [-10.81656121 -1.56549875 4.29993278 -1.45247086 -3.08406014 -1.20528419 -1.27521093 -1.73133072 1.53051236 -2.61210861 -0.30227899 -0.31096717 0.46434615 -0.69026584 -0.31724117 -2.58388906 -0.89895667 -0.89989901 -0.16560321 0.21666612] Distance 6.398234395133 Each least square approximations [10.04777901 -2.97783414 3.30231802 -2.60130425 2.4673633 2.74557282 0.03893973 -0.46320395 -1.71827591 0.16748868 3.01297266 0.59578272 0.73504509 -0.04393926 0.64640212 -0.4115736 -0.61304866 -0.24727458 0.24332056 2.38293564] Distance 7.350590919015921 Each least square approximations [ 9.53017838 3.00976675 4.18110372 -3.45460861 2.49655734 -0.1037593 -1.71823871 -0.21269154 -0.6698847 -0.09021169 2.58183178 -1.66383692 -0.83720716 -1.13341434 -0.24106212 0.70572236 -1.36962441 -1.00408264 -0.48177368 0.45260852] Distance 7.797073883038696 Each least square approximations [10.84414588 -1.89760604 -2.69209866 -4.02756646 1.80498698 -3.24832895 -0.11007515 1.41370815 -1.19314288 -1.55162352 1.86825703 -0.23259365 -1.04387651 -1.60841565 1.87959195 1.98487014 0.17416291 0.40609396 0.51960454 0.24017068] Distance 5.962807685505031 Each least square approximations [-9.78549729 -2.6106274 4.354351 2.16025974 -0.42231967 -0.36539903 -1.02212385 -0.33105607 3.04749158 3.48867666 -1.49209032 -0.04180618 0.7371357 -1.04752476 -0.77236535 -1.15360749 0.16896192 -1.1736238 -1.87296088 0.13108139] Distance 7.432249418258224 Each least square approximations [-6.98547033 3.38690213 -8.53439222 2.71538155 -0.70398627 -3.66100913 2.23011732 -0.54978209 -2.05307306 1.30541973 -0.68570915 0.75077951 -0.69151452 1.77125863 0.70171188 1.1661513 -1.02045095 1.69833204 0.1234631 -1.21587827] Distance 6.840723880914265 Each least square approximations [10.75332727 3.1408445 -1.3721316 -2.52269041 -0.65920819 6.1038689 -2.54112305 0.21497751 -0.83821384 -1.52689416 0.31460614 -1.3736084 0.44559167 -0.02334961 0.50821554 0.22700792 0.25663614 1.23770639 -1.32276468 0.7596408 ] Distance 6.073947311463488 Each least square approximations [11.31022355 -0.6508595 -2.70322437 -3.60227987 3.8532708 2.72497025 -1.95340252 -2.47639416 0.45283049 -1.16086193 -0.33855603 0.54738774 -0.02822404 -0.31718368 -0.07049937 -1.59546884 -1.27350687 -1.03728972 0.08257952 0.25294853] Distance 6.004127760202467 Each least square approximations [-10.46877618 -2.97588124 -6.38548317 0.13081164 2.41234732 0.24017435 1.52974202 0.39712211 1.61224411 -0.3302183 1.43833664 1.37972399 -2.22161002 -0.45145175 0.21521832 -1.75901501 -0.51700879 -0.44613114 0.14955471 0.97256998] Distance 6.3461981399061695 Each least square approximations [-11.99794086 3.33237678 -1.13325372 -1.77769855 -1.36406086 0.45085948 -3.28391756 -1.61911211 1.23627671 0.48964203 -1.42068011 -0.61451527 0.61290618 2.47417872 1.55038842 1.66565259 0.2766139 0.45419717 -0.21186169 -0.4368167 ] Distance 5.741058022367837 Each least square approximations [-9.76997407 -3.24038686 4.8792632 -1.74101921 -3.68017888 1.98171442 -3.22447636 -1.90518436 0.81452172 1.49432998 -0.05118188 0.03857046 1.13542785 0.30809723 0.96801592 -1.4902998 1.11725288 -0.07429713 0.26447559 -0.56881148] Distance 7.135003652035503 Each least square approximations [ 9.45966392 -1.37714366 5.56522176 -4.09123095 5.21159508 1.14336185 -2.65029346 -0.80897975 -0.05131473 1.39867945 0.91453378 -0.51944668 0.2278901 0.288389 -0.10156079 -0.51742524 0.84230405 -0.82714786 1.7376626 -0.27885595] Distance 6.409347489247143 Each least square approximations [13.05377633 3.97972163 2.71276435 -1.86175363 2.61967901 0.65456188 -0.12196038 0.16182322 1.06372716 0.85326732 -0.97580372 -0.15346038 0.18527081 -1.27008399 1.00711951 1.17501742 0.07145772 -0.12082428 0.07143974 0.02263264] Distance 3.6037873850168163 Each least square approximations [10.88485313 -3.91751825 0.13051023 -5.60003828 -0.79287761 -0.56599834 0.60131611 -0.54940992 -0.21100087 1.51161299 -0.28136067 -0.58944915 0.70835071 -0.73551253 1.63350874 2.89321322 1.41873535 0.25505988 -0.74112177 0.92773836] Distance 6.25655195737814 Each least square approximations [-12.78733522 -2.99425637 4.21553489 1.30255054 -0.48914147 1.29221823 0.79959185 1.71373522 -0.41690562 1.26861188 -1.81157821 0.70119701 1.81862837 -0.7064165 -0.35490776 0.93211289 0.65486054 0.5858612 0.49856181 -0.43338632] Distance 3.9097892216460597 Each least square approximations [-8.4401896 2.64525266 -7.18546815 1.63852041 -0.68366886 -1.7507078 2.17499928 -0.20807688 -2.19102061 -0.15057766 1.67489974 -0.75051255 1.72082482 0.0447345 0.03638655 0.26284173 -1.96326505 -0.4995849 -0.13004935 1.91605058] Distance 7.26874968044324 Each least square approximations [ 8.97994196 2.63200625 1.48912651 -1.60592168 -1.27766291 4.09287327 -2.57750251 -2.06888986 -1.1585599 -1.02389605 -0.93480124 -0.72972177 0.03627927 1.41890437 -0.0817569 -1.0604092 0.67443157 -0.82304923 0.70357984 -1.09579529] Distance 9.014796157022488 Each least square approximations [ 9.28880893 -2.49876782 -2.4933795 -2.81404137 3.91295174 -0.18401555 -1.69134991 -1.01128034 1.09280186 1.54596943 1.11057328 -1.40046899 -1.42949098 0.55743582 2.53391505 -1.40830707 -1.24951081 -0.52744789 0.86247903 -0.23873887] Distance 8.163394170134948 Each least square approximations [-8.00158301 -2.96578644 -6.5769055 -1.21771074 1.25488814 -0.23963025 0.6337651 3.28783934 -0.31108348 -0.41950044 0.9769416 1.27257236 1.0570968 -2.19743691 0.10319914 0.28548858 -0.03968702 0.23007073 -1.74322572 -1.45643282] Distance 8.258666402221877 Each least square approximations [-10.47898275 0.37270939 1.78914869 -1.88225908 -0.02349021 1.00150223 0.53414179 -1.81709086 0.9925592 3.06583526 -1.68677465 -0.21161006 1.67281146 -0.19716092 0.28163273 0.59913025 -0.69708962 0.88110823 -0.79706969 0.04589186] Distance 8.542610904816016 Each least square approximations [-10.91836729 -3.97929933 2.3466607 -1.54907478 -0.39456619 2.06691333 -1.67843673 -0.0496264 2.00920398 -0.07291473 1.97750397 1.58058552 -1.73010562 3.01113893 0.53357876 -0.8589555 -0.77833055 0.81525476 -0.09512901 -0.42387509] Distance 6.125044463343099 Each least square approximations [10.40629217 -1.05546146 3.07719664 -3.06976372 1.84342633 2.80200037 -0.53354218 0.68897491 -0.25939252 -0.42500018 2.07819253 1.00977235 1.23976199 1.57122458 -0.02447924 -0.12959892 0.92067063 0.56040994 1.36157712 -0.32945013] Distance 7.724538862046013 Each least square approximations [ 9.23819794 1.32977934 0.42118768 -6.16459602 2.32575485 1.57694446 -0.09270024 0.85845417 -0.43545108 -2.41707859 1.18047233 1.33001369 1.287293 -1.17974585 0.65754127 0.36202008 -1.82446618 -0.19355991 0.22203325 0.47920281] Distance 7.894495125300988 Each least square approximations [ 9.78371516 -1.72066575 -1.83420376 -4.22145446 -1.58380489 -2.60775201 -2.94217747 1.53527167 -0.6283568 0.18951369 0.6311392 1.51700679 -1.12649213 0.24646572 -0.53094028 0.8388718 0.7333705 0.59698209 -1.30630874 -0.01497503] Distance 8.029498739166177 Each least square approximations [-9.13250076 1.40993779 4.59052542 3.9076042 -2.66993246 -1.24371115 -0.28249557 0.80962141 1.92865992 1.10479271 -1.65667414 -1.97790573 -1.01484406 1.37725126 -0.46571852 3.07828411 0.05854 0.49917173 -0.48573568 0.71550534] Distance 7.506539724001617 Each least square approximations [-7.45141228 3.4290567 -7.55458627 2.16108508 2.09178767 0.95335441 1.92990416 2.75756028 -0.23705034 1.2939953 1.02982967 1.43380821 0.18482663 -2.29172578 0.91581305 1.78470306 -1.60237209 1.16565066 0.46099331 2.36030844] Distance 7.054381246503923 Each least square approximations [10.19133916 3.06950577 1.18216601 -0.2240174 -0.62801207 3.49605756 -1.5696265 -2.54509455 -2.07974347 0.83243755 -0.58146334 -1.92685658 -0.39075956 -0.38210622 0.54396644 -1.99927385 0.79252034 -0.8958024 -0.12941232 -0.52625658] Distance 8.221452325793368 Each least square approximations [ 9.15691501 -1.41646976 -4.98637049 -3.99268779 3.19651477 -0.65549095 -1.2560087 -0.75511965 0.92016516 0.53805539 0.10165882 1.17647776 -1.30277105 0.27396992 1.23053217 -1.85369129 0.57579523 0.68293092 -1.33916835 -0.03943309] Distance 8.244159601329882 Each least square approximations [-11.26902776 -0.23186813 -5.7347103 1.32261107 0.39224826 0.76607263 -0.49751593 -0.51577432 -2.300844 -0.30639537 -2.05115668 -0.48267102 0.10879805 -0.97096335 -0.51613131 -0.66924851 -2.08327807 -0.77224323 0.69060806 -1.47319442] Distance 6.103494764245571 Each least square approximations [-9.28727685 2.39559575 2.64730286 -3.86823826 -3.44242074 1.52000016 -2.85024272 -0.7344183 0.57933332 1.22987839 -0.57967607 -1.26584532 0.65565021 -1.32972753 -1.22864674 0.71642242 -1.13871583 0.29354249 0.47307854 -0.28058125] Distance 8.531572535251547 Each least square approximations [-11.28771534 1.74161549 3.38828407 -2.64126681 -1.79221182 -0.42803167 -0.5770321 -3.07562761 1.55339576 -2.34388897 -2.02779919 -1.42684168 0.27926029 1.72855951 1.24498499 -0.47770117 -0.75858981 -0.01209129 -0.75545831 -0.57636431] Distance 6.066373908694196 Each least square approximations [10.3498765 -2.03116948 0.60554747 -3.01935011 2.92603852 4.54766393 -0.75237072 1.38243762 -1.31987133 2.39162208 1.8506825 0.91400978 -0.51823853 0.11723694 2.57131751 0.53562096 -0.62702267 0.44460608 -0.79353368 1.45915949] Distance 6.675820449317333 Each least square approximations [ 8.83614964 2.01282978 3.65254383 -4.05889195 2.65493093 1.01581841 -0.07335298 -1.32011253 0.54199419 -0.58098206 2.61169448 -0.16158488 -0.14225886 -1.09311888 -0.54656002 0.7529777 0.36716168 -0.59951769 0.23805822 0.88306014] Distance 9.306189295086057 Each least square approximations [ 8.83577804 -1.80885603 -2.96966658 -6.87250261 0.21157793 -1.98151307 -1.57044222 0.94183864 0.25397811 0.64477455 2.61609211 -0.9290187 0.0440047 0.91655569 1.39313699 1.61928801 -1.86231106 -1.43730618 -0.60164106 -0.98909662] Distance 7.35419682764159 Each least square approximations [-8.774936 -1.68797165 4.64073709 3.08242916 -1.01017053 -0.16842332 -1.00632181 1.6085535 0.48500747 3.76343023 -0.80130794 -0.8819562 -0.46673458 1.3155589 -2.12865834 -1.25648912 1.74987993 -1.05607803 -2.00858252 0.03505918] Distance 8.464207415135128 Each least square approximations [-6.08301596 4.56758971 -7.00595566 4.2761319 1.5091901 -2.82135105 2.2668817 1.25045216 -1.49562508 0.58132762 0.33457775 -0.22127885 0.59153506 1.40990674 0.76159944 0.86913504 0.12715703 1.48826946 0.51505192 -1.27507375] Distance 8.095589302065742 Each least square approximations [12.34708026 -0.07683681 -1.55406008 0.95761745 -0.44771887 4.64821307 -2.97491555 1.72714163 -0.95166006 0.05825033 -0.48034983 0.77503194 0.47235696 1.29673244 0.26734081 1.60170194 0.5580762 0.95897427 1.24205485 1.18884419] Distance 4.283383988917154 Each least square approximations [10.81560535 -2.81339794 -4.53685086 -1.40459915 2.01924477 1.30867036 -1.88330751 -2.29920836 -0.37021623 0.47436255 0.9683281 0.89248292 0.05374249 -0.47964465 -0.34695496 0.16328678 -0.44148413 -0.49963775 1.1180254 -0.10963122] Distance 7.21041046895201 Each least square approximations [-9.99293017 -4.26242886 -5.15917504 0.03964989 1.42183661 2.15599302 0.5052928 1.17333494 0.0945476 -0.25707092 2.18085941 1.74206549 -1.56701205 -0.11050348 0.55948409 0.19827878 -1.72278819 1.73087625 1.34326013 -1.08384456] Distance 6.757797106500686 Each least square approximations [-11.75130867 5.94679428 -0.14447429 -2.60228323 -2.72850378 -0.90056879 -1.04887571 0.6171153 0.35674547 -0.8134014 0.66533225 -0.66666585 1.40493669 -0.0347973 0.14163218 -0.21386084 0.82814792 -0.39160333 0.68723343 -0.33076565] Distance 4.808284972380345 Each least square approximations [-10.03962677 -2.10462732 5.98700481 -1.19429036 -2.19537083 1.55071053 -1.48235954 -0.96507753 -0.49869613 1.21258966 -1.18993204 -0.89519804 0.63797095 -0.46705537 1.49688196 0.01789229 1.09913339 0.04648042 0.28749152 -0.26128562] Distance 7.565282913251123 Each least square approximations [ 9.61526219 -2.25617128 4.56972484 -2.37737124 3.82931811 0.93580792 -1.64508946 0.37436269 1.55184335 2.20273743 0.25449099 -0.40914012 -0.39349806 0.15217477 0.58721791 1.30847065 1.53859121 -1.71623619 1.00726787 1.28782231] Distance 7.620206285081531 Each least square approximations [11.03630468 5.21001108 2.32754769 -2.78269162 3.31463971 -1.45475857 0.33197794 -1.13977958 -1.28172848 -2.23121774 0.07237744 -1.48140542 -0.97248836 -0.98334554 -1.46136863 -1.53101017 0.88864991 0.37405528 0.59473083 0.26174192] Distance 5.006175872869933 Each least square approximations [11.32724777 -4.84325721 0.75019606 -3.81744101 1.51828216 0.26417559 -0.9771466 -0.57240662 -0.17869074 1.92905947 0.6586341 0.10610711 -0.74948765 -0.12724661 1.36624522 -0.82709384 0.70256149 0.26027167 -0.33995035 1.81361507] Distance 6.0327998751127785 Each least square approximations [-12.51151465 -4.37093891 0.88952894 3.24241741 -1.43728862 -0.20248502 -3.64771461 -0.37497494 0.11723808 1.26411453 -0.24809696 -0.12694021 -0.10685015 0.24394 -0.92887501 0.52569336 -0.85821851 -0.72760598 -1.05296594 0.39680232] Distance 3.2112220625748447 Each least square approximations [-5.79043429 5.38244397 -5.94246606 5.34788222 2.12011172 -2.85564283 0.88485895 2.06527071 -1.8478459 0.98529606 0.96731415 -1.04045568 0.02957803 1.31092127 0.66079531 0.45314708 -0.36971046 1.44495104 0.73337307 -1.28883151] Distance 7.920624446051008 Each least square approximations [12.25082301 -1.04494026 -1.72081669 -0.89600915 -0.97972891 4.27512433 -2.88609277 1.7920222 0.37528964 0.85379157 0.13822374 1.28008974 0.15639415 -0.4138701 0.61721434 1.03838777 1.52873561 -0.59215378 1.38336715 0.55927789] Distance 5.02220259287346 Each least square approximations [10.54454809 -2.89993344 -3.73220815 -1.53646538 1.18820994 1.13470577 -2.19579908 -3.4993472 -0.97472556 1.59063158 0.65876541 0.8918976 -0.12895057 -1.40846906 0.17207783 -0.71302726 0.01341867 0.03396573 0.61837188 0.7582708 ] Distance 7.494989572632844 Each least square approximations [-9.72730019 -4.70468957 -4.10545429 0.06246503 0.88333398 2.70863526 0.67275665 1.03351952 -0.06379812 -0.29212447 1.87673324 2.13316551 -0.76804442 -0.78418232 0.70189893 0.28896191 -1.14129199 2.08620128 1.28364623 -1.59509849] Distance 7.549473388519421 Each least square approximations [-11.44317004 5.5776883 -0.47161969 -2.47233713 -3.08143803 -0.47383963 -0.50970608 0.8274081 1.61547301 -1.34159662 0.92654014 0.02538294 0.73332186 0.25968088 0.33948308 0.33784225 0.83251261 0.54299168 1.05397912 -0.64048707] Distance 5.68920550040411 Each least square approximations [-9.73788431 -1.85150137 6.11548552 -1.29630014 -1.7143135 1.87257886 -0.78903327 -0.40999043 -0.57237276 1.10370624 -2.01041396 -0.72060023 1.35511613 -0.43481662 1.94777838 0.92461366 1.06094362 -0.74446376 0.45205359 -0.39803159] Distance 7.787268785676856 Each least square approximations [ 9.60489268 -2.9875571 4.01353986 -1.95638638 3.37940014 -0.05314989 -0.89354281 0.16568537 1.29489495 2.77172319 -0.22860678 -0.45031953 -0.31838464 -0.20964557 0.82613156 1.45667193 0.76151473 -0.99575311 0.46920942 0.74536661] Distance 8.47110702278768 Each least square approximations [10.73211269 5.22647447 1.89258321 -2.22257703 3.19388921 -0.39885141 0.70090384 -1.66396896 -0.70283452 -1.58326787 -0.31463415 -2.05400598 -0.05750732 0.51028391 -1.60287979 -0.27031909 1.7728283 0.26698876 -0.28199971 -0.34601601] Distance 6.462279599306488 Each least square approximations [10.95202364 -4.1577172 1.06657185 -3.2157881 2.11638066 0.82275265 -1.94348521 -0.29243372 0.33363471 2.15222579 1.35119855 0.44842707 -1.54873652 0.64829264 0.80881268 -0.08052536 -0.34817976 0.33715144 -0.85172416 2.55005363] Distance 6.677681223111731 Each least square approximations [-12.24862045 -4.27976383 -0.12677162 2.58047881 -0.63700705 -0.16967047 -2.89748858 0.37227151 -0.73628951 1.79255562 -0.33711552 -0.25446818 -0.48697844 -0.93701555 -2.58544649 1.24926863 -2.25856674 -0.15275604 -1.13645707 0.05225301] Distance 4.04150365613225 Each least square approximations [-6.21226497 5.07976656 -5.36082805 5.32542421 2.25223651 -2.37963447 0.88504801 1.96817578 -1.72601734 1.13677807 0.80041943 -0.6187405 1.00727513 1.37002563 1.61316303 0.11960997 -0.52543965 2.22222847 0.9293034 -1.3672297 ] Distance 8.249341775013413 Each least square approximations [ 1.22993147e+01 -1.41462378e+00 -2.18780179e+00 8.10842701e-02 -1.38469207e+00 4.70381888e+00 -2.30169867e+00 1.91593297e+00 -1.12868561e-01 6.09508243e-01 -2.90534996e-01 8.03285489e-01 -4.39447776e-03 -6.37713869e-01 1.67646495e-01 6.61061510e-01 1.79219124e+00 -4.45472066e-01 1.44189119e+00 1.80488216e-01] Distance 5.010207042252553 Each least square approximations [10.46314857 -2.12117717 -3.48000297 -1.18915301 1.55263122 0.96398324 -2.53029968 -3.25992242 -1.06634747 1.45175901 0.4791649 0.98364767 0.16715695 -1.01218637 -0.08021485 -1.78246722 0.83645407 -0.22539027 1.13670944 0.60226723] Distance 8.045813820255889 Each least square approximations [-9.66812014 -5.15421385 -4.12787439 0.85861412 -0.18883704 3.05758123 1.07303088 0.72335242 0.20376746 0.68344592 0.88974943 2.21023292 -0.26471653 -0.96186835 0.036846 0.86735413 -1.47797606 1.43115377 1.76114006 -0.98678549] Distance 7.65328303346026 Each least square approximations [-11.01012975 6.23830858 -0.49811139 -3.4144118 -2.98334006 -1.3900454 -0.79832657 0.75716862 1.1389666 -1.29075172 1.30183404 0.11301117 1.21386012 0.09753122 0.1322176 0.27138256 0.37001088 0.78165606 0.97760486 -1.24808 ] Distance 5.485798936382077 Each least square approximations [-9.91483075 -1.1255971 6.20244307 -0.87710595 -1.9331976 1.09938782 -1.09000313 0.45346889 -0.91731606 1.01376892 -2.48348167 -0.52933436 0.57976863 -0.52305671 1.47154313 1.07971825 0.8112714 -0.7481198 0.34906053 -0.78808976] Distance 8.01999239174867 Each least square approximations [ 9.62751645 -2.99918814 3.02679074 -1.99886904 3.14496088 -0.18614817 -1.41553718 0.15125135 1.40618049 2.92732315 -0.6312504 -0.39588831 0.3061343 -0.12199914 0.49685963 1.82347631 0.77784857 -0.81817256 1.37649827 0.71813482] Distance 8.85600097078685 Each least square approximations [ 1.09321157e+01 5.20897195e+00 9.30663780e-01 -1.93677180e+00 3.46205115e+00 -1.18938488e+00 5.10711866e-01 -2.20762768e+00 -1.31056111e+00 -1.18280772e+00 -3.22113152e-01 -2.37879313e+00 -1.24803593e-01 -2.78274562e-02 -1.87697567e+00 -3.71366263e-01 1.83537166e+00 2.04492108e-01 -4.82478586e-01 -7.23205597e-04] Distance 6.139464034355954 Each least square approximations [10.72844617 -4.74153488 0.41109349 -2.70272645 2.2061859 0.94422722 -1.79078146 -0.75481111 1.81884719 1.80419438 1.61326531 0.84390801 -1.13790245 0.16116105 1.15415944 0.70466399 -0.10425202 -0.33199788 -0.15700773 1.98719274] Distance 7.209441068372504 Each least square approximations [-12.29444395 -5.32474904 -0.13524228 1.93479508 0.01385277 -2.12249518 -2.52976999 0.37521192 -0.72331355 1.85116614 -0.37877786 -0.6890391 -0.01328741 -0.29645545 -1.6523661 1.86447817 -1.16099053 -0.83772801 -0.64600595 0.15428202] Distance 4.002715864475377 Each least square approximations [-5.1268377 4.41142625 -4.5494668 4.55072451 0.79573862 -2.02187575 0.70091197 2.94143948 -2.56347889 1.85969822 -0.81558571 -1.31323582 0.88673125 1.25613001 0.27218758 -0.55362461 -1.82187872 1.53192888 0.49109572 -1.80302181] Distance 9.618513695506213 Each least square approximations [12.40281611 -3.60015176 -0.07011535 -1.52611533 0.61458853 1.02708529 -0.68854637 0.52977213 -0.2676772 1.08817903 -0.06592234 0.97953387 1.78591532 2.11177448 0.57354997 -0.11430552 -0.81403022 0.05046322 0.39147285 0.24177063] Distance 5.954398019563685 Each least square approximations [10.06882634 -1.80511717 -4.44793982 -0.24171927 0.08704171 -0.01949958 -1.76897201 -0.52189817 0.52971706 1.91077391 1.81720327 1.7376076 1.41553012 -0.48728231 0.41990831 0.65923202 0.33720716 -0.70479535 -0.75360434 0.80718607] Distance 8.661851865777145 Each least square approximations [-9.3250075 -4.86416215 -2.87591998 -0.42134309 -0.21838219 2.31429021 0.61574191 0.54669513 0.09239735 0.670854 2.0180976 1.37641907 -1.09373156 -0.77408254 0.7474798 1.48042926 -1.41456195 1.53148968 1.09965708 -1.34095288] Distance 8.624574648863495 Each least square approximations [-9.83554142 6.99315991 -0.43955368 -1.64399625 -1.93109305 -1.89427308 -0.81010214 1.64795884 1.32117211 0.50372431 2.3423318 1.91043576 1.39888709 -0.39741631 -0.0475561 0.0216212 1.00246116 1.79823015 -0.92195065 -1.22074665] Distance 6.228593611730851 Each least square approximations [-9.24686513 -1.2115137 5.56290667 -0.05084531 -1.45469372 0.6886405 -1.25803886 0.51368156 -2.04100831 -0.39939395 -1.3257551 0.38406725 1.01944691 -0.31303069 0.53107661 1.29597468 1.49641035 -0.37008511 0.37032598 0.22020892] Distance 9.143631505179323 Each least square approximations [ 8.59789902 -3.38045823 4.06478534 -2.54546934 0.80308493 1.40797483 -1.76667293 1.26597418 0.84410795 2.56672601 -2.83044405 -0.60382366 -0.26577019 -1.00627695 0.3748279 0.95220025 -0.61418302 -3.64167755 0.31640578 0.93154731] Distance 8.350830166828546 Each least square approximations [ 9.5585533 5.62545448 0.39563888 -0.28370837 4.09920216 -2.20798945 -0.73986856 -0.85447099 -1.98945069 -3.83885837 0.94555178 -2.27158019 -1.14375532 0.35841072 -1.32211073 -0.58458524 0.82163888 -0.10012733 -0.95270158 -0.71859928] Distance 6.423819313815926 Each least square approximations [11.50806804 -5.4958391 1.57648527 -1.04138131 1.79594256 1.56906122 -1.39401472 -1.76695308 1.92054124 1.4532824 1.80898347 -0.97864748 0.14552406 -0.73864091 -0.11005592 -0.80772726 -0.56157689 -0.70013185 0.01474932 0.80134735] Distance 5.308710553811232 Each least square approximations [-10.97981592 -5.43266505 -0.71583943 1.49695793 -2.48359561 -1.65022288 -2.18299183 -1.37199233 1.09417059 1.28193683 0.15817359 0.08792821 -0.14041556 0.85437427 0.49319797 -1.12290165 -0.49153049 0.26182881 -1.50086339 1.07822301] Distance 6.374909223262298 Each least square approximations [-12.64156899 1.07877591 0.62481422 -3.48478153 -1.83701628 2.01264484 2.07659666 -1.03927599 -0.08277388 1.68169717 -0.71405837 0.92979683 1.0915695 -0.41527834 0.38607801 -0.73536773 -1.04664076 -1.2797051 -1.40408739 0.87504928] Distance 3.2188288942895857 Each least square approximations [ 2.99269268 1.96821511 1.31116902 -0.94957816 -1.71246607 1.69325776 -1.91475377 -1.61744294 -2.87056836 -2.51924997 -3.25434719 -0.94276369 -0.24659966 0.65594411 0.77268416 -1.0900728 1.56955377 -0.20311992 0.8616259 -1.21113508] Distance 12.15851066269269 Each least square approximations [ 5.32212306 2.92397364 1.06954745 -1.98566035 6.23018642 -3.31488519 0.26108602 0.37103033 2.74149223 2.31630547 3.35866368 -0.56734269 -1.72838391 1.57394273 2.26786785 -0.34539104 1.88045157 0.18562933 0.42977127 0.26123486] Distance 8.798524858761711 Each least square approximations [-7.56723229e+00 1.24247834e+00 -1.86661365e+00 -1.24417618e+00 -4.19517045e+00 -3.38345518e+00 2.68006578e+00 1.58690635e+00 -8.65449431e-01 -1.97306675e+00 -1.52386083e+00 1.20548257e+00 3.33766794e+00 -8.87382090e-01 1.90373524e+00 -1.08835054e+00 6.55057516e-03 -1.11473825e+00 -1.54279501e+00 9.85631017e-01] Distance 8.722614878659689 Each least square approximations [-5.61171521 -3.89721868 1.69442323 -0.99146169 0.50666969 -3.60542819 -1.19605048 0.80001236 -0.36095971 0.85126152 -1.07191378 -0.73041342 0.55842644 -2.40993378 -1.14352621 1.79875873 -0.02189859 0.63034111 -0.27465163 -0.90407102] Distance 11.316721475628267 Each least square approximations [-8.58183361 1.16541613 -2.24458401 0.67495562 -0.59822604 2.85110459 1.31515596 1.88306193 2.95242024 -1.99840019 3.6573429 2.29177904 0.39727484 -0.33250891 0.87515053 -2.68856956 -1.82363847 1.86893425 -0.48497957 0.56770138] Distance 8.196314531615924 Each least square approximations [ 7.81711099 3.30060515 -0.46028503 1.53019201 0.2558045 2.78117444 -0.77673909 1.37309297 -3.6287123 -2.4182023 3.27811499 2.95931371 0.03719884 1.53800035 -1.66692108 -0.33304448 0.46227433 -0.29210119 1.27931956 0.46582445] Distance 8.811788160479518 Each least square approximations [ 5.62366851 -0.9327256 -3.80670782 -3.74244225 1.02977954 0.46218008 -4.25329713 0.1847725 0.92033951 -0.98924147 2.12240836 0.61619951 0.80757968 -2.7143454 -0.0311642 3.23802326 1.41426563 -2.11613183 0.56083961 1.16685115] Distance 9.72923763950894 Each least square approximations [ 6.63758219 5.10283046 -3.94284665 -2.12504759 -0.17155122 -1.25472307 -3.14535932 -3.37953284 -0.11560316 -0.69060384 0.35835035 1.69855843 2.1655596 0.15206742 0.76923553 1.85086768 1.67848617 -1.99618611 -0.38673872 -1.48341019] Distance 8.599792524118504 Each least square approximations [-5.69371595 3.49138953 1.44438123 0.81549499 -2.50155686 -2.15331448 2.61549236 0.17846944 2.84323254 1.66540043 -0.02183111 -3.64119632 -0.1403576 -1.55414802 -0.18942132 0.66585713 3.55831331 -2.98862941 0.70279388 0.9545225 ] Distance 9.65729183689908 Each least square approximations [-7.40610093 4.43526904 -4.42200735 2.49716416 -3.55255165 0.56444267 -2.41473441 2.31446339 -1.5476805 3.53849569 -2.44331161 -0.95496552 1.25115993 -1.12076815 1.20609822 2.21847202 1.15322503 0.8250482 -0.51224114 -0.84402445] Distance 7.642544735844664 Each least square approximations [ 8.33176044 -1.77005639 -1.26528859 -0.85104758 -1.3681103 1.54146691 -2.51164865 -2.10701805 -0.7478931 -2.06720294 -3.27589457 0.12097073 0.04352807 0.0599861 0.33307842 -0.84211235 0.97917464 -1.08910674 -1.69648332 0.25005736] Distance 10.269678940145004 Each least square approximations [ 9.06083196 3.89190877 -4.10761811 -2.51478091 0.58202166 -0.01889044 -0.21952472 -1.71239674 1.23148462 1.34475893 4.1016947 0.7291511 -0.86334607 -1.22418104 0.33506112 0.63190563 -0.43504924 1.19557347 -1.25704704 0.58093941] Distance 8.129838574909554 Each least square approximations [-12.34890652 -4.58349823 1.28312041 -2.67279896 -1.15206005 0.25871734 -1.250847 -1.38705582 0.71233764 2.03082954 2.39165854 -1.23970084 0.60337862 0.20162723 0.23945735 1.08230992 0.86714923 -1.07721673 -0.78587693 0.34064848] Distance 3.671999533858783 Each least square approximations [-8.0659843 3.1443024 -0.7607012 -2.65580259 -0.88772169 0.57702926 -0.23099385 0.21283924 -0.17832653 1.00623932 1.6281084 3.91237561 0.31453532 -0.78116736 -2.95678949 0.89335848 0.78586579 -0.8965918 -1.89567224 -0.50890976] Distance 9.924945754813931 Each least square approximations [-10.5725167 -2.09774465 1.63096867 1.45482565 -1.95666916 -2.67071288 -0.53804911 1.05083595 -2.28669792 -2.9318272 -0.12400076 -0.15107659 2.85661148 -1.80581927 -0.791788 -1.87519441 -0.56498609 -0.75051632 0.50642448 1.2826794 ] Distance 7.162875225982005 Each least square approximations [ 8.4463387 -2.76057526 2.47357738 -0.83235518 0.3074013 0.18179488 0.66440855 0.76611243 -1.02420342 0.4532307 1.4595838 1.60915938 2.88190281 1.16680371 0.70543045 -0.42538306 -0.80701079 -2.51291459 0.22531326 2.76987342] Distance 9.944408508762463 Each least square approximations [ 9.01546604 2.8633674 0.61518875 -0.39205645 -0.04079675 -2.90528912 -2.9503779 -0.50854192 -0.4126893 -0.54487624 4.71924463 -2.23640251 -0.23199258 0.55267155 -0.2445844 1.64221069 -1.27008116 -0.99492173 -0.09304423 -0.76187387] Distance 8.681310204148478 Each least square approximations [11.39491076 0.09498071 -3.20682801 0.40615501 2.89831609 -0.96892934 1.33059266 -0.80380099 1.64844054 -2.78636191 1.67212257 -0.17601613 -1.44638182 -1.70000857 1.54797886 1.85386619 1.67899141 0.90028045 -0.75274432 0.80024082] Distance 5.984262000835305 Each least square approximations [-9.64119066 -1.35077198 -0.41026954 -0.12471342 -0.30697928 -1.53260341 -0.47524419 -1.95534408 3.08955225 2.69622026 -1.19547261 -0.50816306 1.4410576 -1.8062246 0.18855513 -2.99176755 0.05484839 -0.10189427 -2.06911877 -0.28987224] Distance 8.841315469245 Each least square approximations [-7.05002374 2.44702975 -4.18422664 2.21462996 -1.67707763 -4.35808171 -0.04106663 -1.58879606 -2.6742714 3.96523549 -1.92886134 1.88529085 -0.77911708 2.36247889 2.69770455 0.04261769 -2.60298128 2.146752 0.80336477 0.29694775] Distance 7.764009782495132 Each least square approximations [ 8.57385219 1.22740294 -2.05741241 -2.30507443 0.68234111 3.99884796 -2.00312475 0.25939209 -0.36455298 -1.86989907 -0.66739067 -1.36130348 -0.30824294 -1.51055263 0.26648028 -0.9206315 -0.29712086 0.96099427 -0.04083526 0.33832904] Distance 10.148804440056773 Each least square approximations [10.12660824 2.61451226 1.32715668 -3.00001745 3.03020453 1.8499167 -2.50846033 -2.22540546 2.1516308 -0.99918592 -0.49392969 0.0458196 0.46735746 0.86244266 1.11867495 -0.4179988 -0.79859515 1.04745243 0.94435166 0.18810288] Distance 7.970605153744403 Each least square approximations [-8.46603684e+00 -2.54733524e+00 -4.17008753e+00 -2.21350569e+00 6.29674889e-01 8.69106010e-01 3.81178627e+00 7.24460971e-01 1.40809472e+00 2.39267760e-01 -5.96445975e-01 1.30820029e+00 -9.82911805e-01 -2.09331685e+00 -3.44447573e-01 -6.56132442e-01 7.64690177e-01 -7.68284408e-01 3.14785983e-03 1.78470773e+00] Distance 9.350216084352734 Each least square approximations [-9.82643054 0.9704014 -0.4355674 1.03126274 -2.561393 -0.67908352 -1.91691708 -1.83635718 1.31283401 1.83455984 0.51233141 0.39973882 0.28948974 1.63727622 -0.41186768 1.65793423 0.39769126 1.40535949 0.13416897 1.00576653] Distance 9.553538111554685 Each least square approximations [-7.47144178 -3.22095145 3.01721701 0.75442333 -3.49948348 2.2731561 -3.50680023 0.25809473 0.98630579 0.54582585 -0.69499025 0.27969622 0.67085232 -0.08742761 0.65709172 -1.13020713 -0.69980238 -0.62929228 -0.1689958 -0.82584354] Distance 10.35406806689235 Each least square approximations [ 7.20461181 -0.86913701 4.53665841 -3.26492951 3.18489691 -0.67512986 -4.19367002 -2.0843287 -1.08684828 1.27497134 -0.57625347 -0.50103271 -0.32459023 0.76484861 -0.30882922 -0.56907622 -0.77717879 -0.46001475 0.79274712 -1.65054269] Distance 9.66168086834772 Each least square approximations [11.87462637 -0.2573612 -1.57016338 0.97529344 4.3183549 2.13303272 -1.62518229 1.221359 0.95853475 -0.43305855 0.63476828 -1.39145809 0.07052157 0.78513063 1.78854715 -0.31979945 -1.09228398 0.34905438 -1.8019078 0.95879249] Distance 5.812040479010578 Each least square approximations [ 9.14463428 -1.14120443 1.54483573 -3.16262398 -2.43691732 0.81817426 -0.40842809 -1.39046583 2.14298895 -0.38324085 2.18075441 0.84532322 0.69995627 -1.09908708 -0.99955485 2.8114567 2.63333938 -0.08438133 -0.99571251 -0.11357759] Distance 9.147078862434089 Each least square approximations [-10.66064648 -0.12069172 2.24371609 -2.96291904 -2.370319 -1.43591862 2.58084603 1.21461693 0.06951992 3.16804863 -0.71057275 0.07415751 3.59036602 0.21590639 -0.96102486 1.13385684 -0.19787186 -0.35529811 -0.7408244 0.98951629] Distance 6.91117369307606 Each least square approximations [-8.22200842 4.71635685 -1.5910605 3.96172361 1.49220312 3.28808603 1.61268104 3.53143433 0.46818532 1.44718566 0.85431045 0.31403048 1.32318778 -2.57360576 1.6782741 2.02017717 -0.74413464 0.75050051 -0.71171688 2.29654811] Distance 7.396035945686526 Each least square approximations [ 7.78864454 -0.95644233 1.3570009 -0.12701295 -1.16463407 1.57469717 -2.44688483 -2.4695318 -1.76968273 2.19536452 -1.24398933 -0.18271038 -1.19035174 0.22325532 -0.09683229 -3.05299756 0.90885968 -0.54264123 1.97363951 -1.36862464] Distance 10.469946693579272 Each least square approximations [ 7.52184842 -0.23731528 -2.29168827 -0.96574938 3.15979172 -2.99693796 -1.67931632 -0.70044144 0.02317691 2.41784424 1.46614196 2.51416172 -1.7383292 -1.79650705 1.36165641 -1.17953541 1.31631337 -0.4412837 -1.97027427 0.95746757] Distance 10.028040243009094 Each least square approximations [-10.48841732 -1.4434726 -2.64472934 0.02523398 -4.82439556 0.22532896 0.93223484 -1.61469126 -1.55253234 -0.42397945 -2.67978745 -0.79768272 2.58690291 0.52110458 0.04384629 1.16325247 -2.49775965 -0.39612479 0.62294612 -2.00064375] Distance 6.387081190375017 Each least square approximations [-7.34479661 0.99304725 1.07711798 -5.64567151 -1.45690157 -0.4509295 -2.20767957 2.05762505 -0.41567029 -1.03194484 2.57804978 1.32913237 0.88606778 -2.73401041 -2.43004469 0.95711162 -0.26101254 1.67892249 -0.84356268 -0.49954199] Distance 9.39232690280171 Each least square approximations [-11.27618986 5.09169132 3.25766134 1.23440871 -1.02966359 -2.5320722 2.77827861 0.48835552 1.08772857 -2.58464802 -1.64701863 0.93479309 0.32389099 0.36582223 0.35919993 0.5359096 -0.55816457 0.24860986 -1.51429171 -0.13401877] Distance 4.556631366867831 Each least square approximations [ 9.7211423 -1.83809843 -1.90462988 0.40556506 -0.0782111 2.69865975 -0.87709563 2.7867718 -1.93817699 2.18815814 2.39304579 0.72229046 -0.4621549 -1.30435437 1.65728203 0.88991478 -0.95610398 -1.25540248 -0.95110162 3.23303791] Distance 8.03777609236748 Each least square approximations [ 6.31679491 1.64942988 -0.96852441 -3.87366582 2.53584182 -0.25255411 -0.61788194 -3.88977511 -0.68183517 -0.08061885 3.50211851 -1.17110281 -0.78301348 -0.18466557 -1.91912106 1.68531914 0.75394965 -1.40529387 -0.27685979 1.37161362] Distance 10.480618283017435 Each least square approximations [ 8.08033152 -0.87794428 -6.13696428 -2.26794765 1.93666135 -0.01336229 -2.61381498 -0.50170916 1.82151263 1.14895497 3.31810683 1.00006231 0.25749575 -0.04080722 1.46932798 1.40494817 -3.81468389 -0.82910445 -0.44652765 -2.02805623] Distance 7.489440998213179 Each least square approximations [-6.91606537e+00 -1.23202745e+00 4.18671544e-01 3.37760864e+00 -5.32165075e-03 -4.22359898e+00 -3.27307155e-01 4.86068153e-01 9.80983238e-01 4.65134582e+00 -1.16753562e+00 -2.48289513e+00 -1.90239731e+00 7.69254678e-01 -2.64685140e+00 -2.00763470e+00 2.67652011e+00 -1.03368791e+00 -2.04440236e+00 8.22877007e-01] Distance 8.866680367359761 Each least square approximations [-7.3679697 0.78484251 -4.3532096 1.87183975 -3.17942397 0.94275214 1.78738639 -0.85301752 -1.32213095 0.57078632 0.89227236 -1.82964054 2.17368839 1.80316273 -0.03583954 1.42785386 -3.20682294 -0.18264346 -0.90445533 1.95812888] Distance 8.83688256080862 Each least square approximations [ 6.72467502 0.56852057 1.39387851 -1.3469846 -1.48577405 2.19789355 -1.96963384 -1.62513993 -1.06866793 -2.10628426 -2.17954658 -0.97753176 -0.36154194 0.79343098 0.65692793 -0.46714228 -0.05658146 1.79180704 0.55769266 -1.55824682] Distance 10.957322927391377 Each least square approximations [ 7.62700334 0.46529871 -1.42982671 -0.32615811 3.77793974 -1.25110288 -1.16940488 0.83314199 2.44811952 0.85385168 1.64608676 -1.02158188 -0.44121058 0.59724653 1.48005264 -2.34372921 -2.15798977 -1.45009006 1.44667089 -0.56430801] Distance 9.759669062394613 Each least square approximations [-5.69567077 -2.32153993 -4.30126317 -1.82226427 -1.13607847 -1.30558336 2.05594608 1.56758759 -0.53294264 0.66313764 1.60203626 0.38208346 0.46858239 0.00951138 -0.71330678 -0.15976732 -1.12397163 0.88548378 -1.82333281 0.05223471] Distance 11.075863274037077 Each least square approximations [-7.40282937 0.05039599 1.84516834 -0.13147456 0.21746586 -0.77557929 0.13219934 -2.82411025 0.65921271 1.63304772 0.33340139 1.08526061 1.35585211 0.59280424 0.59535591 0.41916505 -0.6484624 0.66797967 -0.27762071 -1.10349484] Distance 11.199594289025127 Each least square approximations [-8.91576401 -2.57484156 -0.89254248 2.09318084 -1.21131158 0.80742399 -3.64711784 0.69779131 1.9598261 -0.75805883 2.09991766 3.02406543 -0.677622 3.86150605 0.99493336 0.66510435 1.57924543 1.59134491 -0.79831278 0.46086177] Distance 7.329096310699456 Each least square approximations [ 7.98873436 -0.81595389 1.87301911 -2.45489074 0.08944554 1.43577925 -1.79546489 0.82033775 0.47778782 -1.83698927 0.88206429 1.40377835 0.58531089 0.51015662 -1.56249902 0.54461426 2.08488496 -0.91800499 2.26971536 -0.6768782 ] Distance 10.054495410998323 Each least square approximations [ 7.78251776 -0.38969941 -1.75602427 -3.99708971 2.02756042 -0.51681573 0.78011181 2.70917224 -0.98815915 -1.47080143 1.13818591 0.45713343 1.255364 -1.23925145 1.79915244 -0.27860959 -0.49158378 -0.61296804 1.1414386 -0.0347431 ] Distance 9.822062772750995 Each least square approximations [ 7.97780001 -1.10073643 -0.91638477 -0.05792491 -2.58318961 -1.92829093 -4.36918922 -0.42385169 -0.12251648 0.51670745 1.08778156 0.20648501 1.08058677 -0.18897047 -0.30850066 1.10037025 1.46973142 -0.00970018 0.54058907 -0.56458397] Distance 9.9710456881476 Each least square approximations [-7.10562313 1.91575955 3.4301987 1.46416653 -2.88180221 -2.76364113 -0.69780306 -0.32710178 0.76172283 -0.40958537 -1.87221104 -1.3444564 0.36674508 1.5967068 1.24371031 2.47990328 1.0805064 1.45242939 -0.30819648 0.04068668] Distance 9.856433767255114 Each least square approximations [-1.07667762e+01 -1.09516760e+00 -5.18504169e+00 -2.53837933e+00 3.46300952e+00 -1.53605018e+00 1.61462177e+00 1.34628444e+00 -2.18226133e+00 -1.01570916e-01 7.67616062e-01 3.48929081e-01 -2.37004706e-01 1.42942843e+00 1.55429674e+00 -5.33041889e-03 -2.37012093e-01 1.61818987e-01 1.05599501e+00 -5.44200091e-02] Distance 4.706747886532929 Each least square approximations [ 6.79938557 3.71289718 1.47704213 -1.83434384 -0.72818849 3.73640497 -1.42456208 -1.14696479 -3.96480443 -0.63878155 -0.85079679 -0.94477512 -0.05625733 -0.39246533 0.65575583 -0.94732157 1.07528158 -0.38367578 0.26930902 0.18593339] Distance 9.926535722842994 Each least square approximations [ 7.4660046 -0.68315044 -2.26199095 -3.49313738 5.01757407 -2.15851714 -0.36351635 -0.52258884 1.02874622 1.7831244 0.83089863 -0.41814046 -0.89211274 1.95285583 1.74282191 -1.32278184 2.97137815 -0.80147458 1.4410597 0.30142948] Distance 8.524628680166396 Each least square approximations [-8.39932125 2.0184668 -5.44939757 2.3177871 -0.55708748 0.3215936 0.4284855 2.58013795 1.37847061 -1.78306275 -0.46366663 0.51645003 0.1750072 -2.50748695 0.43896508 -0.06619946 -0.17905738 -0.25378501 1.24170165 -0.62316778] Distance 8.457344382697134 Each least square approximations [-7.39126588 -0.57379047 1.5408558 -2.53090975 -1.89089229 -1.61591543 -2.80469611 -0.26646171 0.45806051 0.66428755 -3.73182663 -1.79596425 2.00146292 -0.74129285 0.45830684 1.01234389 -0.35634875 0.63286759 0.81070677 0.03453315] Distance 9.996598121597632 Each least square approximations [-9.12685246 1.24087482 1.07205022 -2.74380661 -0.14044689 4.11773152 -1.76563541 0.22215199 2.61619081 0.14884627 0.67771759 -0.5212009 -0.4413893 -0.2790948 1.00814546 -3.23572212 -0.63834993 0.63165642 0.17554014 0.34123626] Distance 8.282846784207809 Each least square approximations [ 8.67980714 3.87465807 0.92969355 -4.09210089 2.18883533 4.6792273 0.55642853 0.27199929 -0.90555611 0.43858675 0.50030205 1.74448037 0.04290054 1.42242377 -0.42686707 -0.99751193 -0.24442282 2.12517267 0.31303634 0.1145246 ] Distance 7.439633929438823 Each least square approximations [ 7.10974477 1.82914859 1.02461531 -4.780407 3.02065317 2.10890579 -2.27846099 -0.74429351 0.50606569 -0.98701744 0.66366569 0.61085307 1.57628904 -2.55129761 0.11686685 2.54195385 0.58669033 -1.38911304 -0.43577885 0.66378127] Distance 9.221943446703865 Each least square approximations [ 7.06443051 -0.05020648 -1.62448808 -6.99796702 0.57204597 -2.30531595 -1.44370328 -1.62090365 -0.25390289 -0.36891971 -0.8256845 -0.07452969 -0.2147512 0.06000058 0.20208272 0.71045807 -1.3996442 -2.76909287 -0.8582372 -0.45031665] Distance 8.868658543242018 Each least square approximations [-7.02849162 -0.72649709 3.67602848 3.15276127 -1.37260071 0.69257025 0.75870779 1.32693389 1.81437572 2.63254035 -0.68238727 -1.63325005 0.61254938 -0.12185731 -0.53355398 0.56789383 2.10468296 -2.12713167 0.58001474 -0.22437161] Distance 10.03995117659194 Each least square approximations [-7.70232577 3.42743789 -7.12312124 0.91532122 2.006548 -2.24497042 -1.8142621 4.12103353 0.74858359 1.68031246 -0.58915486 1.7043402 -0.75828006 0.72968756 -0.5204713 0.63356811 0.68504514 1.56143344 0.04139383 1.08311789] Distance 6.3552626056879165 Each least square approximations [ 8.72878575 2.19940439 0.439555 -1.47181776 0.62109703 3.82934033 -3.28153547 -1.39472398 -2.11026601 0.38565826 -1.56204197 0.39753721 0.99434569 -0.96078635 0.40039866 -0.73630504 0.67734145 -1.76334767 -0.51946994 0.32891818] Distance 8.942319113194978 Each least square approximations [ 9.07610644 0.47692666 -4.94766318 -4.47967569 1.32894903 -1.04591325 0.02187313 -1.69154713 -1.71751248 0.47915906 0.28917462 -0.13697883 -2.48775256 0.30060203 0.73646069 0.24537076 1.56871239 0.68581507 1.34346179 0.80876962] Distance 7.513432542386587 Each least square approximations [-11.72582887 -1.21488486 -1.45413296 4.09258859 1.1551883 1.54087724 0.23478318 1.74349261 0.85176229 -2.9184074 -0.45000309 -0.57863108 0.0879054 -1.28007847 0.1864036 0.8492099 1.31300402 1.98856955 0.16702478 -0.70601184] Distance 4.6746230660971655 Each least square approximations [-8.72790591e+00 2.66790459e+00 3.87572646e-01 -3.45064466e+00 -2.33006217e+00 1.16495859e+00 -3.53956669e+00 -4.12468109e-01 2.20190845e-01 8.26420533e-01 -1.83478953e-01 -8.57266400e-02 4.12410743e-01 -3.94817932e-01 -6.62073635e-01 6.70365449e-01 -3.33841670e-01 4.84464232e-01 -6.87239191e-03 -8.42787951e-01] Distance 9.327302753121485 Each least square approximations [-9.77406091 0.7039386 1.88418228 -3.65761086 -3.34398544 2.78719474 -0.47248438 -1.08636516 -0.68224496 -1.24222815 -3.59055169 0.79080488 -0.12936518 -2.19007364 0.38728179 -1.71028231 -0.12936093 2.25656343 0.1283079 -0.24245215] Distance 6.5550713713799 Each least square approximations [ 8.76498134 -0.43281672 2.59829937 -2.91566647 4.05276523 2.95202272 2.36329055 -0.41401133 -1.71768004 2.90413238 -0.23274455 1.99189366 -0.73026442 -0.75385683 -0.15713701 -1.18172285 -0.15217244 0.41248468 -0.30092837 0.6227111 ] Distance 7.944586095721606 Each least square approximations [ 8.40645331 3.49352298 3.64065855 -2.51948884 2.2470205 0.56308546 -0.51619428 -0.63723553 -1.23916668 -0.41253812 3.22046489 -1.58737725 1.19822044 0.31026957 -0.26469887 1.93412031 -0.26322932 -0.61348056 -0.70050668 0.58580861] Distance 8.668567588840308 Each least square approximations [ 9.15221138 -0.80264177 -0.42971509 -6.20362195 2.91571373 -2.26877345 0.22718635 -0.90838185 0.42557396 -0.00992219 0.47661863 -1.00021073 -2.98816328 -1.52860025 0.94541016 -0.55973156 -1.50768632 -0.71591767 -1.22919739 -0.24503579] Distance 7.002634726206067 Each least square approximations [-8.65425835 -2.75053526 2.69868314 1.47957873 0.56560095 0.29778554 -2.57630606 1.46678515 2.91425235 3.20186495 -2.09212969 -1.27665476 1.31576686 -0.87217062 -2.25679552 -0.8034314 -0.15061915 -1.67011408 -1.32963391 0.43023425] Distance 8.123986593370041 Each least square approximations [-5.52496495 3.4509255 -5.90441003 1.88561542 -1.80852977 -4.15321405 2.92797335 0.35621772 -2.60590397 0.75870306 0.42533115 2.70521157 -2.0566018 -0.77153534 1.09595921 1.48363978 -1.58116071 0.88176495 -1.81671199 1.45051584] Distance 8.094186223894077 Each least square approximations [ 7.59284761 3.93157352 0.69662542 -1.52216691 0.71491759 4.5961443 -2.93989651 -2.99383492 0.99829195 -1.36258872 1.44773645 -0.38501732 0.26252605 1.22118033 0.29698373 0.09572753 -0.74607775 0.34396967 -0.09891971 -0.28316029] Distance 9.202698067942444 Each least square approximations [ 8.70864557e+00 -2.14992154e+00 -3.13585089e-01 -4.67559386e+00 4.08151816e+00 2.23759568e+00 -1.41764735e+00 7.10714004e-01 2.51347163e-03 -2.51882663e+00 -1.61032220e+00 -5.43050969e-02 -6.40630680e-01 2.78800528e-01 1.46890491e+00 5.44153466e-01 -2.47038123e+00 -5.82313851e-01 1.54405075e-01 8.51667970e-01] Distance 7.8540380151467 Each least square approximations [-6.92724462 -2.55803729 -6.15529733 -1.28936205 3.46997086 -1.54958546 1.95233594 -0.88744531 1.22634342 -1.23907792 -0.43268252 1.56439399 -0.17335941 -1.66972555 -0.51097767 -0.66169506 -1.0561841 0.98800172 -1.44898031 0.32980508] Distance 8.986093524052384 Each least square approximations [-11.12553629 -3.66883514 2.19449753 0.03181296 -1.7854304 0.97229808 -1.44654106 -3.88534761 0.24124558 2.08558275 0.30755503 0.69051624 1.44602823 1.15114445 -0.04047059 0.46461833 0.44853407 -0.03634501 -0.70877603 1.79076079] Distance 5.609033222956253 Each least square approximations [-7.35459735 -4.23659889 3.89960235 0.35020818 -4.4322274 2.6585242 -1.98004108 -2.71030663 1.6129006 -0.62678852 0.78037934 0.86819764 -1.61289501 1.37872995 0.30053342 -0.06086186 -1.64432149 -0.3684263 -0.48841486 0.26971732] Distance 8.361263846436504 Each least square approximations [ 7.91200768 -1.29001357 5.70647867 -2.6298715 2.84757745 1.67598165 -2.95646092 -0.03314239 0.35019204 0.8708723 1.27315777 -1.12573469 1.8371221 0.45589977 0.40882871 -1.66601219 0.6983853 1.58359397 -0.08844361 -0.90983739] Distance 8.356591394111865 Each least square approximations [ 9.77480520e+00 -1.28762705e+00 1.30781848e+00 -3.76979127e+00 1.46576412e+00 5.18833829e+00 8.99850177e-01 2.18616681e+00 -8.49336083e-01 2.63091712e-01 2.49740718e+00 9.82116291e-02 -2.29667033e+00 1.67492914e-01 2.73581168e-01 -1.95304693e-01 -1.90199625e+00 2.10279005e-01 8.34167598e-01 -6.77987440e-03] Distance 6.539764553918772 Each least square approximations [ 8.00949051 -1.11604647 0.62354675 -4.57227611 -4.28348704 -2.31746533 -1.07813468 2.18649849 0.11159602 0.79436817 1.59986827 -0.12538144 0.54837612 0.47531454 0.23315163 2.49906407 -0.22007406 3.00645018 -1.12674489 -0.98464724] Distance 8.344859896802419 Each least square approximations [-8.61851427 3.32606943 6.72372255 0.19101759 -0.90740253 -0.3180477 -0.04204556 1.59274774 1.6790558 2.57946293 -2.58388644 -0.31511611 -0.02318672 1.26159387 -0.74248384 1.89541371 -1.39567291 0.50464163 -0.84921454 0.65054771] Distance 6.926825310138354 Each least square approximations [-7.99252132 3.80482577 -8.20676208 0.70150166 -0.5350755 -0.66296564 0.55394596 -0.09783311 -2.28006136 -0.82847119 1.66734316 -0.9114815 0.64504757 -0.41871003 -1.32320197 0.37462171 0.24455703 -0.17621312 0.57580179 -0.41047292] Distance 7.129484303025194 Each least square approximations [ 8.91247038 2.46951244 1.07091658 -2.12120905 -1.1858639 3.66637497 -2.68352348 -1.13444107 -2.02337115 -0.91364278 -1.45170883 -0.83021729 -0.43395847 0.74897245 -0.39969672 0.53984742 1.41429394 -0.77554835 -1.17763738 1.27236337] Distance 9.032944033336273 Each least square approximations [ 8.85397763 -0.80020051 -4.27768939 -3.74835727 3.76662218 -0.01113451 -2.40405268 -1.75163178 1.38942952 1.60874021 0.85481274 -1.4818803 -0.09659777 0.08450583 1.77907339 -0.87252899 0.24006403 1.16248183 -0.05963645 -0.20775285] Distance 7.961168339395489 Each least square approximations [-10.31938349 -2.03502743 -4.58150813 -1.43823661 2.45718387 -0.50651691 -1.71202355 2.12276102 -1.94406164 0.224263 1.9921644 1.40800159 1.63296652 -1.72330052 -0.37055736 1.07168753 -1.2889275 -0.25662871 -0.13844035 0.59449131] Distance 6.66463181619591 Each least square approximations [-9.90793077 0.72505073 -0.97427144 -3.79885441 -2.6012239 0.90162065 -0.96684833 0.82461683 0.38771704 2.30010979 -2.76603478 0.64387578 0.33497585 -0.39090638 -0.84092248 0.37823779 -0.28887491 -0.86763361 -1.16927673 0.3397586 ] Distance 8.392466720415097 Each least square approximations [-12.07046333 -4.02448834 1.15637189 -2.73711744 -0.05091996 -0.56819465 -0.53745986 -0.66265218 0.87700682 0.93829963 1.34019443 -1.66085042 -0.509243 -1.80596226 0.13507316 -2.74415025 -0.8417414 0.50725532 -0.14069014 -0.04720585] Distance 4.539265938805709 Each least square approximations [10.40637409 -0.57103912 3.33192659 -1.91582598 2.40277152 2.91464406 1.57139119 -0.87601673 -1.02238241 -0.148271 2.11408743 0.72025485 0.94027302 1.60058764 0.63884537 -0.53359449 -0.16692098 -0.84005281 2.03732881 0.88162793] Distance 7.34095421932299 Each least square approximations [ 9.45341666 1.85649193 2.55610483 -5.01585762 0.6658508 0.43872679 -1.94592644 -0.43618272 1.09115811 -2.92558781 0.31691543 1.327098 -0.46835717 -0.39589518 -0.15518055 1.19798451 -0.22381169 -0.3182565 0.94055898 0.44432172] Distance 8.175717107165148 Each least square approximations [ 1.06365397e+01 -4.66523438e-01 -3.86830417e+00 -5.19678484e+00 -1.13864250e+00 -2.61950844e+00 8.77718984e-01 1.13825512e+00 -6.25315413e-01 3.61589361e-03 1.28885200e+00 2.62859851e+00 -1.39740337e+00 2.92593148e-01 7.69407292e-01 -5.93233040e-01 9.77010002e-01 -4.30936313e-01 6.65494096e-01 1.58666672e+00] Distance 5.389656698005672 Each least square approximations [-10.39482669 0.36139416 2.36446568 3.21525663 -0.59712225 1.39150769 -0.7849427 1.48800109 1.81330563 1.90501212 -0.346815 0.34692018 -0.9226054 2.46247883 -0.52899448 -1.02829571 0.13908094 0.33508291 1.18366516 1.51161786] Distance 7.885360352103715 Each least square approximations [-7.25360681 2.78758998 -5.270466 0.47340033 3.40510454 0.33421458 1.43213119 1.40094959 -0.57209961 -0.62637587 2.76615574 1.21099323 -1.68328972 0.24480149 -0.23579428 0.20874821 -2.52771456 -0.39473962 -0.11146009 -0.60468832] Distance 7.93840163829767 Each least square approximations [ 7.36630293 2.7219607 1.56155375 -1.43573574 -1.03716423 3.82303411 -1.66652193 -0.68139698 -1.79669869 1.70493289 0.79671721 -0.30588174 -0.56016846 0.86859948 -0.59856475 0.77627226 0.15933887 -1.73348205 0.46638385 1.07696292] Distance 9.406115550987478 Each least square approximations [ 7.2800127 -2.76921027 -2.78517023 -2.56769277 3.73442742 -0.96168994 -1.33589399 -1.26930609 0.84910485 1.93432512 -0.34942738 -1.03639616 -0.6656629 0.54582115 0.14814947 -1.44280528 0.81528193 -0.68765641 -0.8976685 2.09718605] Distance 8.874140434771693 Each least square approximations [-8.86159263 1.9579356 -4.21099131 2.47623669 0.04365474 -0.42216874 0.02858967 2.15590274 -1.30226424 -0.54088011 -0.17930867 3.74111916 -0.56567169 -1.71907361 -0.20130752 -0.80435494 -1.68563347 1.52781275 0.39669463 -1.67738934] Distance 6.906447843350425 Each least square approximations [-8.24323787 0.46786047 -0.77919709 -3.62135141 -2.14169712 -0.68453784 -2.70055387 0.67787291 2.55321454 0.0898625 -1.48759811 -0.28757282 0.34114584 -0.81446463 -0.29805309 0.33249952 -0.23275212 -0.20739771 0.69167212 0.06753244] Distance 9.044235864065298 Each least square approximations [-9.31332637 1.88798698 2.13024075 -3.53895399 -0.72212542 2.61202258 -0.09642467 -1.65937319 1.2277452 0.89234039 -1.37438381 -0.92205295 -0.44314782 -1.52230064 3.15640295 -0.43476208 -0.14467118 -0.29294081 -0.6566943 -0.30138676] Distance 7.146357009681317 Each least square approximations [ 8.44034841 0.64575203 0.8394772 -0.90036376 4.25750238 4.35237538 1.13003142 0.52912486 0.74483715 1.63066854 0.31619717 -0.11321839 -0.96062818 1.25157611 1.05049537 0.13644328 -0.91502247 1.28676225 -0.10895572 1.12012882] Distance 8.023921984173542 Each least square approximations [ 7.17306708 3.0258826 0.85917283 -4.20062811 1.89541138 2.34169567 -0.32806882 -0.64247103 2.38041611 -0.98508716 -0.0191364 1.0677689 -0.2335544 0.0890504 -1.71061154 1.91285467 0.97278142 0.69060382 0.7070196 0.41496141] Distance 9.042686266657714 Each least square approximations [ 7.61127969 -0.19833494 -1.76861404 -5.97925872 0.83237561 -1.73407914 -0.58344398 -1.28750744 0.21863611 3.69167605 0.67421012 -0.93548603 -0.98198062 2.28186041 0.20959632 -0.4129884 -2.65046766 -2.04873962 -0.53126961 -0.47722991] Distance 7.1559013830804545 Each least square approximations [-8.27203105 -0.63230928 2.09841307 2.77960592 1.27764189 1.17511527 -0.80239974 1.99680307 1.457799 1.97694353 -1.04356133 -1.07876756 -1.54404862 1.18002427 -2.57940009 -0.44468025 1.03551024 -0.25660629 -0.94438521 0.72612191] Distance 8.764017484025427 Each least square approximations [-1.10287740e+01 -5.98831027e+00 -2.91049052e+00 -2.16197813e+00 -2.31189324e+00 -5.86344903e-01 -3.78221984e-01 2.24939604e+00 -1.79268979e+00 9.85790395e-01 -3.76501176e-01 6.65125024e-01 -6.23618525e-01 -1.20923944e+00 7.62198936e-02 1.05051905e-01 1.53701104e+00 6.57342790e-03 7.32910849e-01 1.05880798e+00] Distance 3.192142825624969 Each least square approximations [ 3.17083363 3.29937337 0.76457928 -1.36302326 -0.70681544 1.82486626 -1.57801399 -2.15480773 -3.7339363 -3.18669704 -2.37192306 -0.82781431 1.33394348 -1.02435296 0.5233402 -0.61897679 1.21454838 0.36306353 -0.88104158 0.31211028] Distance 11.474231559657449 Each least square approximations [ 5.00199171 2.60094102 -0.76932755 -3.76271183 3.81264238 -3.28134791 1.06762693 0.46037623 3.0987006 0.36327517 3.18615688 -0.96135047 -1.22730336 3.03179436 0.7420622 -0.49511217 1.77810598 0.0116904 3.61196304 0.47688675] Distance 8.969361512734224 Each least square approximations [-7.46770156 2.06948691 -1.6376724 1.4362673 -0.991258 -2.07167692 1.10770028 0.79681155 -0.24777053 -1.96866812 0.30254115 -2.26756391 0.25122445 -1.79674562 -0.86972752 -0.29502761 0.89319938 -1.16093683 1.06213344 1.03382167] Distance 10.620739803604305 Each least square approximations [-4.12353699 -1.65845075 2.2150103 1.13707906 -1.30484799 -1.21003929 -3.21689976 -1.25047544 -2.21969857 0.29190331 -2.7569673 0.11728566 2.6091714 -1.08709286 1.1823325 0.65032214 1.01440767 1.24553972 -0.8427136 0.71360156] Distance 11.623647555312163 Each least square approximations [-7.1133638 0.54480755 -3.27147634 -0.31034732 -2.69485348 3.64625951 -2.17105784 1.55476957 2.20660978 -2.27680062 1.59299894 -0.30837035 0.77149095 -1.55331124 -0.23576622 -4.19851123 0.08376554 1.24900049 -0.69680882 1.72644163] Distance 8.636240378823869 Each least square approximations [ 5.85851608 5.15604416 0.73940662 -4.4452323 0.75614271 1.37713102 0.78362117 -0.0063809 -3.80088345 -0.02875949 1.45286094 3.2207552 0.60175311 1.20591577 -0.84458712 -1.3120742 1.2620175 1.67480284 -0.37265531 0.51003257] Distance 9.061059283290476 Each least square approximations [ 5.14749105 -0.29099588 0.25641694 -3.18924614 0.6406542 -0.04771956 -3.98720511 3.56024218 -0.22831363 0.62089909 1.91492802 0.20701075 1.52866211 -3.45867853 0.92706363 2.93388143 1.14086597 -2.1500032 -1.29702915 1.23166628] Distance 9.976823567814922 Each least square approximations [ 5.38583203 3.0429135 -1.57416261 -4.60940837 0.07527822 -3.30797986 0.48656324 -2.58876554 0.83947496 -2.91236179 -0.86828038 -0.70717969 0.03030022 -0.05381346 0.32937081 0.74778208 0.7324542 -1.04962501 -0.29480908 -1.69901872] Distance 10.333276277451779 Each least square approximations [-4.49688159 0.96759691 4.5537681 -1.29061293 -2.50515495 0.00459657 0.5068391 -0.03066407 1.51547058 1.00168475 0.20533012 -2.79987773 1.9394099 -1.99352893 0.34328444 -0.90263413 3.27710187 -2.09472463 0.25625618 0.99084675] Distance 10.782385374406472 Each least square approximations [-3.7289596 -1.27741312 -5.21771126 -2.36347066 -2.71270089 2.47192145 -3.27839326 -0.44790541 -1.82405831 0.01719283 1.4210943 1.63936281 1.33313227 0.27713747 -1.7560703 0.98863937 -1.6214719 -0.08090795 -1.00613329 1.75540499] Distance 10.1675107050672 Each least square approximations [ 2.36314981 1.72713271 0.16885876 -0.38329277 -1.524141 0.9962041 -0.34581506 -1.18969414 -3.66914785 -0.83329072 -2.17510048 -0.65089544 0.32115203 -0.58830359 -0.42213837 -0.43285157 0.67927999 0.23561795 -2.14357663 0.9386586 ] Distance 12.534343622771633 Each least square approximations [ 3.72606901 3.50501282 -2.27901425 -2.941375 -0.13625892 1.47697172 0.71902972 -1.38859799 1.59867922 0.34984667 1.79598048 -4.96640089 0.35677412 3.62801795 2.11881989 -0.94712555 -0.51947767 -0.85100856 -0.91254315 -0.24393136] Distance 10.051448089629083 Each least square approximations [-4.81574505 1.32058905 0.45186506 -1.51136554 3.4105442 -1.8035295 -1.67873402 3.47893863 0.59151897 2.94933918 -0.08265765 -1.27959515 1.1176177 -1.89143297 2.26808715 -0.04967693 -0.61708506 0.45146604 -2.57033765 2.79159934] Distance 10.19523582776266 Each least square approximations [-3.33664161 -0.54031327 2.23225659 2.36768241 1.66556236 0.95381578 -0.43615036 -2.04645804 1.52644739 1.93642198 0.76719003 -0.03719591 1.51580551 1.23617314 0.72452103 -0.37877246 0.46632922 -2.24041011 -0.72649345 -1.01149686] Distance 12.198143515414813 Each least square approximations [-6.18213072 -3.86768571 -5.13288469 -1.46927635 1.75684786 0.88325306 -3.72851072 -2.80298954 -0.47566393 -3.74384076 2.04900563 0.78457557 -0.71739237 0.65534231 -2.34745633 0.35889684 2.86205209 -0.6584265 0.21643378 0.18808329] Distance 7.4274610928416225 Each least square approximations [ 4.21842984 0.75529573 -0.94684327 -2.4227999 0.64899917 2.9626171 2.22447042 -3.20070583 -0.17549529 -1.78342183 0.04681496 0.38425464 2.51664368 1.5059404 0.90719472 -1.91054496 2.57380737 -1.91020863 2.34015816 0.70671891] Distance 10.705811992958367 Each least square approximations [ 4.46861935 -1.19609489 1.21615052 -0.87908195 -2.43303485 -0.72222361 -0.29700547 4.36487697 -1.00933665 -1.29209169 1.48954025 0.10592958 1.28588645 -0.89420013 1.12233075 1.45584316 -1.23062172 1.24803208 0.50215613 0.26777135] Distance 11.551779301148777 Each least square approximations [ 4.14929601 2.13386518 -1.94538049 -1.53748111 -1.75721131 -3.98644058 0.68709729 -0.21260171 1.08814262 -1.64734092 0.75613939 -1.72126053 -0.1471568 0.41499308 0.25767521 0.25287553 1.6280841 -1.27253203 0.23615254 1.32036628] Distance 11.643956483102814 Each least square approximations [-3.33495634 2.15782525 3.82573537 -0.84895919 -2.95413618 -0.88858544 -0.04451484 -1.17217995 -0.83696413 -2.36605557 -1.55547592 0.26567876 -0.07785739 0.52358656 -0.17216741 -0.37786504 0.07084923 -0.08768041 0.02687441 -0.23241613] Distance 12.061758696002636 Each least square approximations [-6.05588703 3.64800388 -3.82538341 -0.24641114 -2.29810093 -3.021105 3.55807257 -1.1147469 -3.83733991 0.27305903 -0.14207678 0.00605843 -1.38933807 -1.28943212 -0.47771513 0.89562949 -2.03604001 -0.07232837 -1.10555529 1.55323105] Distance 9.782025127217802 Each least square approximations [ 5.67896665 2.59922675 0.50084162 -1.03553495 0.03078261 4.25140197 -2.58060029 -2.55712511 1.84280606 -1.64695043 1.16374816 -0.22586372 -0.49312052 1.57388762 0.23593127 0.27329977 -0.62813502 -0.15423074 0.08835786 -0.61682605] Distance 11.538155156024196 Each least square approximations [ 6.39701535 -2.29313124 1.00358919 -3.65923137 5.00032115 2.46642959 -0.95411189 -0.99341201 2.29093067 0.84729581 0.61477138 0.26328269 0.15100588 0.07525297 3.8432943 1.3471321 -2.72873782 0.25787185 -0.53868502 -0.27687185] Distance 9.562187894446762 Each least square approximations [-6.37003137 -1.14487934 -4.50827567 -4.89735239 3.17749111 -1.54846878 2.55507568 0.80277053 -0.6631993 -0.20345083 -0.03641722 2.88796605 1.53010305 -2.79178376 1.25963284 -2.19024315 0.39332827 1.05627541 -0.45612654 -0.59207817] Distance 9.1032305675428 Each least square approximations [-11.41169609 -6.61695395 -0.0650663 1.71138427 -0.16441482 1.28119217 1.64539643 0.10096807 0.13986447 2.69413457 -0.8096284 -0.09455622 1.7953502 -1.34920332 0.45318635 0.87780569 0.96204975 -0.51037625 -0.78545767 0.2411786 ] Distance 4.330190647420647 Each least square approximations [-7.91972667 -4.63664491 1.73745816 1.51895491 -0.7135234 3.95896931 0.12418193 -1.74827479 1.73828853 1.12102289 3.55757943 1.52524291 -1.2193191 0.25108534 0.19173464 -1.00828411 -0.81624579 -1.55693847 -0.01926137 0.67672157] Distance 9.038235441696887 Each least square approximations [ 6.54470492 0.1977755 5.95723617 -1.33954006 1.92692112 0.93952867 -2.18651029 1.88883297 -1.76421855 1.18221387 2.3663248 -0.96867858 2.28963002 1.52704887 0.88033571 -1.87416786 0.29714547 -0.90699682 0.68877388 -0.85330008] Distance 9.888418758879178 Each least square approximations [ 8.74659804 -2.62597997 -1.71937109 -5.44361727 0.89698308 3.76811807 -1.12194321 1.20151778 -0.74662033 -1.35350791 1.40100964 2.49421335 -2.11451696 -0.99160509 0.18665802 0.77586765 -1.84912234 -0.46411948 0.6731175 -1.37936676] Distance 7.717181518383877 Each least square approximations [ 7.8202518 0.64292883 -2.00385126 -3.26168065 -4.4576903 -1.99119452 -1.75143219 0.9740703 -0.70722925 1.42980095 0.3360478 2.24316268 1.81800552 1.24384617 -1.72580423 1.65140999 -0.42712721 3.53673772 -1.0314214 -0.47293666] Distance 8.922005975079063 Each least square approximations [-8.76299251 6.95054551 4.45166625 2.05829526 -3.26146461 -0.72814995 2.14759324 0.45986906 2.44793704 -0.37062547 -0.47210384 -1.36645082 -0.69318128 0.51538313 -0.47884203 0.63163817 -1.83715017 0.69181581 1.12635303 -0.10600466] Distance 6.002557887887087 Each least square approximations [-9.92048892 -7.41433142 -2.48519919 0.5047089 1.23795194 1.69944343 1.39504693 -1.03172504 -1.15882104 1.9231623 -0.85837734 -0.58324243 -1.28835984 0.42538672 1.32502268 -0.29575315 0.74370022 -0.42057358 0.04377965 0.98216118] Distance 4.4985733802787475 Each least square approximations [ 2.42478521 2.83703825 1.04183353 -0.55942754 -0.23531977 2.1505862 -1.27573968 -1.89544118 -4.30229812 -2.01580607 -2.25521159 -1.33508922 0.35136942 0.12967332 0.58516425 -1.29912403 1.44918144 -0.17327972 0.83522893 -0.52315684] Distance 11.791767084216103 Each least square approximations [ 3.78758588 1.28964784 -1.26570981 -0.63806356 4.72091446 -2.63643513 0.45121268 -0.50637616 3.37809962 1.35394949 2.65856719 -0.37685753 -2.56587842 2.47266237 1.02378764 -2.13290788 1.8721662 -0.60595579 3.47411461 -0.41276817] Distance 9.818792931022964 Each least square approximations [-5.23079302 4.00238074 -3.98095461 0.61988486 -3.46332286 -0.01280238 1.38775099 1.36166804 0.59174675 -0.25897055 2.04841831 -1.45295288 1.07066351 -1.46577027 -0.80053556 -0.22986162 0.10517811 -1.05093686 1.0624488 0.95818642] Distance 10.474929391984185 Each least square approximations [-3.00649269 -0.09863251 1.33587234 0.31666636 -0.41511673 -1.17943131 -3.53762393 -0.75878881 -1.96533243 -0.55086032 -3.03038215 -0.34637351 3.69894867 -0.93264546 1.42746444 1.08756444 0.29692086 1.25375016 0.10374767 1.34992203] Distance 11.775585779480345 Each least square approximations [-6.12960457 3.04906199 -1.60710779 -0.11648279 -0.77068744 2.65898003 -3.2065934 1.40326322 2.84286295 -1.20007248 3.53985005 -1.587649 -0.95947577 0.97797044 1.21181845 -3.91325982 -0.1981167 0.13436958 -0.28986278 1.43365457] Distance 9.174798651466304 Each least square approximations [ 4.56669189 4.4712104 -1.24824552 -5.58895027 -0.25228974 3.32080907 -0.28850419 -0.20518045 -2.79995877 -1.4264745 2.79817868 1.1398788 -0.26425751 0.89241844 0.53205453 1.34775248 2.04909543 1.542227 0.88514779 0.3724572 ] Distance 9.201091576222256 Each least square approximations [ 4.01247278 0.75720499 -1.17678173 -3.41070882 0.34538573 0.26311804 -1.47782055 1.53515443 1.12535833 -1.17896814 0.67585765 0.34981177 2.09273162 -3.22420121 0.4925703 1.67052241 0.73604066 -0.48575887 -0.87257194 3.04339214] Distance 11.520473122645067 Each least square approximations [ 3.92276356 1.38365615 -2.42653922 -3.22743573 -0.46470147 -2.05740755 -0.85900195 -2.37681718 -0.57103233 -0.33474197 -0.73536445 -0.65623659 0.12721079 0.16274578 -0.61139455 0.04429821 1.46455881 -3.10693369 0.78032919 -1.38799919] Distance 11.763598538126775 Each least square approximations [-3.58047157 0.63781088 3.12191953 0.5411034 -1.11489813 -0.40174441 0.73467003 0.40904301 1.11609606 -0.17880523 1.61893807 -1.93339102 2.06239793 0.16109839 -1.46643344 0.07867983 4.04369896 -3.31508068 -0.15121174 1.51117601] Distance 11.396886982423378 Each least square approximations [-5.56112174 3.87014762 -6.53281166 4.60714996 1.64890699 -2.93565247 1.82824275 3.13090095 -1.9028288 1.39572647 0.20419194 -0.78415963 1.26086718 -0.12880936 0.6478206 -0.3390519 -1.47857149 1.47443776 1.40911707 0.54238758] Distance 9.16627502835002 Each least square approximations [ 1.50800796e+01 3.60317262e-01 1.42465646e-01 -7.07593864e-02 9.35808836e-01 -6.28504642e-01 -2.26965163e-01 8.46628973e-01 -1.37054073e-01 -4.74537830e-02 -8.58877986e-01 3.36972935e-02 6.04427196e-01 -9.81912940e-02 5.13094608e-01 -4.12411757e-01 -5.95761112e-01 -6.94300918e-03 4.80675580e-01 -2.71695978e-01] Distance 1.2188071299658876 Each least square approximations [11.06626092 -3.25397679 -4.66178127 -1.91412405 0.33728537 -0.9354984 -1.66335441 -0.07677924 0.36085893 0.92431534 0.84688539 1.90522296 1.58342068 0.16564029 1.89214778 -0.04816454 -0.24248176 0.39715731 -0.1516877 0.08086455] Distance 7.708009302189417 Each least square approximations [-9.0431894 -4.72458483 -5.45538999 -0.18032427 1.43314279 2.4638544 1.4356741 0.30342257 0.05369446 -0.1298457 0.79724422 0.53956049 -0.8970183 -2.01529948 0.02081193 0.85079226 -2.4802756 0.94938077 0.95032181 -1.74713438] Distance 8.46159030871948 Each least square approximations [-10.58747352 6.16449735 3.12921337 -1.80230375 -4.27807407 -2.09416135 0.10479775 -0.92551179 2.93902006 0.60245397 0.80079768 -0.2587821 0.97290196 -1.75677886 0.34770652 0.44067575 -0.90174568 1.09343368 -1.76846634 0.70412962] Distance 5.1900531228408715 Each least square approximations [-9.5510116 -1.7707493 6.73950188 -0.58909254 -1.73860747 1.27826508 -2.35919077 -0.80875897 -0.62712571 -1.09434961 -1.34241252 -0.25685662 1.29056126 1.38920281 0.62186969 0.65138654 0.0293694 0.26461687 0.19922897 -0.19575162] Distance 8.619763222421899 Each least square approximations [10.16480778 -3.19880346 3.91749352 -3.7448866 1.6415813 0.9699136 -1.81576117 1.00465006 1.59734086 3.07612513 -2.44400805 0.87578569 -0.12172597 -1.45648845 1.44372005 2.04153228 -0.36051655 -2.12245285 -0.04410399 0.79434686] Distance 7.073738521944449 Each least square approximations [10.32222346 3.84241319 2.75467553 -1.81786054 4.57789342 0.0463439 0.41264062 -0.61216061 -1.13844313 -3.36779843 1.44211576 -1.8770507 -0.90886286 -0.88089779 -2.03183931 -2.69607111 0.1155666 -1.22269943 -1.16690574 -1.05937179] Distance 6.661405438614537 Each least square approximations [10.69926061 -5.42032426 2.52712896 -3.52006549 0.44487636 0.36316518 -3.02977867 -0.01799103 1.25231658 0.78270566 3.54655471 -0.29349675 -0.05962053 0.34457759 -0.15258926 -0.17716475 -1.01161682 -0.34236313 -0.78670565 1.88080043] Distance 6.391908564557457 Each least square approximations [-10.8634398 -4.56775471 1.95368695 2.35490864 -3.18851766 -0.43071616 -2.43998646 -0.14083601 0.21032043 2.32592653 0.75629704 -0.782876 -0.87600992 2.31888493 0.2337333 0.25800172 -2.30294055 -0.21671022 -2.71788175 0.96378943] Distance 6.494507496378925 Each least square approximations [-1.01180214e+01 -4.62853666e+00 1.66933685e+00 -2.28092057e-01 3.15812905e+00 -3.88829626e+00 -4.69662466e+00 4.59025100e-01 5.02454889e-01 1.21007850e+00 9.78704962e-01 7.26809111e-01 8.79695601e-01 8.20396185e-03 -1.00492669e+00 -3.06655727e-01 -1.21560134e+00 -1.70355272e+00 -1.10903733e+00 -1.40706176e+00] Distance 4.929287850459051 Each least square approximations [ 1.69199627 1.09947124 0.10692494 -1.90468348 -1.52217918 1.03198725 -1.43486814 -1.19533301 -3.31574233 1.59539714 -2.47699189 -0.24432915 1.63073533 -1.36583717 0.60373998 0.08629718 -0.84845712 -1.58154622 1.84142438 -1.45649128] Distance 12.767959680521637 Each least square approximations [ 4.76700955 1.9443376 2.39703955 -1.18655909 -0.13188943 -4.79237378 -0.22920489 -1.86880824 1.11059655 3.54114668 0.89528339 -0.63587506 -2.94739821 3.67415644 1.28666039 1.22765885 2.98369606 -0.57423249 1.93580074 1.60397241] Distance 9.741557712257464 Each least square approximations [-4.37639553 0.92288879 0.71527203 2.42687272 -2.63588048 -0.04753612 4.03095613 4.75177883 2.39359039 -1.8611902 -0.57752016 -1.30302537 0.76123886 -2.87795695 -1.05091324 0.92325426 -0.95142838 -1.21304652 0.45760452 -0.28975832] Distance 10.680283848843768 Each least square approximations [-2.23337145 -0.81436322 0.65106784 0.90553996 -0.86220617 -2.42563443 -2.02437413 0.82176983 -1.09554635 -0.36856561 -2.0592762 1.10118685 2.2421517 -0.73228991 2.78973835 0.60153022 0.94092316 1.41074612 0.09804361 0.58609779] Distance 12.997874303189072 Each least square approximations [-4.93879063 2.29896783 -2.72508782 -0.48703151 -0.66102708 6.03485412 -1.16162068 4.67598684 1.31946652 0.64264195 0.32318762 -0.39293558 1.04430622 -0.31610249 -2.29775268 -2.70961795 0.47100309 0.66179633 -0.67970039 3.02746419] Distance 9.329682335774011 Each least square approximations [ 4.47779682 7.39634513 -0.66907349 -3.87215182 0.05890385 -0.20424031 2.93911463 1.00793357 -3.19629637 0.2056198 0.09620127 1.25116522 0.8089377 -0.41880983 -2.72030031 -0.81635244 0.77591874 1.53872321 -1.10551744 -0.23466348] Distance 9.278599936924818 Each least square approximations [ 2.27162893e+00 1.36454774e+00 -3.03905662e+00 -2.52024426e+00 2.25449327e+00 1.65985906e+00 -2.75837979e+00 1.95755596e+00 -2.81105584e-01 -1.86521979e+00 2.29298154e-01 -2.19851995e+00 2.33286520e+00 6.66509905e-01 -1.62869719e+00 4.67532643e+00 1.22291787e+00 1.12785130e-03 -7.50766027e-01 1.84211444e+00] Distance 11.170645690598365 Each least square approximations [ 2.78747504 2.18699496 -0.41944504 -3.5291768 2.22346967 0.52980295 -1.09500597 -3.09604998 1.97883433 -1.60773121 0.63385491 -0.36998659 -2.82227258 0.4150075 -2.70087929 0.68967104 -0.76964576 -1.40327399 -1.35294919 -0.99679292] Distance 11.892873320840431 Each least square approximations [-2.28168343 -0.6729725 1.4301255 -0.12292466 -1.24453471 -2.00149342 1.52117426 -0.38760081 0.86567652 2.49316785 1.67543034 -1.74918377 1.45506787 -1.60072435 -2.69224745 1.85249631 1.49548845 -0.52474914 1.30391463 1.31749576] Distance 12.692064220119827 Each least square approximations [-4.99644037 5.7065423 -1.94907888 2.52834168 -1.59765159 1.10898542 1.27050271 -1.23378953 -6.32113811 0.02592647 1.75491638 -1.57958603 1.16695699 1.99410486 -0.83269229 0.96498307 -2.1995873 2.62923912 -1.15714979 -0.34977815] Distance 8.288200117116144 Each least square approximations [ 7.88905199 -3.57410313 0.58773976 0.27169475 -0.42459012 1.98025473 -1.40786538 0.97095386 0.93616419 -0.43913352 -0.57244857 -0.55797146 -1.09238937 1.85659729 -0.36839545 -0.52586085 1.86334198 1.96750009 -0.40580894 -0.86494009] Distance 10.56253635822635 Each least square approximations [ 7.1989092 -0.20860561 -0.60470416 0.2243646 2.69512949 0.98141439 -3.96034406 0.44832215 0.92380774 2.81539606 0.41663475 -1.42614428 2.55024695 -1.56046346 0.55049498 0.24973447 0.04534485 -1.2238331 -0.77763437 -0.83561436] Distance 10.466642522365355 Each least square approximations [-6.74917301 -3.29767314 -2.21184506 -2.0168475 -1.21356531 0.4451327 0.65852678 0.09631347 -1.73180436 1.8331811 -0.07706232 4.74103582 1.76532656 1.32098658 -0.38526521 2.42508425 -2.42002951 2.74563003 -0.35789492 1.34554935] Distance 9.299125484113103 Each least square approximations [-9.01928756 1.43467269 -2.15865139 -1.53433284 -0.226706 -5.11786318 2.14879936 0.57718285 0.68307584 1.10037442 0.99046289 2.88921598 0.19921023 -0.916858 -0.99069433 -0.46417826 -1.18283684 2.96797015 0.41363954 -0.44902508] Distance 7.985166561547183 Each least square approximations [-9.35396183 -1.53535145 0.38352825 0.17749795 -1.773601 -1.75642383 1.45613307 0.6686174 -1.96788167 1.32996943 2.1661249 2.00021017 -1.13526645 0.82271579 1.62570866 3.201783 -0.00976647 -1.01420745 1.20111872 -2.31855888] Distance 8.553886082969242 Each least square approximations [ 7.81784168 -1.54578801 2.35110967 0.03135066 -1.99023708 0.78559749 -3.48230723 0.42084863 0.61235615 -0.03849186 0.44454892 -0.30660284 0.39391552 1.7583195 0.14903716 0.2134339 -0.11891182 -4.24348449 2.86923828 -1.15001421] Distance 9.568872702390662 Each least square approximations [ 8.69974517 1.50877147 -3.2881467 -2.64673242 -0.76788052 -0.54085668 -1.84967016 -1.30555588 -1.16459727 -4.46092724 0.02056638 1.35952987 -0.12569804 1.12027819 0.76229639 -1.90269469 1.00546527 -0.61009494 -0.70272768 -0.49441176] Distance 8.749599850333999 Each least square approximations [ 9.59078389 -0.59709853 -1.56031348 0.82134958 -1.70707109 1.95440813 -1.31798567 -1.19695342 1.33059966 0.68355239 1.2480531 1.42792807 2.40425002 0.10039349 -0.68931487 -0.40921751 -1.82354769 0.01897383 -1.0795876 1.28441612] Distance 9.234726049763777 Each least square approximations [-10.2178985 1.43426463 -2.90977026 0.29160294 -0.76758556 -2.76019274 -0.19876365 0.92234713 0.69022559 -0.7597577 -0.26653476 -0.9407663 -2.11356562 3.26897705 0.36528371 2.20471844 0.8052829 1.4987909 -0.10502877 0.41671566] Distance 7.726040458998492 Each least square approximations [-4.93234457 7.13073282 -1.64547752 3.20774004 1.54213346 -1.10489344 2.80416657 1.41951622 -3.37815163 -0.6019671 -0.07734892 1.24515346 1.59587185 0.08731534 0.46517253 0.55470441 -1.28524385 2.71888219 1.32997567 0.29646342] Distance 9.122904870035564 Each least square approximations [10.66342662 -2.47623482 0.25450274 2.91774555 -1.36615729 1.18496961 -0.96756449 -0.88785601 1.79668759 0.82593719 0.10767721 0.09204693 -1.16741207 1.53388212 -0.22107848 -1.81840873 -0.50261407 0.49543614 0.183092 -0.62605285] Distance 8.176120744158382 Each least square approximations [ 8.50363886 -2.81737634 -0.81706971 -1.64124017 2.21711196 0.09422188 -1.67871388 2.10942614 -1.23829451 2.75822245 0.94257842 0.72867527 2.5126355 -1.8882804 2.14283417 1.66463877 0.40052114 -1.80555297 -0.6220556 -1.63256003] Distance 9.061427407008233 Each least square approximations [-6.66650973 -4.94374612 -3.9207831 -1.91773109 -0.13472716 2.12813773 1.12005027 -0.13068814 -0.0297769 -0.03249491 -1.40215068 2.93719481 1.08698681 -1.48527359 1.31902925 2.53488831 -2.85106073 1.38512137 1.13214796 -0.59382456] Distance 9.198141042154754 Each least square approximations [-10.34179155 2.20703787 1.93667265 -3.15299316 -1.16760381 -3.43561184 3.35624311 0.92614463 1.00487126 0.88576333 2.36309315 0.13322992 0.59374255 -1.3699572 -1.37919502 -2.46847036 -1.10784992 2.19991906 -0.37213812 1.58714289] Distance 5.919220875863044 Each least square approximations [-8.3130788 -1.14452427 6.19817846 -0.11609601 0.25513797 0.06626727 0.81157573 0.5090787 -1.8315836 -0.10315848 0.03452308 1.23953173 0.44116475 0.33951503 -0.89137995 3.63700712 -1.98075478 -0.50838769 -0.50867077 -0.8615254 ] Distance 8.828017692281051 Each least square approximations [ 9.23812549 -3.01949974 1.9831812 0.48935767 -1.15133712 0.54521289 -3.20557885 2.37997318 1.26622669 2.98616753 0.15630281 -0.10445593 1.84669543 -0.15244916 0.86806002 0.5112535 0.27094066 -3.25787322 0.50653113 -1.75287998] Distance 8.183587401388403 Each least square approximations [ 7.87149271 1.96593603 -0.94256571 -3.34861034 2.79540809 0.49458586 -1.84956142 -3.76628481 -1.4554785 -2.46465801 1.84719556 -1.65472697 -2.66305478 0.53729918 -0.86144009 -3.46186936 0.38453865 -0.63990762 0.24914998 -1.62643412] Distance 8.419065087140282 Each least square approximations [ 9.5831962 -2.37653541 0.37167648 -0.93566023 0.08431646 1.8399836 -3.24442606 0.95329631 1.48238152 -0.1859835 1.35075187 2.13584391 2.57669765 -0.30753581 -0.09297331 0.44373081 -2.23129664 0.94411275 -2.40708951 0.25820721] Distance 8.460011762286744 Each least square approximations [-9.50644513 -0.76522447 -1.3706426 3.26192783 -1.59033817 -3.24559799 -0.12143823 -0.32164439 -0.23000421 1.88975441 -0.95474885 -0.84315906 -1.76963705 2.40913489 1.90583118 1.71866464 -1.72863102 -0.49615141 -1.81025731 1.50179228] Distance 8.123691457725812 Each least square approximations [-5.72383483 0.10641859 0.56355013 3.86575261 -2.39672807 -1.24062623 -0.0860787 0.92954674 -2.73948757 -1.95630066 1.50632819 -1.49214584 2.83653105 1.59204474 0.01896401 0.4443752 -2.91677805 1.07223823 -0.29168093 0.24110958] Distance 10.587559902525685 Each least square approximations [ 5.49349344 -2.75147046 1.48403279 -1.68050816 -3.0748334 0.14552878 -1.41770733 -0.96354601 1.50288495 1.02412559 -0.4251951 0.36671187 -0.83561736 0.21618571 -0.27013318 -0.51791317 -0.82058989 0.94856362 1.43250562 -1.97878228] Distance 11.715523641913265 Each least square approximations [ 4.84232337 -0.70593586 -0.54753162 0.32445189 0.51780633 -2.21538352 -3.27516323 -3.27015992 3.73213973 2.87527531 2.75639641 -0.36480065 1.49874198 -1.08519831 1.82010614 2.64301989 -0.9238449 -2.26365174 0.56564088 0.70574915] Distance 10.16365766969787 Each least square approximations [-4.04804433 -4.9052622 0.64829854 -3.57667927 0.02085926 1.49007865 1.21517909 1.82650461 -1.49554291 -0.25234717 0.64394443 2.01787406 1.95092351 -1.06977117 -1.33678751 0.53036423 -3.01143905 1.72753018 -0.26489051 -1.00022505] Distance 10.819832708513061 Each least square approximations [-6.26185929 0.91053722 -0.63286195 3.01882465 -3.11987843 -1.28600094 1.41726548 2.34992569 -0.41215675 -0.15164738 0.42035521 4.21198809 -0.37339425 0.53767088 -0.32623729 -0.1164008 0.18251778 0.70147939 -0.09057365 -0.66132113] Distance 10.797731981465674 Each least square approximations [-7.70120774 -3.34213258 -0.85017244 6.53456519 -0.02634542 2.36564503 0.6919642 2.33356468 -1.26914832 0.26180679 -0.9217945 0.29566778 -1.42674588 0.88113404 0.95592006 2.0923862 2.00339924 -0.17607876 -1.22520912 0.43920355] Distance 7.925329726217887 Each least square approximations [ 6.22693202e+00 -1.46453282e-01 1.17584326e+00 -1.17112642e+00 -1.03576431e+00 -1.83112321e+00 3.25941595e-01 3.80691330e+00 -9.45062306e-02 -9.35670520e-01 -1.04455490e+00 5.14255734e-01 -3.73287485e-01 4.43995747e-01 -1.69347749e+00 -2.24149143e-01 3.58368320e-03 -1.96591947e+00 -3.08992949e-01 -1.87783340e-01] Distance 11.602922139819672 Each least square approximations [ 4.47162196 0.34161472 -4.34315799 -2.293528 4.25832065 0.83434096 -1.50134959 1.99286315 -1.80480268 -1.45292112 0.8349865 -1.32895865 1.25868526 1.92413686 -0.20810769 0.85177857 2.14325531 1.48099942 1.17961817 -1.04534486] Distance 10.594540825499571 Each least square approximations [ 6.90538639 0.1245909 0.96216355 1.24250652 -0.92400228 0.75553177 -3.02047845 -2.62701787 1.25179102 -0.5195585 3.55946165 2.02891329 -1.23760861 1.03645392 -0.28040168 0.3839411 -0.36699146 1.36707963 -0.31123758 -0.54807373] Distance 10.640409262994611 Each least square approximations [-5.87578606 1.41318748 -2.31134497 0.07041889 -3.38526141 -1.63444718 -1.90493342 -1.05969377 -0.56211494 2.27171281 -0.84925466 -2.12276801 0.54281375 1.0458003 0.00627081 0.34976788 -0.59910548 2.15582144 0.13189365 -0.27007699] Distance 11.252951284742522 Each least square approximations [-6.98018869e+00 3.38591709e+00 6.74175453e-01 1.07996229e+00 -2.34642169e+00 -1.59744859e+00 -4.03868841e+00 3.59389091e+00 -2.98013781e-03 3.04645130e+00 -2.28708808e+00 1.97044360e+00 1.64854727e+00 -1.05724754e+00 1.55201179e+00 2.29032808e+00 -1.67184914e+00 5.22412342e-01 1.61314505e-01 -2.10809362e+00] Distance 8.818582273854675 Each least square approximations [ 5.6399263 -2.1480984 -1.3338892 -0.47521013 -1.81084924 1.21169378 -1.55891366 -0.11687914 -0.89036576 -0.09347227 -2.81086052 -0.0508119 -0.53746758 -2.30376741 0.97955868 -0.19652555 -1.46378565 0.03622018 -0.38905033 -0.29561648] Distance 12.287430141748212 Each least square approximations [ 7.13275735 5.92016993 0.29996665 -3.44066617 -1.2214655 -2.56857541 -0.44848575 -1.18437607 1.00512633 0.95489806 2.99067734 2.7347324 0.1750966 -0.33741601 -0.35086346 1.27833738 0.43821707 0.09058102 -2.34358557 1.60945192] Distance 8.843442923879957 Each least square approximations [-10.3583339 -2.5223316 4.93309268 0.43462336 -1.16746898 -1.13522112 4.57994098 -0.78065319 1.01516308 0.84373506 -3.37926937 0.77509251 -1.06653331 -1.11441231 -1.14240307 0.19797616 -0.15015804 -1.02004529 -0.0466344 -0.68680579] Distance 5.730678117826383 Each least square approximations [-4.94712002 1.00980432 -1.2827173 -1.9725643 -2.14471638 -1.61262628 -1.25788569 0.9293648 0.84535973 0.61697013 3.75965493 2.49730745 0.64605856 -0.76796087 -2.15820326 1.23457247 0.77818693 0.53401601 -0.83072696 -1.00969626] Distance 11.931039105133264 Each least square approximations [-7.06136556 1.39034293 0.14174146 0.50115161 -3.88638794 1.10119788 1.35696062 3.39672073 -2.77565558 -1.94822464 -3.95125152 2.10085255 4.30431751 -1.59628387 -1.15748035 -0.65319197 0.81757275 -0.9644987 1.13512156 0.65814013] Distance 8.650535187828577 Each least square approximations [ 5.4481415 -0.31861114 1.03676288 0.12932622 2.46089305 -2.53590599 1.19088813 2.70783233 -1.13130401 2.0118279 -1.33550135 1.89940431 0.66119489 0.99442823 -1.20767181 -1.53052745 -1.69637912 -1.78039276 -0.40508673 1.82176784] Distance 11.691605836088442 Each least square approximations [ 7.49502918 -0.13480053 -2.1450076 2.27616478 1.35632534 -1.1532982 -3.17066712 -1.03346267 0.07056426 0.0233159 4.74283629 -2.18037324 -0.35836233 1.24010972 -2.14801598 3.47975071 1.22481534 -0.4517695 -0.35323 -0.55387853] Distance 9.286397070603046 Each least square approximations [ 7.26172446 1.5872128 -0.71801508 -0.30004022 3.22958206 1.48315594 0.98472004 -2.43983979 5.20606479 -1.30349272 2.8754045 -1.28113431 -0.21720168 -1.55173801 0.85573495 2.2558997 -0.36327815 -0.33881568 -2.99705388 -1.56472231] Distance 8.955848980814624 Each least square approximations [-7.08205141 -1.19544378 -0.52061973 -2.9580258 0.05156508 -4.41030143 1.61981363 -1.20037074 2.02484732 4.34937081 -0.33387899 -0.74923572 0.96026954 -2.60466638 -0.71638607 -2.14222464 1.31545315 -0.32465981 -1.0743575 -1.64701303] Distance 9.378568994751298 Each least square approximations [-10.31290025 -2.13700517 -5.62308991 -2.26640585 1.43977494 0.5229384 1.78062047 0.08476988 -2.72247542 2.67192173 -0.50948421 0.11323906 -1.27678876 0.75179893 2.39460228 0.21756396 -0.25792396 0.41579862 0.09989526 0.43316759] Distance 5.197376056477597 Each least square approximations [ 5.88564808 3.51305842 1.12193912 -0.85704126 -0.42449177 3.83364518 -2.21704928 -1.72661442 -4.24530847 -2.07388533 -2.16369968 -1.20515397 0.31559188 0.0494061 0.20163531 -0.81230799 1.4737294 -0.61695521 -0.22034014 0.91107517] Distance 9.950484649514278 Each least square approximations [ 7.31473737 1.58725436 -3.8209174 -2.18623139 5.84820129 -0.90223508 0.93069028 -0.64910865 1.93036856 0.80500331 1.3871591 -1.52528053 -0.85354388 1.86063928 0.33391553 -1.96342421 1.45730888 0.44628202 1.72015505 -0.12339836] Distance 8.346658858835811 Each least square approximations [-8.60005003 2.24181624 -5.69301512 1.42182739 -1.38759202 0.08791461 -0.37246985 0.91089185 0.05232446 -0.07905604 1.45006961 0.02361366 -0.08729633 -1.56451587 0.886598 -0.46921643 0.49399739 -1.26102377 -0.16845999 2.10019259] Distance 8.676708010784818 Each least square approximations [-6.84903834 0.6648254 1.5382504 -1.02036745 -0.65068812 -0.39372998 -3.61670109 -1.17239087 -0.77107164 1.56518617 -2.25621791 -1.16097689 2.21698352 -1.26876069 0.41949913 1.43272713 0.2543044 0.72102334 0.52623827 0.23232631] Distance 10.88617916438708 Each least square approximations [-8.69375141 0.84400782 0.2230352 -1.84627847 -1.25650424 2.52004132 -4.07367395 -0.53589096 2.2504808 -1.77073672 2.19521009 -1.35285307 -0.6934376 -0.122666 2.04630617 -3.43898105 -0.51587693 -0.01279436 0.39095631 -0.09964475] Distance 8.191510938524546 Each least square approximations [ 7.48161326 1.98699676 0.54092367 -4.80829841 2.3852869 5.26442538 -0.86548869 -0.11699119 -2.57678313 -1.09059595 0.91997643 1.17173302 0.90116827 1.99711869 0.31694646 -0.23354547 0.53830209 1.76137183 1.5641991 0.34298407] Distance 8.061665813874956 Each least square approximations [ 7.50307444 1.86676436 1.31006012 -3.65826368 1.32138018 0.52850856 -2.14520487 1.56237482 0.85352123 -0.7158021 1.18610189 0.14063237 1.46681027 -2.97707134 0.8740978 2.00147046 0.26450098 -0.88018153 -0.09094577 1.0550793 ] Distance 9.954207957894184 Each least square approximations [ 7.69325211 0.82120178 -1.78953786 -5.2102613 0.17162822 -3.43919136 -0.58141708 -1.51542922 -0.60976426 -0.34883125 -0.83252463 -1.26113838 0.64486783 -0.69518877 -0.13338511 0.94225957 1.7620543 -2.96497866 0.89572867 -0.72079914] Distance 8.997287165753582 Each least square approximations [-7.39093946 -0.41313174 4.72268027 0.83856466 -1.19584724 0.53093291 1.08647075 0.11232208 1.88250962 1.15245802 0.65080694 -1.57898855 2.24988097 -0.24363069 -0.72056525 -0.13846469 3.03713457 -2.66231944 -0.13897698 1.10452281] Distance 9.578322203451153 Each least square approximations [-6.71511452 -3.11521059 -5.00347189 0.28826207 2.28753185 0.39078845 -1.66928176 0.18440455 -1.15541288 1.77128777 -0.03620335 3.3001917 0.47852812 0.88788697 -2.47357145 -1.07411961 -0.91372758 -3.58239918 -0.53938582 -3.36759309] Distance 7.8584682584275445 Each least square approximations [ 3.99704801 2.75569743 0.93396793 -0.70941207 -0.99133629 2.72015073 -1.05792999 -1.17516109 -4.71041662 -0.10840054 -1.79347485 -1.15395094 0.6724178 -0.58820457 -0.07886707 1.03738812 0.82608876 -1.79318692 0.38742014 0.69812676] Distance 11.39471501277063 Each least square approximations [ 4.41673451 1.49564262 -3.03789908 -3.04996475 2.62537536 -3.01678192 -2.14274635 -0.60914179 1.72274115 0.80734794 0.85535475 -1.8375491 -1.50243828 4.07280529 0.67581196 -0.52123449 0.46022333 -1.1520314 -0.33765095 2.32724306] Distance 10.160188661905696 Each least square approximations [-6.50995768 3.0482892 -2.48621328 2.74525583 2.52998497 -1.66914086 2.39570703 4.37507419 1.89649353 1.87606292 1.68636523 -0.15295032 2.14954084 -0.35707398 0.24336356 2.3530861 -1.48194728 -0.76798105 0.78117567 1.15432916] Distance 8.620794950631035 Each least square approximations [-3.72021761 0.96728625 -0.69654326 -0.81954583 -1.39340059 0.60574241 -3.29663982 -0.98983894 0.73555949 1.45717048 -1.29948142 -0.64296044 3.0377024 -0.83231472 0.8073344 0.13376766 0.93740509 -0.39330935 -0.79733983 0.68014041] Distance 12.298558688046992 Each least square approximations [-6.49185305 0.866846 -0.9395403 -4.90589859 -1.13298214 2.87845965 -3.51347374 0.40591059 0.36992541 0.27694257 1.14726407 -1.62743807 -0.60968741 -0.41985498 -2.06329095 -2.25788172 0.228566 -0.57046178 -0.6828538 2.62580751] Distance 9.33201404303551 Each least square approximations [ 4.19460642 1.41428317 0.46954311 -5.46253941 2.04640416 3.15970021 3.48595419 -2.22304554 -1.43046012 0.49464103 1.83584597 0.3040464 -0.42797286 1.02325371 -0.54284942 -0.1248307 1.34735213 0.05049582 2.6201487 0.07381848] Distance 10.095975799218364 Each least square approximations [ 5.76490152 0.2838609 0.80543582 -2.67858918 0.04012917 0.02360262 -1.39279212 3.00286685 0.7746033 -1.15306092 -0.84841333 0.53603796 0.090696 0.30543863 -2.07786524 2.47809127 0.56840915 1.43461256 0.62503543 2.18171646] Distance 11.211846119286868 Each least square approximations [ 4.93403506 -0.34256114 -1.71903623 -3.37015908 -0.64712145 -3.63453048 1.21925212 -0.85824104 0.22301867 -0.50471007 0.55066847 -2.2250316 -0.89414792 1.05875289 -0.72573914 0.17184883 -0.62522092 -2.81345578 -0.05564998 -0.66076276] Distance 11.288191850295384 Each least square approximations [-5.17740767 -0.52045838 4.31546651 -0.21959228 0.56251684 -0.96185253 0.16098606 -0.33364875 0.14373166 0.67462252 1.01160682 -0.02290944 0.50031511 1.0555912 -1.80825646 -0.6937429 2.03197517 -0.72785415 0.95670277 1.25924511] Distance 11.74434800361174 Each least square approximations [-6.2481672 2.81505812 -4.44419534 2.68643552 -1.3653731 -4.42316885 3.21171911 -0.03067012 -2.36117555 -1.60794715 1.7703689 -1.16247407 -1.05168483 -1.61332322 0.31188453 1.12176577 0.22002832 0.149482 -0.50038143 0.60664404] Distance 9.217557570427845 Each least square approximations [ 7.56984235 2.48850775 0.23620615 -1.68857963 -0.75681322 4.43951151 -2.05133941 -0.87361322 1.50407964 -1.63328724 0.34542362 -0.20752008 0.77875003 0.61779798 0.5041738 1.37080253 -1.17883575 0.84737434 1.32530237 -1.46181719] Distance 10.15724804672046 Each least square approximations [ 6.4536262 -3.38280356 -1.12921622 -4.01427493 3.45365936 -0.30352119 -2.73185004 -1.95494992 0.65413612 0.38942981 -0.81691411 1.86415144 -0.59812071 -0.98901512 2.63192611 1.24320454 -1.51893175 1.52931134 1.19600302 -1.00862117] Distance 9.67620070292461 Each least square approximations [-7.02036142 -3.87395377 -4.6147428 -1.21011643 2.81915144 2.26831751 2.05128699 -0.42674128 -2.48586387 -1.62906735 -0.67047505 2.01154396 0.38514502 1.24617792 -0.93470765 -2.45835867 -0.69385426 1.56111988 1.44931747 -0.58329692] Distance 8.786176612951168 Each least square approximations [-10.27311004 -1.27612949 0.03956174 -0.07887134 -4.47369079 0.70767873 0.08243709 1.11114618 -3.56359411 -1.64724707 -3.84972677 -0.190524 0.26892779 -0.41287297 0.28557124 -1.28568907 -1.49917017 1.47472374 -0.53610615 -0.90801607] Distance 6.506134129364072 Each least square approximations [-8.35055467 -3.56457733 2.66707355 1.42090296 -3.65929114 2.56709039 2.73389349 -1.89247238 1.006126 3.28345672 -0.39421311 -1.74079379 -0.32967264 1.41173203 2.03690923 -1.69788423 0.17350737 0.7099229 0.15881128 -0.12547946] Distance 7.857862568216165 Each least square approximations [ 7.35364604 0.88426094 6.27539142 -1.65233727 3.27512168 -0.73900484 -0.99074993 2.46439943 -0.39836682 0.98488708 2.73177622 -0.74332292 0.17678293 1.11692286 0.82326161 -0.15937087 -0.40062369 -0.58332242 -0.29297562 -0.23547186] Distance 9.054055260004203 Each least square approximations [ 7.82408294e+00 -7.67158416e-01 1.22213070e+00 -6.92195212e+00 3.77943158e+00 -6.74901128e-01 -1.39884069e+00 -7.83934053e-01 -8.13036254e-01 -9.24636528e-01 7.62018070e-01 9.01774814e-01 -1.53156782e-02 5.89313303e-01 7.01474634e-01 5.33534972e-01 1.01872641e+00 -8.88782992e-01 5.73457326e-03 -1.90696568e-01] Distance 8.638225065108463 Each least square approximations [ 7.03441547 -2.38119146 -0.87228515 -5.84029913 -1.13880822 -0.07041877 -1.75261589 -0.18855294 -0.72887089 -0.13351441 0.95623004 2.72409061 0.14319627 1.38395684 0.67121497 -0.2349102 0.21973038 3.07846675 -1.54099852 -0.29703815] Distance 9.554787842042607 Each least square approximations [-8.75793969 2.75659129 2.29478705 4.25559017 -2.25245249 0.24721297 -3.19948838 3.41245469 0.31675547 1.80998495 0.1735448 -1.47603034 2.10827455 0.05109872 0.70718734 -0.1341656 -0.57826256 2.07697715 0.86451149 -0.48166976] Distance 7.6268576600674916 Each least square approximations [-4.89989412 1.47279333 -4.02387951 0.63702265 -3.10107759 -3.08134252 1.67535649 1.3135599 -2.83364224 0.53794993 0.36430917 2.64262544 -2.49973414 -2.9296937 0.82207526 0.34801585 -0.60374767 -0.12575198 -0.92674338 2.80172873] Distance 10.05806287572031 Each least square approximations [ 4.98235803 3.41119804 1.00318296 -0.57521037 1.00436232 3.37397311 -2.34714638 -3.23945707 1.37051497 -1.47603783 1.29161562 -0.17210996 0.20448762 1.31890222 0.19313289 -0.06402392 -0.22151871 0.07145218 -0.15844965 -0.62470926] Distance 11.55405650184291 Each least square approximations [ 5.80821314 -2.50799897 0.42080059 -5.01617624 3.14841025 1.90150118 0.88454949 1.09466261 1.3765497 -0.24903524 0.45941475 0.28070842 -0.34237339 2.03040596 2.54600532 0.65975619 -3.16209188 0.94691268 0.97488325 -0.70056967] Distance 10.055962126606111 Each least square approximations [-4.96417619 -2.04390154 -5.2705848 -2.96783689 3.51108117 -1.36861505 1.29321152 -0.55814479 -0.57699068 -0.73099244 -1.15793352 -0.38177706 0.69639609 -2.11025696 0.92551611 -0.4842106 1.44404111 0.97470943 -0.9364303 0.70058939] Distance 10.646967415999548 Each least square approximations [-8.83299689 -5.38287483 4.29909443 1.96317554 -1.23555227 2.75781903 0.60992133 -1.10247501 -2.14555174 2.47264633 0.20917762 -0.15434718 2.37236571 1.21775909 2.30043364 -1.37194762 1.28073095 1.03093321 -2.23250683 0.06204082] Distance 5.909489659467998 Each least square approximations [-5.58589926 -4.45657424 2.3196004 0.90982813 -2.8945254 1.79546046 -2.21915554 -3.45624591 2.01399871 -1.81501373 2.56460059 1.79495245 -1.91340723 -0.6809417 -1.06969717 -0.49019716 -0.16848274 0.25010143 -2.75881833 1.64054794] Distance 9.430813008219618 Each least square approximations [ 5.72647119 -0.767204 4.95735817 -2.0584013 1.6154215 0.7045064 -1.98083915 0.71035669 -2.01618363 1.83220733 2.02644087 -0.99800776 2.38941326 0.5387916 1.40347145 -2.23203471 0.66105912 0.70808824 -0.64439146 -0.33057848] Distance 10.538974599067064 Each least square approximations [ 6.57481246 -3.63630058 1.83422604 -4.28969145 2.43249112 2.02250655 -0.52842311 3.54689696 -2.82189411 -0.26103253 1.88388356 -1.18431686 -2.43313188 -0.58123798 1.96477292 1.49100806 -1.79060493 0.11518415 0.49640481 -0.25353714] Distance 8.820316222843827 Each least square approximations [ 5.86568626 0.24953691 -0.34322407 -3.76155383 -3.2277671 -2.89365405 -1.30315195 3.17468836 -0.16876343 0.50788425 0.6671283 1.05278606 0.72064137 -0.12333058 -0.79373114 1.18500776 -0.17031207 4.17422497 0.11884278 -1.4476326 ] Distance 10.220598884559479 Each least square approximations [-5.37979823 4.22248118 7.02796981 0.4280276 -3.64603766 -1.7937339 -1.21933766 1.205315 0.85512334 -0.27778538 -2.85268716 -0.87642799 0.65525499 -0.51873154 -0.03626633 0.01355287 -1.90384761 0.24784428 -0.03520356 2.12461035] Distance 8.562888051641846 Each least square approximations [-6.41550128 -2.55998006 -6.21754477 2.24548134 1.30907953 -3.6844677 -2.465387 -1.90374289 -2.75894541 -0.47751914 -0.18512785 0.62748142 -1.12527878 -1.23033255 -3.07157686 1.50665261 -0.63984115 0.60920766 1.51270302 1.70959068] Distance 7.392724171970158 Each least square approximations [ 5.92708236 3.17472092 -1.32121658 -1.67298565 -1.57062831 2.78362545 -1.77322454 -3.53991348 -2.49691099 -0.65821263 0.06605378 -0.89698168 1.41162694 -1.14512372 0.10045673 -0.01145015 0.25544646 0.35748179 0.35204028 1.10268588] Distance 10.575042842774078 Each least square approximations [ 7.09639796 -0.11810809 -0.62360703 -4.14660529 1.18467874 -1.31056987 -1.58282689 -2.40332213 1.29820254 1.41576203 -2.52606579 -0.27633757 -1.07153448 3.58251558 1.58402809 0.76269396 -0.94435045 -1.08495734 2.00750501 -0.22992176] Distance 9.331077620608646 Each least square approximations [-6.2478006 -0.35168603 -3.98457774 1.65537801 2.35327663 2.20966348 0.61688641 2.75189721 1.63549575 -0.60775537 1.20597764 -0.73508273 -0.76129979 -2.02216492 -1.78305671 -0.65530559 -1.9447461 -0.82267381 -0.22579783 1.51299078] Distance 10.175196305117948 Each least square approximations [-6.7754735 0.72026213 0.06787231 0.1654974 -2.03823488 0.70829341 -1.01558336 -3.27596177 -1.88989069 -0.04618198 -3.25314907 -1.2605939 2.51033072 0.36063888 2.615784 0.51772747 0.98390946 1.76780134 -0.22802105 1.11416731] Distance 10.111771732775184 Each least square approximations [-6.91221328 -1.73924206 0.25280019 -2.03921463 -1.87193826 2.95045513 -3.52068554 -0.95590033 0.02044209 0.76764033 -0.05155146 -1.98752727 0.48193523 1.64472152 -1.56366381 -3.49025984 1.29941462 -0.08019503 0.23682074 -0.39751974] Distance 9.759076695280818 Each least square approximations [ 6.88636284 3.84553639 2.47008937 -7.52202955 1.75650059 -0.93625568 1.99447079 -2.49192336 -3.13586757 1.07664161 1.79802688 -2.29929746 1.38668624 -0.38312336 1.30791089 1.90259485 1.26506273 0.33490959 0.91213129 -2.35579207] Distance 5.074540932351257 Each least square approximations [ 6.63281466 0.64987619 2.15921118 -4.42941088 0.83130234 1.14353051 -0.97671034 1.15764516 1.83192161 -0.18556068 -0.19530417 -1.52880479 1.70927831 -1.22429432 0.8152836 0.40652603 -1.15844051 1.54651319 -0.81214123 0.01074265] Distance 10.55456851871005 Each least square approximations [ 5.36251598 -2.10649149 0.23103232 -6.29534348 -0.71615798 -1.84042434 0.59182565 -0.29744997 -0.21442744 -2.5189682 -1.27016972 0.76356747 -1.31322227 1.7989416 -0.98440399 1.21207613 -0.53328463 0.57078991 -1.90432267 0.52984541] Distance 10.10339409225477 Each least square approximations [-6.24239998 -0.08220284 4.41000636 1.46947787 -0.27719403 1.21443561 0.36973346 2.32894255 -0.5613356 1.52103914 2.66664195 -0.36033812 1.72898422 -0.00723846 0.48076185 1.98598498 0.52584705 1.32259241 -1.00950434 1.89398673] Distance 10.413422252986928 Each least square approximations [-7.2750523 -3.54427374 -7.62718719 2.33593725 1.29691771 -0.04267327 -0.19163276 -0.1210901 -2.32791063 1.51294364 0.18391304 2.26105552 -1.91232496 -0.35070559 0.25944462 -1.5548287 -0.86839664 -0.12631705 -0.13514107 0.53886045] Distance 6.271102781968054 Each least square approximations [ 6.87704167 4.11956069 0.62662532 -0.66623694 0.42293824 3.86202039 -2.39088041 -1.34038511 -3.07372122 -1.38820931 -1.42347501 -1.56989133 1.01086713 -0.86242314 -0.28107679 0.01313801 0.623 -1.63657064 -0.40849115 0.65783078] Distance 9.016316889735267 Each least square approximations [ 6.99384752 -0.75385235 -4.23047596 -2.65818337 3.51183702 -1.027114 -0.52813939 -0.90272586 1.72116192 -0.55079077 0.34578136 -1.27615259 -1.24878437 3.02669251 0.94079268 -1.85411738 -0.73936216 0.37288198 1.8116899 0.77198281] Distance 8.765318929975841 Each least square approximations [-7.71538389 1.79745002 -5.86622796 2.1667538 1.98993091 0.62177852 0.74876674 1.67190693 0.35589014 1.13884028 2.04885951 -0.6750913 0.27743409 -2.3723699 -1.6030746 -0.01954922 0.13700372 0.39955874 0.11659957 1.30915385] Distance 8.034452212840415 Each least square approximations [-6.73662412 1.86686374 1.72303829 -0.71661859 -2.31670388 1.61604732 -3.67932229 -2.38715332 0.08396437 1.40807338 -2.06560448 -0.50076961 2.86574362 -0.44066481 1.4496335 0.21200554 1.00615084 -0.11473116 -0.22729368 1.02125617] Distance 9.572560112170729 Each least square approximations [-7.8816811 -0.16533064 1.19200979 -2.21842313 -1.97372853 3.24122328 -4.88709558 -1.97223103 1.69549431 -0.88516663 0.15729936 -1.68504705 -1.25539645 -0.28250847 0.84898736 -2.96484171 -0.0727012 -1.08674488 -0.72578852 0.66985142] Distance 7.737090318255579 Each least square approximations [ 6.23698484 0.04679863 1.44474363 -6.83206037 3.16383323 3.52301869 1.13605605 -1.14418683 -1.1424016 0.47300042 1.51621421 -1.02082257 -0.06333515 0.77160679 1.56420622 0.04605427 0.43694641 2.06396583 0.97750649 -0.34097143] Distance 8.015618346415 Each least square approximations [ 7.75841106 1.05885787 2.56101899 -3.64450387 1.89750526 1.06757226 -0.24588854 3.003539 0.39590075 -0.54370191 0.90165037 -0.19044912 0.71601279 -2.16949993 -0.72827043 1.26236097 -0.04424965 0.78048031 -1.00180293 0.86366368] Distance 9.186717383616909 Each least square approximations [ 6.6117721 -1.5566817 -0.38518303 -5.46349263 -0.91088047 -4.45099478 0.23483673 -0.27148542 -0.73066418 -0.58179775 1.05759456 -1.727294 -0.42220726 -0.32201303 -0.91416365 0.39579858 0.23547088 -1.8121439 0.81435505 -0.50118016] Distance 9.108755972246785 Each least square approximations [-7.11099024 -0.72339371 6.46380562 0.15874581 -0.52958448 0.37202686 -0.94147998 -0.17979725 0.69939773 1.03073056 0.60043567 -1.42833171 1.81964571 1.21998311 -1.54070146 -0.45843517 0.94617491 -0.85248806 -1.20048546 1.51604971] Distance 8.913384741710022 Each least square approximations [-5.92973834 0.69375643 -6.94030215 2.11002075 0.67844829 -1.65449299 1.82508279 0.72967806 -1.25908509 0.03427475 0.37790597 2.12850087 0.97246878 0.56825075 1.07806439 -1.8143779 -1.84040884 -0.79758193 -0.70793505 1.37927348] Distance 8.95421732913319 Each least square approximations [ 7.49012279 3.81430741 0.96569951 -1.55249857 -0.01535881 4.20166663 -2.27888201 -1.49154204 -0.85999962 0.08321723 0.52188413 -0.53772256 0.10018195 0.75439848 -0.19825398 -0.79553636 0.02848346 -1.57353133 1.9026461 0.04288968] Distance 9.283719778438343 Each least square approximations [ 7.09997574 -2.54538176 -3.06546737 -2.73090061 4.22815686 -0.10749008 -1.57294549 -1.41767899 1.4781956 -0.25911387 -0.88517124 -1.24323429 -1.77107211 1.64148801 2.04836515 -1.44618138 -1.39789768 -0.46144309 0.60091505 2.16036247] Distance 8.596512142981185 Each least square approximations [-6.51810472 -1.38759613 -6.63572684 -0.06696358 2.54388341 0.62868701 0.236221 2.99135086 0.31732842 -0.80295027 0.90085025 1.0724482 1.08507519 -2.68502295 0.89796403 -1.2168203 0.18670459 0.18181163 -0.68306362 -0.54990828] Distance 8.681861911134687 Each least square approximations [-8.75911164 0.45001042 0.74600976 -0.59831678 -1.15563538 2.73011475 -2.88508644 -1.67235411 1.25621192 0.91198606 -0.75198633 -1.530196 0.82273016 -0.89262575 0.10405885 -0.31487599 0.04915532 -0.57648194 -1.11072222 -0.42156703] Distance 9.355016323003 Each least square approximations [-7.9300543 -3.33557525 3.52805752 -1.04731602 0.54152054 3.30427181 -2.81452024 -1.53511089 2.87457465 -1.38696807 -1.6903904 0.03713937 -2.86416843 1.65319761 1.30216737 -2.05661335 -0.30066103 -0.61564173 -0.46344609 -0.32173224] Distance 7.360086039340153 Each least square approximations [ 7.12415848 -2.05102485 2.45229648 -4.24209804 3.86932641 3.16614689 0.16446942 -0.65411812 -0.15527461 0.41472194 1.09357075 -0.88671746 0.56285438 -0.25179289 -0.17317564 0.13073642 0.56367511 1.44880917 0.97753407 0.58355468] Distance 9.119893429286584 Each least square approximations [ 7.7089205 1.36531626 0.73225584 -4.93317724 4.64872278 1.52636558 1.17208562 1.45439708 0.52281123 1.50279898 0.16249628 0.22397897 0.05598439 -0.36640931 -0.94298668 0.4877156 -0.53981254 0.31524483 -0.7817292 0.93581099] Distance 8.63525471507912 Each least square approximations [ 7.04618332 -2.7656338 -0.86106158 -4.42242477 -1.99124277 -3.99599506 -2.69868311 0.31892549 -1.30624272 1.77558901 1.72834708 0.11020078 -0.77894103 -0.24314656 -0.48779634 2.06247953 0.42919372 -0.73626143 -0.31560649 -0.48383599] Distance 8.655704108182553 Each least square approximations [-7.44979571e+00 2.42777966e-01 5.12282935e+00 3.06325620e+00 -1.14998465e+00 3.67832951e-01 -8.40222289e-01 -2.77840402e-02 3.91761094e-01 2.42880721e+00 -5.28716940e-01 -1.72401337e+00 4.71452189e-01 -4.62450175e-03 1.07127697e-01 1.16516688e-01 -1.54230004e-01 5.74794645e-01 -3.08058749e-01 1.33683801e+00] Distance 9.421982674793624 Each least square approximations [-6.08000332 3.05810582 -6.60547545 1.58592602 -1.64523158 -2.59576768 1.25193601 2.2240572 -2.23874904 0.09325273 -0.09141061 0.99185525 -1.78483792 -0.1196395 1.03811499 0.06080281 -2.53315896 -0.45102879 -0.0428582 -0.63650175] Distance 8.239759018356533 Each least square approximations [ 8.87204501 2.09591463 0.45325228 -1.27687271 -0.88823337 3.51165728 -2.49478638 -1.85479761 0.97105713 -1.31129141 -0.37812294 0.1379963 2.48287387 0.94358984 0.32233587 0.5268838 -0.48032437 -0.76533211 0.05242816 0.169296 ] Distance 8.648926127015912 Each least square approximations [ 8.8569876 -0.86076537 -2.55915757 -4.87648786 2.06346928 0.54521286 -1.1290105 1.57819535 0.80483383 -0.76306616 -0.03065864 0.01508875 -0.57371466 -0.02004839 3.39751313 0.59010284 -0.9041109 -0.30986756 1.5653477 0.49943303] Distance 7.664022317150928 Each least square approximations [-8.08983585 -2.56111203 -4.07030908 -0.49987659 3.69509687 -0.24899958 1.33548974 0.22987704 -0.21928703 -0.66568354 1.01339985 0.51042529 0.14990545 -3.27696692 0.79619921 0.53980079 -0.28348426 0.30724131 -1.42543717 0.53958097] Distance 8.561694445335338 Each least square approximations [-9.79858374 1.48126282 1.22637676 -0.95000387 -1.42703985 0.50456265 -0.42570872 -2.2331653 1.29855254 1.94916415 -1.36515477 -1.90294218 0.38228721 0.230881 -1.40029185 -2.23250201 1.32899943 1.15445089 -1.27954331 0.79010057] Distance 7.879864918224227 Each least square approximations [-8.3849234 -4.07212514 3.2461292 -1.89163471 -1.64072374 2.72325554 -2.71349744 -1.24949841 0.08622884 0.22426722 -0.53187153 1.14981256 0.85357186 0.29494913 0.66566146 0.58662295 -2.74408232 0.93194391 -0.21845467 -0.29533255] Distance 7.861516203782443 Each least square approximations [ 8.78290842 -2.1114088 4.64917986 -2.13898551 2.13765071 1.66541221 -1.30905194 -0.95870337 0.38201029 1.24129984 1.57025741 0.47454705 2.66468687 0.65403319 0.14340795 -0.2295766 -0.47386818 0.36097027 0.47887122 -1.60562223] Distance 7.793240749255309 Each least square approximations [ 9.6458215 0.15882289 2.60635664 -2.51311213 2.39497089 0.63335239 -0.41594365 0.23932726 0.50431957 -0.76428613 1.7653709 0.11737066 -0.65793845 0.49942651 -0.34653842 -1.25865016 0.15686614 0.56814964 0.12288219 -1.84909431] Distance 8.423735113726094 Each least square approximations [ 9.45683585 -0.44970515 2.95626434 -3.96662951 -2.48795085 -2.80704637 -0.51120015 1.81165362 0.65565968 -1.19715008 1.4811499 2.14336813 -0.39201131 -0.06080176 1.24650571 0.06528388 0.6344483 -1.56529733 -2.33658219 0.52975963] Distance 6.554379154727551 Each least square approximations [-9.09289874 0.08837969 3.99734721 1.08367519 -0.8669627 1.14526186 -0.84286532 0.80278984 -0.90592149 2.34372336 -1.32661054 -1.70989415 -0.55620411 1.19724089 2.54958345 0.19989009 -1.89352826 -0.5348854 -1.08931458 1.3208354 ] Distance 8.018507857907055 Each least square approximations [-7.25569721 2.18998268 -6.91055546 1.85670811 0.74082959 -2.35493651 1.3438274 1.27240219 -1.99311211 -0.29048303 0.84465314 0.61979139 1.08634614 0.01392517 0.42261705 -1.75641452 -2.27163567 0.47396887 -1.09330786 1.78213657] Distance 8.347479066838682 Each least square approximations [ 8.58994326 3.34205063 0.92023739 -1.68741784 -0.39045067 4.3256201 -2.76890287 -1.89527875 -0.60970528 0.54297711 0.43392307 -0.52607083 -0.18953727 0.93626452 -0.405597 -0.96078899 0.68845685 -1.9431545 1.52256876 -0.30812087] Distance 8.867420259391814 Each least square approximations [ 8.28894391 -2.62709592 -3.54625382 -3.14206636 3.57205193 -0.79099853 -2.72666998 -1.63129208 1.13936579 0.38623773 -0.6020466 -1.04821753 -1.2573043 0.73067264 2.06860836 -0.74487616 -0.7860102 -0.03417495 0.47876627 1.6149298 ] Distance 8.505740821031777 Each least square approximations [-8.39589602 -2.4704466 -5.52584835 0.09550498 2.40466882 0.62334933 -0.42583929 2.90981607 -0.35793499 -0.80521816 1.44647388 1.30680711 2.00573252 -2.6237684 -0.93774455 -0.03175767 -1.18040174 0.85233511 -0.9628866 -0.85973944] Distance 8.067901901967163 Each least square approximations [-10.30715714 -0.20000097 -0.33183595 -1.20759631 -2.74529056 1.02791996 -2.01456093 -0.8550705 0.10496966 3.14962799 -1.73423478 0.23571614 0.09281815 -0.94732413 -1.37104138 0.22200931 0.8456463 -0.58572264 0.37893987 -0.02106911] Distance 8.302921294521878 Each least square approximations [-10.28101041 -3.17588578 2.45674663 0.86253891 -0.2423155 3.24480473 -2.28695056 -1.35360482 1.52751135 -0.27046395 -1.16562761 -0.52953949 -3.45518069 -0.27203506 1.41787142 -2.2682497 -2.29379169 -0.01321828 0.13217565 -0.24007305] Distance 6.199523448317875 Each least square approximations [ 8.90041276 -1.5781193 2.65996457 -3.76393496 3.43200623 2.7687537 0.31177905 -0.27278617 -0.94714176 0.84532844 1.03879994 -0.10146749 0.77156938 0.25758738 -0.21132982 -1.38878352 -0.22082225 1.10723445 0.4346779 0.34175538] Distance 8.815643056230444 Each least square approximations [ 8.77504365 1.36683838 0.45391807 -5.16967269 4.21806259 3.03193988 0.97253791 1.45600531 -0.78141244 -0.3560823 0.07703403 0.13192357 -0.54764506 -0.35904355 -2.2202381 1.82833802 -1.16242493 0.20565351 0.2932932 -0.54977806] Distance 7.752645939953972 Each least square approximations [ 8.99786866 -1.61847081 -1.37526768 -4.37308059 -1.88167055 -4.37778679 -1.84243983 -0.40691123 -0.91548789 0.53416636 2.78640303 0.87713668 -2.18057529 0.21352098 -1.11965307 2.17329342 -1.28914504 0.36434454 -0.13500891 0.25147606] Distance 7.350265797705975 Each least square approximations [-9.0997663 0.38888588 4.15921878 1.81844953 -0.40871688 1.23527579 -1.3248497 -0.46597927 1.76827111 3.84296648 -0.71129461 -2.77618926 0.34965743 1.99190623 -1.03298244 1.52664839 -0.12050843 0.529308 0.59658026 0.76727889] Distance 8.070649315511565 Each least square approximations [-4.94178958 2.38623598 -8.62372316 0.1864012 1.64331916 -0.26199255 0.82053776 1.71647036 -2.22825669 0.61296143 -0.57828051 2.58184546 -3.79807046 -0.2816996 -0.52873909 0.65186104 -0.57624335 -0.80465512 -0.65384606 -0.48862744] Distance 8.048256826043371 Each least square approximations [ 7.88762694 3.89973929 1.0668662 -1.60809509 0.44070205 4.10360595 -2.33676806 -1.37148799 -1.59662949 -0.31678206 0.45589075 -0.70869696 0.84492052 -0.10833284 -0.39036135 0.38521039 0.79266262 -0.87192223 -1.30753169 2.16018915] Distance 9.338377981918136 Each least square approximations [ 7.26772564 -0.77494156 -5.68237883 -5.02458221 2.9747509 0.72919278 -0.39816167 -1.20082845 0.09279623 -1.16339322 -0.83502584 0.01481858 -0.24267673 1.39900847 0.6016812 -0.28254985 -0.57139884 -0.10783062 -0.89293653 1.9677952 ] Distance 8.568267069986016 Each least square approximations [-9.97576574 2.89579079 -3.79976749 1.62766284 5.48098376 0.86985304 0.75406312 -0.32622883 -0.27145343 -1.64115821 0.96121745 2.20198058 -1.36943015 -0.31061855 0.88384287 0.74412864 -0.56134386 0.06532359 0.25654029 -0.20468016] Distance 6.011871713541301 Each least square approximations [-8.76163163e+00 6.02953330e-01 -4.53062861e-01 -1.68835805e+00 -3.55061572e+00 1.93372416e+00 -3.51430156e+00 -1.07110783e+00 1.57621321e+00 1.30031457e+00 -7.41103049e-01 -1.66259487e+00 -2.13985158e-01 -2.38725879e-05 -7.49020000e-01 3.26331916e-01 2.64633287e-01 -1.37808939e+00 4.57480095e-01 1.00784933e+00] Distance 9.13523354959137 Each least square approximations [-8.2139659 -0.01091909 2.79752914 -4.05398221 -2.13796907 3.0202211 -1.93149081 -3.8452067 -1.57893735 0.16723848 -0.8856789 -1.98703641 -0.08810921 -0.83835929 2.75333537 -2.37887687 -0.20778374 0.06164399 -1.32949485 0.27211558] Distance 7.605654464786367 Each least square approximations [ 6.86231851 -1.65631484 3.68819123 -4.10261388 4.62471068 4.07880934 1.34223534 0.17751025 -0.57133449 2.10094835 0.91524723 -0.89622601 -0.71168315 1.4630601 1.23173678 -0.59815483 -1.4848449 -0.13883378 0.64988808 1.23652507] Distance 8.347012615649927 Each least square approximations [ 8.89317469 1.74623192 4.75123521 -2.09279596 0.38468921 3.22186864 -0.87797055 0.86374785 1.20566953 -0.19145642 1.70889222 0.35995046 -1.14071533 -1.31607453 -1.05663035 1.73140692 0.20904979 -0.11095872 -0.34989027 -0.35257959] Distance 8.470559258891885 Each least square approximations [ 8.09812044e+00 -7.82724125e-01 -1.15543756e-03 -6.63096233e+00 -1.19335767e+00 -3.05209889e+00 1.46038830e+00 9.22318703e-01 -9.69897665e-01 1.32877483e+00 -2.27979443e-01 -2.75417818e+00 3.12255763e-01 1.34391110e+00 3.43459832e-01 7.71305823e-02 -1.70897268e+00 -6.90217125e-01 -7.94255286e-04 6.59922795e-01] Distance 8.049194867120118 Each least square approximations [-8.72614571 0.31181277 4.8010009 0.83281993 -0.59154348 3.77109387 -1.30532022 0.82994164 0.9035528 3.24926745 -0.94348346 0.53972128 -0.76059456 0.47476895 -2.14198336 -1.87630542 0.51513 -0.73836689 -1.77447736 -0.5311264 ] Distance 7.887884554908667 Each least square approximations [-9.6516909 7.27649021 -2.01697673 4.26725051 0.14483847 -1.11571991 -1.88410222 -0.57655173 0.12372813 0.07960919 -0.49806748 0.68725023 0.62431154 0.04913803 1.21459802 -2.88701994 -1.42326987 -0.71437571 -1.49880645 -0.90108635] Distance 4.544585816011823 Each least square approximations [ 7.20734807 0.62744751 1.44470075 -1.39181006 -2.49533874 2.8512114 -4.38848704 -1.15576188 0.22376952 0.70585782 -3.45342446 0.17544566 -0.51821333 0.74544944 0.78635832 -1.30617211 0.76574936 -2.05448976 2.45235798 -1.8845342 ] Distance 9.454037196207295 Each least square approximations [ 8.90376737 -0.0096164 -0.56258141 -2.45990309 3.43176959 -1.91633015 -1.75236775 -1.78160084 -1.02476452 3.72282379 1.07554837 -0.11472678 -2.39421379 -1.21002116 1.94475824 0.13269147 1.20161387 0.77712169 -2.13730448 0.5820953 ] Distance 8.327710864188756 Each least square approximations [-8.95461347 -4.73150354 -2.63535505 -0.18733428 -2.58850664 0.58855451 1.6844865 2.44849398 -0.07931107 -0.85893053 -2.0595698 1.90189361 2.74949121 -1.81460483 -0.24082139 0.74123661 0.94949272 -0.63357695 -2.97283996 -0.37506279] Distance 7.412417823679043 Each least square approximations [-8.59794251 0.23863886 -0.34051287 -4.78903428 -0.60876774 -0.48296078 0.41290902 2.18187834 2.27021428 1.59275088 0.62017769 1.65297362 -0.50174451 -0.01085897 0.41759931 0.48809068 0.7746741 0.9073544 -0.91694143 -0.26525439] Distance 9.713193681942085 Each least square approximations [-9.79701974 -1.1272312 3.68974036 -1.11440304 -0.11271097 1.98641068 1.80524596 1.76065108 1.61010603 0.96967784 -0.84246472 2.95545587 0.87236089 -0.40910713 0.11193 -0.04075985 -0.36675522 -0.64323801 -0.14512617 0.67713029] Distance 8.564280151724015 Each least square approximations [10.07291417 -2.75111026 1.53464095 1.49933631 1.1633698 0.09549383 1.75041177 0.92515417 -1.8606158 -0.49084933 3.01581147 -0.79283735 1.00138849 0.8886528 -2.05689382 -0.94612965 -1.50741935 0.2614032 0.06825367 0.23006626] Distance 8.310185142383391 Each least square approximations [ 7.70581589 2.15036987 -2.21309721 -3.82507971 3.55128316 1.56300946 -1.93758037 -2.34806027 -0.12376916 -1.96476366 1.80482107 -2.64054001 0.63014192 1.83187112 -1.39283414 2.68595898 0.06512245 -1.3250053 0.22415879 -0.35141634] Distance 8.597612636421085 Each least square approximations [ 9.48272974 0.58440891 -1.70921429 -1.81613593 3.075962 0.33972259 -3.07221374 0.03733895 -0.64449389 -0.5958279 2.32299357 3.59403853 -1.21688537 -0.83225085 0.56896594 3.98683296 -1.04050498 -0.36665994 0.29956745 0.43915855] Distance 7.4996225595242185 Each least square approximations [-8.36145411 -0.57912433 0.64773049 3.53999136 0.10390885 -3.75355216 2.38132916 -0.5656465 2.79260184 4.80898943 -0.81244503 -0.73441332 0.68267551 -0.29786366 -1.60302699 1.1856341 -1.62358156 -0.39711051 1.2816534 1.08159028] Distance 8.072688453962881 Each least square approximations [-9.58957301 4.06233201 -4.17037388 -0.95782156 -1.05085309 0.83262693 -1.05337062 0.41789839 -0.77038879 -0.62864871 1.23043091 -1.32065727 1.70619669 -0.96712593 -2.9694178 1.50392938 -0.57087782 -0.08390982 -0.76137978 0.50445113] Distance 7.583100770489503 Each least square approximations [ 6.31952155 0.46881673 1.42398006 -2.23434638 -1.94739003 1.8585151 -2.5166834 -1.62628201 -2.49889265 -0.09370151 -2.96004914 -0.93220087 -0.07479013 0.39380167 0.23474781 -0.34855641 1.08319878 -0.34125303 -0.0553406 -0.16856759] Distance 11.258462347377789 Each least square approximations [ 6.92580412 1.74209092 -2.7293748 -3.42240084 2.57915681 -2.30534082 -2.10173747 -2.30296662 2.69111373 3.29639924 1.43548108 -0.5859714 -0.82444657 0.72708695 1.63531623 0.65508228 1.6930924 0.87087926 -0.89423762 -0.5867866 ] Distance 9.287200292114552 Each least square approximations [-10.85596354 -0.67528442 0.40680046 0.16232701 -0.16292967 -0.43519498 0.71731874 2.72019573 -4.04949415 -1.75155858 -1.23866498 2.12719808 2.35152234 0.1600425 -0.35926885 0.13059802 -1.16020251 0.39624565 -0.8649327 -0.2565293 ] Distance 6.893687556070682 Each least square approximations [-7.58093186 0.05802755 -1.55799566 -2.61764115 -2.20909535 -1.63974723 -1.13603156 2.46493466 -0.55681837 1.57613281 -2.17908955 0.80789293 -0.6649844 -1.28797564 -2.24102075 0.40113011 -1.66969856 0.59535435 0.13262034 -1.13447022] Distance 10.29959106931547 Each least square approximations [-11.92737168 -0.2183844 -3.03635457 -2.14773686 -1.26411154 0.76303368 3.62018453 0.54263885 -0.6527425 0.19831496 -0.26529636 1.05000586 0.3976904 -0.58543155 1.00831755 -1.91132277 0.10450755 2.46009468 0.39229077 -0.82180654] Distance 4.719417400811285 Each least square approximations [ 9.55675173 2.04727757 1.63804981 0.10562903 1.0475249 2.41530527 2.32161585 1.15132181 -2.61111707 -0.29325979 2.2037957 2.49409286 -0.66746335 1.52779764 -1.37893007 -0.55275217 -1.89527302 -2.15260395 1.19210639 1.83100077] Distance 7.737297766366121 Each least square approximations [ 7.03684935 1.27250909 -0.28766296 -4.16053803 0.54540784 -0.38741104 -3.52465293 -0.94659517 0.95735942 -3.77132861 1.89003344 1.58495496 1.10315194 -0.40740603 0.73452994 2.82909707 1.54698293 -1.52095176 0.88519414 0.80928288] Distance 9.386457593575573 Each least square approximations [ 9.22974963 2.30421902 -4.18935762 -4.48380613 0.61182014 -0.56925302 -0.68340094 -2.50255282 0.07605456 -0.89785601 0.98982504 1.73111006 -0.87534763 1.91885898 0.43030519 -1.09982916 -0.06403908 -1.32336766 -0.70968349 -0.60683725] Distance 7.671818622815698 Each least square approximations [-8.4574206 1.67876946 -0.79495277 1.96099127 -1.60294409 0.22920676 -1.08997894 2.02772847 3.22828811 2.55691178 0.05614053 -1.29017148 -1.00449849 0.98215035 -1.33915121 -0.54121451 2.76815944 -0.34466167 0.4896624 0.55612926] Distance 9.48333072633385 Each least square approximations [-5.53316162 5.18302531 -5.59872289 1.98473515 1.11997906 -2.99644468 2.67416228 1.24016001 -2.5794571 0.51645177 0.479577 -0.45320706 0.52570646 -0.22683891 -0.60654196 0.84757363 -1.33576678 3.25165449 -0.98887716 1.42948818] Distance 9.08160097624407 Each least square approximations [11.8319975 1.57368575 -1.7626125 1.29956652 -0.18886775 1.31138708 -2.2588543 -0.08917735 0.81044332 -0.35229229 0.39834995 -0.52648891 1.49167734 1.33347028 -0.88917728 -0.05769963 1.17222181 -0.23255658 -0.4148834 -0.77596692] Distance 7.480658012286725 Each least square approximations [ 9.66110931 -3.96199708 -2.74179357 -2.8848067 0.60789844 2.43421461 -0.96438492 -1.63880594 0.3732032 1.9280496 1.14363862 0.25147126 1.60481725 0.13736915 2.35221889 0.75750949 -1.30630072 -0.28870604 1.42762439 -0.76443095] Distance 8.073725286138295 Each least square approximations [-7.78905519 -4.332528 -5.07674071 -1.37047772 2.70627628 2.25874839 0.23145469 1.11131743 -0.58732468 -0.48338018 0.3179565 0.84801235 0.11881535 -1.80194621 1.8392582 -1.03062029 -2.169118 0.76232827 -0.2115613 -1.46035171] Distance 8.996445960294352 Each least square approximations [-1.21432595e+01 3.63554900e+00 3.58941309e+00 7.55170918e-01 -7.00799880e-01 -1.84825847e+00 2.73326791e+00 3.82737818e-01 1.92761543e+00 1.81390609e+00 -5.09308296e-01 -2.40267259e+00 -1.11681560e+00 -1.39700619e+00 4.42190977e-01 1.11692802e+00 -1.30356707e+00 -2.13083722e-01 -3.24898288e-03 2.76876634e-01] Distance 3.6269451226598526 Each least square approximations [-8.83500634 -3.43371704 4.99860175 -0.35650729 -0.8644991 3.12276218 -0.57452379 -3.06230569 -0.55732272 -0.17385728 1.58584593 0.82697669 0.84811779 1.92789215 0.4228774 1.58277663 -1.98415051 -1.05435333 -0.43876429 -0.54593307] Distance 8.181953266413657 Each least square approximations [ 9.75318123 -1.27747255 3.95441629 -1.36582563 1.69648185 1.33369985 -3.16810779 1.35849144 -0.04807742 3.2559344 0.0874978 -0.0975082 1.16439513 -0.15754725 1.54846536 0.04361293 0.09484101 -1.93162401 0.90800951 -1.20796482] Distance 8.190697795572564 Each least square approximations [ 9.57766173 3.32465644 2.39406219 -2.8021894 2.99579674 0.88810125 -0.65064275 -0.58083139 -0.74531184 -2.29416287 0.18999427 -0.89815593 -0.30050983 -1.07920072 -1.36847086 -3.67870326 -0.96796955 -0.92763049 0.32958087 -1.8780492 ] Distance 7.915976055221619 Each least square approximations [ 9.63725889 -2.05176805 1.99496971 -4.76864514 -0.26983001 -0.56154168 -2.93209464 -0.6056537 -0.08753758 0.65124996 1.96678451 1.33211566 0.58227118 0.57128188 -0.67051259 0.02013653 -0.29083116 1.65337691 -1.26132806 2.77214812] Distance 8.115930689417542 Each least square approximations [-10.7368086 -1.45300345 2.12164903 2.70822584 -4.00108416 0.84528059 -0.30944395 0.49243558 -0.0879113 0.38474405 0.49006016 -1.45549003 -1.10396771 0.94297069 0.91463869 2.36495697 -3.20700901 -1.12056344 -1.43490943 -0.68153903] Distance 6.848890644811694 Each least square approximations [-12.08548815 4.65547925 -2.36580435 -1.41140725 1.95775844 0.19496751 -0.49162297 -0.97549619 2.99320763 0.54098409 1.54989634 0.21615335 -0.05453869 0.63296773 -0.13054988 0.6457894 1.5984636 1.4475155 0.09969511 0.04177489] Distance 2.9753365004096133 Each least square approximations [ 5.75394897 1.60610837 1.1812608 -1.2940865 -1.68292836 3.22158994 -2.6255305 -1.38428567 -3.96764376 -0.92894929 -3.33328554 -0.07685419 0.15005463 -0.58413805 0.44958081 0.22464008 1.54337532 -0.29422886 1.57837154 0.25089448] Distance 10.597167128546943 Each least square approximations [ 7.99855506 1.86330495 -0.3606236 -2.98023168 5.02129895 -1.47487806 0.16045839 -2.20186574 -0.86808446 3.81880776 1.48634686 0.26389112 -3.40515116 0.50887999 0.79448535 -0.31450782 2.76918617 0.62761892 0.25843077 -0.77555707] Distance 7.667155229468754 Each least square approximations [-9.94811938 0.02431972 -2.64120293 1.21102439 -3.91089039 -0.86087303 0.67458071 2.31862026 -0.39732543 -2.8657672 -2.82970676 0.65100534 0.90878402 -0.63732515 1.71272333 -0.41482779 0.26758449 -0.30827815 -1.02544828 -0.65234256] Distance 7.374328445291301 Each least square approximations [-7.60511271 -1.60761851 0.63721883 -4.36002605 -0.06682276 -2.20870257 -0.87666026 1.84524828 0.88702532 -0.82236378 -1.40573335 -1.60301384 0.24611386 0.08309472 0.02621812 2.6473821 -1.19731607 -0.03579997 0.3275905 -0.62950858] Distance 10.125243637284758 Each least square approximations [-9.94403214 1.75652512 0.01575165 -2.51595051 -0.05164861 2.70787097 1.99274438 0.50161967 2.89088635 -0.35163567 0.49514223 2.06091527 2.20280619 -1.72302053 1.02238693 -2.11746475 -0.73412256 2.00380044 -0.30844926 0.42288582] Distance 7.445137706573475 Each least square approximations [10.22511889 3.92104607 0.35029359 2.37170824 2.56365383 3.45912291 1.59421624 0.6971628 -1.84639675 0.60286043 1.84961723 2.05150565 -0.26779407 0.81982532 -1.08164105 1.26153536 -0.30574396 -0.0911813 0.14508397 0.5303762 ] Distance 6.624684630196981 Each least square approximations [ 6.7572889 2.04549193 -0.59529708 -4.0021419 1.46234494 0.74324596 -2.93234755 -2.72347824 0.54083457 -1.24716853 1.69430444 -1.11030548 0.32616519 -1.14217783 -0.06868821 3.09527448 0.75295001 -1.64929761 0.80617738 0.42373848] Distance 10.022537354614677 Each least square approximations [ 7.93452376 2.39595187 -3.82698317 -5.86644008 2.62719087 0.45962294 -3.16901522 -2.40003876 0.036022 -0.21743969 -0.53096285 1.41330808 -0.88833817 -0.34021933 1.9138127 0.87550782 -0.27928468 -1.50923953 0.984788 -0.0967351 ] Distance 7.4005133294100816 Each least square approximations [-7.42846628 0.02081014 0.76208128 3.83493171 -0.89157057 -1.46183171 1.4597612 0.88713449 2.79954361 2.97598174 -1.36334817 -0.26101134 0.08598369 -1.85850119 -2.30307523 1.70591843 0.43872371 -2.67431013 1.1932415 1.2046238 ] Distance 9.465905778165967 Each least square approximations [-5.08399643 3.9577225 -5.31568814 4.38633235 1.75788789 -4.82170327 4.1063898 2.90763329 -1.58154199 -0.79009977 0.91952619 1.42903993 -0.89176652 -0.24373068 -1.02049909 -0.30852799 -1.56481656 1.61950204 0.49383613 0.66714462] Distance 7.957562326890847 Each least square approximations [10.13782823 2.39059939 0.76487443 -1.58654812 0.08859903 3.27021645 -2.82441395 -0.232708 2.02087623 0.53182725 1.38553687 -0.23402689 -0.29983976 1.20161383 -0.43826724 0.5862012 -1.54290086 -0.55094754 0.45063159 -0.16544817] Distance 8.723466113370078 Each least square approximations [10.62936525 -7.35045204 -0.88349456 -2.77269012 1.29926466 -1.86916762 -0.63972148 1.14470604 -2.33233467 -1.58844676 0.60156597 -0.11540605 0.68836844 0.03056948 -1.56387709 -0.26723743 0.15395211 -0.66700994 -1.7197317 0.35948837] Distance 4.525781548057159 Each least square approximations [-6.90118657 -4.45565397 -6.91974746 1.61978138 1.22997526 0.40668463 0.54462733 0.28177909 0.42000022 -1.7031221 1.42072554 0.24040877 -2.09699228 -2.00080919 -0.16338908 -0.79101218 -2.06767489 1.81519932 0.11572062 -1.35020214] Distance 8.607986717612967 Each least square approximations [-9.70022699 2.01264786 4.12251906 -4.57567116 -1.46073144 -0.84373026 -2.89604883 -1.78868544 0.64141356 0.94615788 -0.09315257 0.9159479 -1.19125934 0.71824991 1.85945386 -0.64289077 1.18148128 0.74080641 -0.20240976 1.37485771] Distance 7.443470487890023 Each least square approximations [-7.43296135 -1.12758812 7.92185129 -1.46031398 -2.88928347 1.88554023 -0.97579516 -1.91939929 1.8859024 0.69233191 -0.16492573 0.34004188 0.43051511 -0.76431621 0.29916432 1.54227831 0.34900716 -0.0772919 0.22401869 0.53373966] Distance 8.480748552600826 Each least square approximations [ 9.51599618 -2.20642406 3.12287389 -3.08748172 3.1575603 0.9215271 -1.1415537 1.13593926 1.3723794 -1.59942696 -0.28934615 -0.5173244 -0.71666612 -2.1331886 2.22288729 -0.40972442 0.76563716 0.63746904 -2.6692341 0.07743595] Distance 8.157246670395873 Each least square approximations [ 7.35043871 3.69873194 4.12839058 -4.75301245 4.41237446 1.85161847 0.72122861 -0.62143917 0.62809379 -1.2547432 1.4647143 -0.55808681 -0.62364085 0.10412302 -1.51429444 -1.20364949 -0.51577496 0.46751669 0.90068735 -0.45536439] Distance 8.748240824138868 Each least square approximations [ 8.24048877 -4.4183471 0.57121856 -4.73088788 1.68751105 -1.38726958 -1.33879822 1.93642781 -1.51319411 2.11133799 2.09309927 0.45567 -0.19917245 0.57784414 -0.29338043 0.49780378 -1.38381176 1.14545019 -1.81215102 0.82883605] Distance 8.835133114358346 Each least square approximations [-7.97227869 -3.3080382 4.5655132 4.71376124 -0.5703052 0.79681429 -1.11882652 1.0632604 1.41121036 2.64904679 -0.26588583 -0.26734329 -0.35948731 1.04265866 -0.90848711 0.23664358 -1.33639805 1.35458559 -1.63126915 -0.01477036] Distance 8.905798331650729 Each least square approximations [-7.29922869 -7.54026672 -6.79411385 1.9920654 -0.20631793 2.12974522 -2.13884378 -2.20642872 -1.6061577 -0.06180608 1.03312107 0.91044864 -1.05747806 -0.30154208 -1.21220085 -1.45316041 -0.9592125 1.33790446 0.6831813 1.12987782] Distance 3.2702142040330036 Each least square approximations [ 3.51665454 3.60045356 0.75789102 -1.34483456 -0.3087991 2.25046694 -1.13903407 -0.83112151 -5.08069979 -1.64830871 -2.18666296 -1.5713169 0.77735464 -1.31093791 0.13733348 -0.80404403 1.24648098 -0.71670602 -0.38162028 -0.07136932] Distance 11.083925249831271 Each least square approximations [ 4.3283251 1.15787968 -3.27014175 -1.42269021 3.16356057 -1.90045691 -0.26306557 -1.21819271 2.69053564 1.22742089 0.05818847 -2.79778353 -1.34664027 4.39471451 0.983395 -1.52786981 -0.23087487 -0.55160861 2.13382367 0.47199294] Distance 10.22728648065433 Each least square approximations [-5.62903322 4.04255702 -4.04875549 1.63523495 0.80788729 1.42768408 -0.29024294 2.34981964 0.36485089 1.28299174 1.51818978 -1.05672961 0.41095279 -1.57537649 -2.76112659 -0.34842316 0.73668296 -0.25178119 0.04375078 1.82149028] Distance 10.187630646189593 Each least square approximations [-2.92427523 1.3239128 0.86241031 0.7515464 -2.07840449 0.59703066 -3.21225488 -1.89219613 -0.59236728 0.64101643 -3.33235973 -0.01807424 3.74941755 0.32914884 2.69050726 0.39092157 0.38279237 0.77146467 0.12239282 1.13810032] Distance 11.53417401106943 Each least square approximations [-6.43749177 0.665484 -2.63485808 -1.31204703 -0.58323088 2.42034368 -5.14293203 -0.83819833 1.32433533 -0.48479173 -0.03967547 -1.20685677 -1.43598697 0.38991242 0.59415493 -4.52928494 1.77544609 -0.59245736 -0.01616891 0.69660661] Distance 9.180739979344335 Each least square approximations [ 4.06632809 3.19345896 0.07248594 -7.22303543 1.05637347 3.00168212 2.96954755 -2.01663659 -1.65591736 -0.6234965 2.0379232 -0.60664315 -0.32991346 1.33618677 0.89789601 0.53417196 1.10466138 1.57897016 1.45926514 -0.04005717] Distance 8.960909085997189 Each least square approximations [ 4.80614441 0.6685374 0.44590374 -3.08732554 0.71145821 0.57155909 -1.02525602 3.91803972 0.64050878 -0.58071672 0.94340898 0.12543425 3.30465955 -3.908289 1.17618275 1.32851988 0.99589083 -0.13585009 -1.03611215 1.73673164] Distance 10.587414396076621 Each least square approximations [ 4.02865915 0.3650161 -1.22459462 -4.4447665 -0.65476315 -3.71291544 0.68996671 -1.58200894 -0.29449795 -2.14976134 -0.46559576 -1.99843752 -0.68062411 0.54493065 -0.71037478 -0.23760965 -0.24574687 -2.78594821 0.68094297 -0.32489144] Distance 11.191896467066652 Each least square approximations [-4.04643763e+00 -1.75032413e-01 4.46821457e+00 -4.62518246e-01 -1.68318724e+00 3.93688482e-01 -3.74274143e-01 2.55486183e-01 4.88043095e-02 -2.54614750e-03 4.44371720e-01 -1.67088467e+00 2.00071625e+00 5.39143013e-01 -4.83526367e-01 -1.39456073e-01 2.96668236e+00 -1.11212452e+00 -1.44345645e+00 2.42674938e-01] Distance 11.798571095461698 Each least square approximations [-6.81716028 4.08473825 -2.65272096 3.3862203 1.74711998 2.94250367 3.37563045 3.31874388 -0.12403815 1.86968062 0.52174841 1.05411526 -0.62850882 -1.83978212 1.01024554 1.72215979 -1.97151314 1.51440225 -2.16003658 2.95307113] Distance 7.997433963736583 Each least square approximations [ 7.97814598 0.66129906 1.18394512 0.03941063 0.25306569 2.46117117 -2.63859169 -2.18722111 -1.46987686 1.88107278 -0.17397075 -0.57371798 -0.97183459 -0.4374517 0.2770991 -2.32848598 0.93560073 0.72482754 0.819376 -1.86744183] Distance 10.505094428604824 Each least square approximations [ 7.83046213 -1.59997824 -2.93240769 -1.1100724 3.35228647 -1.82433032 -0.44610434 -0.19490807 -0.05624023 1.17716267 0.01970653 2.20277028 -0.53821606 -0.83313304 0.14439022 -1.95196778 0.17810908 -0.73516124 -1.70466977 0.65068845] Distance 10.416338775384983 Each least square approximations [-9.30319613 -0.55197415 -4.80625438 1.07418017 -3.26075146 0.0456495 1.39407286 -2.86793252 -0.18356868 0.59438333 -2.95058114 -1.28937114 2.23364544 0.47729032 1.24307776 -0.90464574 -3.2900109 1.64464195 -0.32338557 0.1628173 ] Distance 6.932601919487263 Each least square approximations [-7.71353162e+00 9.50377192e-01 2.93642446e+00 -5.30775632e+00 -4.19558796e-01 -8.46696963e-01 -3.46714721e+00 -4.62067203e-02 2.77942761e-01 -6.35742321e-01 1.88870321e+00 5.04001591e-03 1.72203415e-01 -2.73040698e+00 -9.68854940e-01 1.77767030e+00 6.31655377e-01 1.55509875e+00 -5.85357809e-01 -1.08250582e+00] Distance 9.049386407519659 Each least square approximations [-9.80131942 5.23045523 4.6559797 0.560101 -2.46580693 -2.0287393 0.8499874 -2.91081432 0.95582652 -2.79436322 -0.1786593 1.70137073 -0.04269949 0.91966867 -0.25964041 1.70942179 -0.44109864 0.48467464 0.42302156 -0.91035831] Distance 5.498958619758529 Each least square approximations [ 9.07277697e+00 -2.20295661e+00 -1.52826098e+00 -7.19207496e-01 1.55531172e+00 3.56203084e+00 -2.24089557e+00 2.20962728e+00 -1.34065194e+00 1.78957896e+00 1.13967308e+00 -4.79560084e-01 -3.59587505e-01 -2.82040233e+00 2.62160261e+00 -4.46389346e-01 4.02655806e-03 -9.30971115e-01 -2.72835590e-01 3.19312528e+00] Distance 8.007117351244531 Each least square approximations [ 6.79975262 1.9600208 0.94476827 -3.63264992 2.00240793 0.43573841 0.9876398 -2.64068878 -0.3931897 0.46178755 3.14338135 0.09617763 -0.0611508 -0.72490384 -1.82114305 0.76306949 0.23671986 -0.9728565 -0.82794915 1.11142914] Distance 10.864792872635542 Each least square approximations [ 6.87688198 -1.45276718 -4.44500096 -3.51144603 1.35301792 -1.04197118 -2.39821087 -0.60680486 1.11325973 2.85943223 3.5615203 -0.8107405 1.88001061 0.02663288 1.29860917 1.78739464 -3.93768337 -0.54404468 -0.7867615 -0.14811751] Distance 8.592199443780553 Each least square approximations [-6.70138112 -1.68764253 3.23456334 2.81287864 0.46795383 -2.75946716 -0.17485891 1.10213763 0.09550677 2.74351002 -1.00335387 -2.62122087 -1.32971077 1.60061485 -2.52451158 -1.30358499 2.1743249 -1.27616598 -2.2685502 -0.4565829 ] Distance 9.860568168839082 Each least square approximations [-10.49834714 4.9528219 2.27883923 1.4109334 3.91290229 3.58279101 0.52710724 2.5711959 1.70180882 0.71083052 1.49339657 0.82012067 -1.12642245 -0.31270493 -0.51128822 1.19705921 -1.20215739 0.64123355 -1.16897882 0.9342741 ] Distance 4.721287512614637 Each least square approximations [ 4.83585036 -1.25171828 2.62499724 -0.43462857 -1.81965878 1.61072835 -2.94270094 -1.17881951 -1.62985897 1.53580332 -2.70144897 -0.33435896 -0.84177272 0.62640078 0.28662226 -1.88128202 1.88958149 -1.07310434 2.14873112 -0.18895633] Distance 11.75622510652999 Each least square approximations [ 6.10544406 -0.58862484 0.23129831 -1.21083069 3.00909784 -2.99576278 1.49156925 -2.18717147 -0.09552263 4.1401373 1.80980826 1.47817162 -2.3072489 -1.10279698 0.33462114 -1.49574569 3.89380883 0.61252236 -1.28828734 0.21862426] Distance 9.989667256427929 Each least square approximations [-7.71229134 0.12689335 -1.13595228 2.08414535 -6.81612288 0.70189926 2.01779354 -0.01065504 -2.05366971 -2.21121418 -2.07540832 0.46342207 2.90916694 -1.1744739 3.78790063 0.12830817 -2.01346054 0.70991873 -1.38538133 -1.85762686] Distance 6.985653119102163 Each least square approximations [-5.2865654 -0.31312441 3.10647867 -5.21082199 -0.04814529 -2.4728136 -0.58929704 3.49310828 1.09187962 -2.51114638 1.0303733 -0.64831751 -1.29226154 -1.45696525 -1.14032341 1.35239408 0.98551618 1.60035544 1.19593287 -0.49020853] Distance 10.3969866786661 Each least square approximations [-8.54027315 6.1228324 2.01572171 -1.01594546 0.80949736 2.12619025 3.12892342 0.9497101 1.58695617 -2.41860634 1.3851935 1.01097551 2.34162263 -0.94108885 1.40283257 1.75372333 -1.0753361 2.26186898 -1.55928697 0.93419936] Distance 7.002196138120536 Each least square approximations [ 9.74819615 1.01562095 -4.2708495 2.24784702 -1.32596758 2.38584013 0.19845332 2.86127577 -2.06924469 0.33911651 1.62833064 0.91963392 -1.3238825 -0.86306984 -0.09418819 -0.3510909 -1.45027467 0.24856725 -0.17560253 1.29445104] Distance 7.955723779947052 Each least square approximations [ 3.36281266 2.2590314 -0.68244891 -3.22740116 2.04933701 0.37563703 -1.74007955 -3.91390931 0.61654806 -1.52188694 3.00080909 -1.48791685 0.04330305 -0.35988508 -1.3856123 2.42084142 2.64916277 -1.11114924 -0.12513068 1.59439691] Distance 11.406089850870007 Each least square approximations [ 5.8187996 1.91018154 -4.0469236 -2.74486118 4.15015789 0.16328516 -5.01977741 -2.35757894 0.88584044 1.50480384 0.97459919 1.17006824 0.89416302 1.42640757 1.28386958 0.39535166 -1.67915219 -2.17323963 0.14155309 0.54730564] Distance 9.242422269525612 Each least square approximations [-4.56114137 -0.99939448 -0.49592373 3.80103431 -0.39771825 -3.44090112 0.67959694 0.66099646 1.39280114 3.53848733 -0.63686 -0.93811258 -1.09538352 -1.26936683 -3.23161423 0.97498317 1.0340675 -3.48090678 -0.42963356 1.44412058] Distance 10.858925592753671 Each least square approximations [-6.65926769 3.56215139 -6.70409144 2.85199675 -0.81984999 -3.15452405 2.13380842 -0.47831317 -3.38199253 1.62737828 0.1439833 0.13036737 -0.80564997 1.01325932 0.20042083 2.32123971 -1.7145895 1.1836457 -0.29852264 -1.50530488] Distance 7.682609264547129 Each least square approximations [ 9.95599887 2.29363023 -1.57031021 -1.65791335 -1.77077585 5.45579078 -1.4110433 -0.33595701 0.11843287 -1.37842069 0.61211036 -0.50665155 0.95927724 0.30951989 0.18831247 0.4715747 0.45354695 0.08558125 -0.40167748 0.37222217] Distance 7.970594648132465 Each least square approximations [ 9.77225591 -0.5949091 -1.5794762 -3.31143936 4.00474772 1.58835285 -3.10886343 -2.38270469 0.66809916 -0.06498472 -0.19978397 -0.2118611 -0.01523711 -0.5215489 0.30374507 -1.0613532 -2.41410648 -0.9923533 -0.23918871 0.39020912] Distance 7.758998345336091 Each least square approximations [-9.90037091 -2.5919529 -4.59674873 -0.3307834 1.74165162 -0.75137231 2.00447284 0.06040303 1.22109408 0.42011295 1.64688543 4.49002089 -0.43869011 -1.13656124 -1.73626219 -1.06239669 -1.060427 0.68024872 0.2920032 0.88311119] Distance 6.800770280370383 Each least square approximations [-11.67839867 1.84345288 -2.87801703 -1.30698659 -2.10292259 -1.53955839 -1.78114396 -1.85052371 1.24746336 1.3573762 -0.41316384 -0.22539572 1.7071467 1.14879032 0.33732469 1.27112294 -0.72228449 0.99004495 -0.14188618 -0.17979394] Distance 6.177619373525412 Each least square approximations [-9.82405131 -2.88281964 3.68885303 -1.67416199 -4.90375216 1.42272423 -2.2022646 -0.08575891 -0.13386377 2.14676096 0.06055117 -0.26663048 0.46524282 -0.08768604 1.52715387 -0.45379012 -0.40407795 -1.56556281 0.98190395 -1.39775068] Distance 6.878084508969913 Each least square approximations [ 8.78065514 -1.35638469 4.50047009 -3.55234355 4.71328088 0.46292139 -2.1207361 -0.12032492 0.43048331 1.16045608 1.43076736 0.04389608 0.67364822 2.02790265 0.37889551 0.08024245 0.9162368 -1.22019986 1.82955013 -1.08825493] Distance 7.6520278685535335 Each least square approximations [12.62948413 2.40270333 0.31512873 -3.00698363 -0.27994378 1.63929379 -0.2807976 -0.08631252 2.28146046 -0.37414834 -1.38824599 -0.44124748 0.51685594 0.91050905 -0.35845262 -0.73479215 0.70316511 0.03685039 1.31902301 -0.44477829] Distance 4.850769374356947 Each least square approximations [10.64827673 -1.62928229 0.19454712 -3.62976429 -1.65883798 -0.03142266 1.54501093 -1.0945113 0.62790439 2.32176956 0.67204412 -0.09639763 -0.01997751 1.80476983 1.00561228 1.49378543 0.8240554 1.37611005 -1.62319405 0.96389172] Distance 7.615197356513766 Each least square approximations [-13.07737391 0.03810394 2.13202575 -0.34217837 2.24165175 0.66608959 0.9906441 3.35673491 -0.26796224 0.32754453 0.29960099 -0.46644905 0.22486623 0.31256357 -1.31285946 0.67015638 -0.39229261 -0.21797071 -0.97053995 0.11133325] Distance 3.886177493301533 Each least square approximations [-5.30066912 3.87745709 -6.55603849 4.43232233 1.44462912 -3.18915523 1.96704127 3.10547798 -2.07505084 1.12705047 0.43350981 -0.78515866 1.04179411 -0.40271922 0.40308197 0.21849629 -1.43041519 1.23417005 1.57552413 0.31555299] Distance 9.337244337655484 Each least square approximations [ 1.51204463e+01 5.63461449e-01 -1.11440312e+00 -8.60034199e-01 -1.39186189e-01 -8.32053308e-01 4.19730589e-01 1.59269594e-01 -9.30702061e-03 7.67242432e-02 1.16134668e-01 2.38493479e-01 6.06911564e-02 4.77321494e-02 4.04783538e-01 1.08396168e-01 -1.32201872e-01 6.57849389e-02 1.64676729e-01 -1.94741417e-01] Distance 0.7199633773769847 Each least square approximations [ 1.10353237e+01 -3.24317589e+00 -4.40933752e+00 -2.00363573e+00 1.54403418e-01 -4.92621978e-01 -2.26412183e+00 -7.47001194e-02 5.41055239e-01 9.78104994e-01 6.42588966e-01 2.26164552e+00 2.12162563e+00 2.15183723e-01 1.85432830e+00 -3.55888338e-01 -4.71139729e-01 -5.11149911e-02 3.11194928e-03 5.58087177e-01] Distance 7.491682430807757 Each least square approximations [-9.09986697 -4.73088541 -5.38505664 -0.37320939 1.74390308 2.19262774 1.30972082 0.11786389 0.21585786 0.00929386 0.89479589 0.83373157 -1.0426441 -1.88446099 -0.32745812 0.84593806 -2.80985028 0.710754 1.01974374 -1.80753472] Distance 8.31186690313068 Each least square approximations [-10.78524697 6.10156887 2.73746369 -1.50332357 -4.49646686 -2.31946743 0.09891487 -1.26553227 2.76082399 0.49040949 0.62890769 0.03530609 0.73034783 -1.44358637 0.48387218 0.82114447 -0.7758254 1.23578248 -1.78167294 0.47774623] Distance 4.987236811260044 Each least square approximations [-9.59860379 -2.03311626 6.71902361 -0.55943323 -2.14872463 0.93328283 -2.23946302 -0.66582649 -1.1040447 -1.09375073 -1.26370636 -0.61132312 1.5333227 1.44539481 0.55373936 0.55230047 0.03551367 -0.02132073 0.10801552 -0.47625858] Distance 8.387712306081209 Each least square approximations [10.33152238 -2.92276078 4.20247996 -3.5460473 1.68111642 0.57543466 -1.82794872 0.60342703 1.47784882 3.2688617 -2.77131424 0.4495758 0.04499398 -0.86938445 1.54910533 2.12307947 -0.18592106 -2.12273721 -0.30088227 0.88836624] Distance 6.818001195224772 Each least square approximations [10.53366863 4.02157415 2.74474801 -1.33672128 4.28194519 -0.08374829 0.21777871 -0.68771444 -0.85497015 -3.00181312 1.05504969 -1.68594316 -1.04336059 -0.62949658 -1.99306183 -2.23554841 0.13262372 -0.83040313 -0.50424751 -1.19287996] Distance 7.13109373505098 Each least square approximations [10.75870971 -5.36379411 2.33390789 -3.7338648 0.10741203 0.82287588 -2.6032202 0.0650718 1.74656115 1.04750959 3.16735104 -0.47233075 -0.39371072 1.08844286 -0.17150724 0.30871818 -0.85150506 0.14786244 -1.22971165 1.70717104] Distance 6.3469415756972944 Each least square approximations [-11.12684244 -4.75083617 1.81018613 1.88548208 -3.16885795 -0.04709844 -2.31226916 0.49409729 -0.06705399 1.99259258 0.65326961 -0.41282166 -1.29670536 1.96856757 0.42549259 0.38109505 -1.72818311 0.25326321 -2.49499031 0.8043884 ] Distance 6.594081841453137 Each least square approximations [-4.83905994 4.56382054 1.27830756 2.42382131 -3.55032835 1.01961147 -3.61353633 3.49855001 -1.5011519 4.42254858 -1.85118629 -0.04813632 0.7303453 0.5724811 1.31202468 1.20671344 0.1424815 1.34821243 0.14818652 -1.14382928] Distance 9.604142491589345 Each least square approximations [ 5.5306355 -5.88505998 -1.63673818 -1.02674031 -0.81691879 -0.98920033 -0.630432 -0.68567718 0.98539118 -0.1352482 -2.23215731 0.22273154 -0.26490712 0.72833298 0.2547011 -1.70323749 0.03633743 -0.87266654 -0.77337356 -1.50632378] Distance 11.432306552821846 Each least square approximations [ 7.05926298 5.71014219 0.42210873 -0.14360008 -1.58610173 0.44353079 -0.9277619 1.13902263 0.52216408 2.07907861 4.46451115 2.44696941 -0.02667281 -1.93427781 2.10978348 1.32141988 0.39378428 0.09140288 -2.58349976 2.09188737] Distance 8.729698910136952 Each least square approximations [-9.19506599 -2.55895309 4.56646372 -5.25438908 -2.83002054 -1.12673603 0.47283569 -1.69525112 1.71863033 0.71579227 -1.56827669 -0.19791483 0.09091409 -1.70478514 0.4025638 3.41168568 0.44950031 1.69662766 -0.86952808 -0.66533281] Distance 6.20395621288768 Each least square approximations [-5.04204101 0.35461182 -1.41657884 -0.88935156 -0.51917648 -2.54471399 0.98319652 0.16354583 1.18667397 0.29185885 5.26137781 5.09482053 -0.11134098 0.2497815 -3.84528513 0.0307683 1.75904274 0.60799247 -0.48080934 -0.62065429] Distance 10.257924449114347 Each least square approximations [-6.72681682 -0.39443605 0.90087519 3.35188362 -0.08441905 -1.70635528 1.26541884 2.57322385 -2.93616027 -4.45975753 -1.74022489 2.84245029 3.27695497 -2.70823439 -0.51574406 0.47720784 -0.54282725 -0.37713968 1.41669862 -0.32037639] Distance 9.276771632870965 Each least square approximations [ 5.5072987 -2.44113401 1.40860205 1.9624113 -2.68878397 -0.24514098 -0.03948229 1.13751042 -0.95954343 0.89322507 -1.9834386 1.97888416 2.74554839 0.41188851 0.93819628 -0.75400698 -0.63108473 -3.66027958 -0.84478285 1.0374078 ] Distance 11.417678469476366 Each least square approximations [ 6.54117947 0.61905469 -4.13492084 4.29172817 0.26448179 -0.81033562 -1.67189198 -1.89172705 -1.08477654 -1.22730566 5.22820469 -2.10281872 -1.93825219 1.36168154 -0.80199651 0.91701673 0.7147072 -0.57164625 -1.030273 -1.99230953] Distance 9.066110347917698 Each least square approximations [ 8.86040257 2.70243848 -1.74489966 3.87075908 0.40429513 3.13023827 -0.51733249 -0.47208106 3.84970301 -1.85839839 2.74668839 -0.85312436 -1.78130356 -1.55858979 0.92684782 0.87442373 -0.78525636 -1.16093159 -2.09647901 -0.49958025] Distance 7.791870092161102 Each least square approximations [-6.39063761 0.16671873 -4.00904228 -2.63866603 -1.34206554 -3.14821156 1.02438738 -2.24464519 1.77000964 2.10215944 -2.04924846 0.3682755 0.40831032 -1.73875862 -0.12406419 -1.62237852 -0.54629823 -0.85426191 -2.19410231 -0.69433172] Distance 10.470523954405362 Each least square approximations [-4.38311421 3.97938811 -1.41713725 2.34450093 -3.5500248 -0.92217045 -1.28408753 -1.17530494 -3.27249402 4.30013257 -1.21803438 1.38409191 0.1041993 2.48082481 3.71346674 2.07331589 -2.1126917 1.16092258 -0.70981124 -2.67878347] Distance 9.633730305928943 Each least square approximations [ 7.69806001 -3.50624099 -3.88913678 -1.28205256 -0.277863 1.46824117 0.43775675 0.88201671 0.35324293 -2.56404542 -1.4395642 -0.42211724 0.22816681 1.3413258 0.38356973 -0.13332728 -0.32334202 1.03329844 -0.53474409 -0.21763657] Distance 10.87161022775058 Each least square approximations [ 8.62312500e+00 4.87234622e+00 1.32919915e+00 -1.44100226e-01 9.91224827e-01 3.54691196e+00 -2.28868603e+00 8.23810782e-01 3.89816112e-01 3.68761188e-01 2.51266436e+00 2.79608620e+00 1.42391566e+00 3.64221456e-01 8.59236360e-01 7.43318247e-01 -2.15289150e+00 -7.31308042e-03 -1.90276347e+00 2.38283888e+00] Distance 8.42729328527407 Each least square approximations [-8.32032417 -2.42218698 -0.11235373 -5.45816772 -0.15039098 -1.28752597 3.53189147 -1.53924908 3.01476179 2.9017694 -0.10190435 2.36300738 -2.0467071 -0.44766273 0.51828414 2.37719342 1.34810215 0.79621417 -0.59260641 -0.48036616] Distance 8.019986162858102 Each least square approximations [-7.97174602 2.02374232 -2.45138361 0.85171767 -0.01469409 -3.43480536 0.59035893 -0.5772142 1.73713877 0.16216166 4.23288396 2.1106832 1.04380446 1.29874248 -1.3556053 1.89164697 0.90553948 0.12308439 0.03247477 1.63798533] Distance 9.909701742122618 Each least square approximations [-6.45046191e+00 -2.59160531e+00 2.57283254e+00 1.76476061e+00 -1.77802585e+00 -4.58223576e-01 -1.77912445e+00 2.26647077e+00 -2.78777934e+00 -1.02230866e+00 6.47689367e-01 2.51730964e+00 2.61507205e+00 3.18898004e-01 1.29766662e+00 1.26950352e-01 2.36592723e-03 -1.76689964e+00 1.04842820e+00 6.72766008e-02] Distance 11.136301759380547 Each least square approximations [ 5.24207426 -1.93244285 4.05881743 -0.33814548 -0.01237784 0.02921316 -4.26930328 0.15697355 1.07672539 1.31345144 -1.81079686 -1.41696645 0.57582994 3.16678392 -0.56843864 -0.11545468 0.41294055 -4.46559872 0.87925627 -0.65529937] Distance 10.768083209843523 Each least square approximations [11.41962255 0.24200194 -4.33837832 5.08049905 0.54161782 -1.53557194 -2.38267134 -1.28948689 -0.49905139 -1.43544204 2.43812748 -1.14019528 -1.3501476 0.83966586 -0.96280492 -0.63434602 -0.87670499 1.0415327 -0.9721364 -1.26257761] Distance 4.3925107410143625 Each least square approximations [ 9.55336238e+00 -1.10868566e+00 4.61596306e-01 2.05648680e+00 -3.23994495e+00 3.72377084e+00 5.44305675e-01 -1.84560363e+00 4.44774828e+00 -5.87160262e-01 7.87835118e-01 -1.03731882e+00 8.19184352e-01 -2.62481777e+00 9.38464600e-03 1.56689042e+00 8.51803049e-01 -8.54181712e-01 -8.95766846e-01 1.24830025e+00] Distance 7.844013657930236 Each least square approximations [-10.21659039 0.30448359 -2.26998399 -3.14336685 -2.78484694 -3.19440391 2.52522341 -1.30991857 -0.3605073 1.1965705 -1.19709161 0.72420909 0.63730907 -0.33449714 1.15232085 -1.08249591 -0.25365129 0.29445591 -1.2357447 -0.92656535] Distance 8.219357654852029 Each least square approximations [-7.94769137e+00 3.14441617e+00 3.07133288e-01 3.07975933e-01 -2.26488550e+00 2.28668970e+00 -3.20196325e+00 1.63026937e+00 -1.45998641e-01 5.56471475e+00 -9.62122619e-01 -1.26219230e-01 6.98425637e-01 1.06706050e-02 8.08438022e-01 2.58620906e+00 2.81358095e-02 5.11561370e-01 1.96306210e-01 1.93417328e-03] Distance 8.722801996050395 Each least square approximations [ 4.94380884 -3.1734839 -1.3382116 -0.11180024 -0.95801717 0.27947568 -0.64180016 -1.38790208 -1.62980605 -0.75279086 -2.98026173 -0.35918684 -0.67979561 0.27396942 0.53996937 -0.84797753 0.83391942 -0.87891856 -0.72518199 -0.5903975 ] Distance 12.525366524914059 Each least square approximations [ 7.2964416 6.33728141 -0.07754797 0.17659001 0.60627916 -1.32424682 -0.18128765 -0.50459897 1.63187848 3.13893749 3.93560459 1.6563939 -1.34564218 -1.64469062 0.52593301 -0.02367515 -0.02455747 1.15793977 -2.29901035 1.64210316] Distance 8.482252412247657 Each least square approximations [-1.13149550e+01 4.49803895e-01 3.17785773e+00 -3.56621881e+00 -5.15376450e+00 -1.81287454e+00 5.36108586e-01 -5.07337189e-01 5.54067670e-01 8.32947670e-01 -8.00165660e-01 -4.47542433e-01 -7.87212127e-01 -4.05774253e-01 1.39789009e-01 1.64769015e+00 2.29105615e-01 -1.32853023e-01 2.51062988e-01 -1.98694352e-05] Distance 5.07202502887423 Each least square approximations [-5.08036705 0.20438775 -2.28665218 -1.81882899 -0.52148597 -1.96363397 -0.26662414 1.18984957 0.13942092 -0.06541709 3.07692445 3.94670339 0.36085292 -1.72540639 -2.71586717 2.16930071 1.448379 0.38241731 -0.60061411 -0.14568301] Distance 11.391769827798074 Each least square approximations [-8.84330163 2.61174712 -1.40577797 2.34806743 -1.09241122 -1.96718747 1.20483339 1.89001541 -1.49679299 -3.76048668 -0.07128408 0.86167192 3.8169169 -3.07181771 0.26232702 -2.08204254 -0.50913751 -0.09475502 0.34622858 0.03550597] Distance 8.00809499529175 Each least square approximations [ 6.18509594 0.70803372 0.16224061 1.53792675 -0.57801589 0.93161253 0.20217874 1.93756679 -2.95751266 1.23730734 -0.4517297 2.4729035 1.1542978 1.66069199 2.4924161 -0.47113633 -0.92016122 -2.88969257 -0.02913354 2.27693169] Distance 11.18076235491012 Each least square approximations [ 6.79729067 1.39715728 -3.99149415 1.74460639 -0.89325117 -1.57117097 -2.98474857 -1.14794781 0.82834742 -0.85502253 4.31698096 -1.82070146 -0.95581761 -0.22728865 -0.83244393 2.64464848 -0.54756637 -1.02338337 -0.79982902 -0.17124354] Distance 9.899375404450465 Each least square approximations [ 8.60332469 3.78377531 -4.79687712 0.30054084 2.25369427 2.48271075 0.45633235 -2.46020063 2.95356324 -0.87900394 1.32921724 -1.09730759 -0.19251079 -1.60287733 -0.43517642 1.30081833 -0.45878382 -0.89339281 -1.23147546 -1.03946768] Distance 7.947309201183585 Each least square approximations [-7.14136399 0.54207278 -3.00488829 -1.46170392 -0.68610497 -2.57847012 1.71745886 -1.08660003 2.76345361 1.86185784 -0.35558906 -0.62940817 0.57127415 -1.9042576 -1.64547285 -3.05368371 1.8122369 -1.10413862 -2.28563916 -0.70609499] Distance 10.055503996842939 Each least square approximations [-5.19032161 2.90399072 -0.07669061 1.3293622 -2.89697312 -1.0155072 -1.08370454 -1.13822731 -4.54201952 2.39964094 -0.86046849 0.28947449 0.65836487 2.58216063 1.38758959 0.22351081 -2.11175898 3.65712291 -0.04564855 -2.05572794] Distance 10.343629768219408 Each least square approximations [ 6.51086952 -3.2099457 -2.75406498 -0.61432646 -1.31548907 1.65357541 0.00922409 2.46592789 0.91806319 -1.46361425 -0.38197984 -0.2642323 -1.12253238 0.07601365 0.32735438 -0.36694536 -0.05139137 0.2380454 -0.72230911 0.72435061] Distance 11.72022727829056 Each least square approximations [ 6.26713494 3.37381737 1.09866828 -0.51647897 1.53445222 2.26877749 -3.10911372 -2.75538217 2.51271084 1.535433 2.16089135 -2.13604065 2.51351137 -1.08851088 0.50734728 1.07315097 -0.64600356 -0.81958621 0.20221778 1.47590643] Distance 10.361644009882193 Each least square approximations [-7.10944786 -2.35257411 1.54199829 -4.20487872 0.20644551 1.18787865 1.86422938 0.10492021 -0.7913946 0.53731835 0.31839814 4.92085116 0.30660977 -0.55871388 -0.09044506 1.23984433 0.41889215 0.72653998 1.78631888 1.26063799] Distance 10.031806432513687 Each least square approximations [-8.12746981 1.67187528 -3.93095569 3.85658801 -2.77382298 -3.59143901 1.05922789 1.99679982 0.58004245 1.24976667 2.87753472 2.54573239 -1.03053798 1.44183874 -2.41236743 0.72918127 -0.65663315 1.671439 1.54646163 0.17177814] Distance 7.596400656749583 Each least square approximations [-6.82718628 -3.52351644 -0.51357474 3.08833724 -1.63109226 1.72080957 -0.30163361 2.6188163 -2.9610065 0.38404082 -1.19628391 -0.23999843 0.34354989 -1.83492178 3.13125504 1.35518393 -1.31382731 -2.5845974 0.0311964 -1.40864202] Distance 9.851975811440566 Each least square approximations [ 4.6484934 -0.95873425 2.86980134 0.3414367 0.62383987 -1.09813406 -3.22892353 0.17168297 -0.78336413 1.22205965 -1.62529458 -0.17911011 -0.16297624 3.17723643 -0.8954891 -0.36505383 -0.47974198 -3.7902232 1.23373116 -2.02000512] Distance 11.636783793209792 Each least square approximations [ 9.26249587 0.46513445 -5.24877688 2.99761841 1.84053275 0.53340591 -4.20686707 0.98942808 -0.89815639 -2.05650442 -0.05272954 -1.67670615 -0.12353413 1.33568707 0.58505881 -0.4102478 1.55684483 0.38877819 0.2888188 0.20381496] Distance 7.52508193462148 Each least square approximations [ 9.15156613 2.63623614 1.54862801 1.22229987 -1.86581021 2.62240167 -0.79855017 -4.03518445 3.75748288 0.22848976 1.37697983 0.10740105 0.68184081 0.33045787 -0.67441383 0.74826918 2.49865796 0.61531699 -0.83615898 0.15685114] Distance 8.215606134999693 Each least square approximations [-10.63517834 1.57049124 -5.01426775 -5.37554615 -3.14355255 -1.52184186 0.27092042 -0.5031059 0.38541604 1.5364892 -0.54274323 0.73731995 1.3033333 -0.45982124 0.22623113 0.30032886 0.31321838 -0.22495532 -0.01829033 -0.4656265 ] Distance 5.145757945358104 Each least square approximations [-2.89855089e+00 1.89599587e+00 -1.68032099e+00 3.83998891e+00 -2.16674639e+00 -3.79982235e+00 -6.75588910e-01 2.19287944e-01 -4.42875066e-01 3.87984894e+00 9.73473412e-01 2.04146021e+00 -1.11058215e-03 2.72010190e+00 2.91865395e+00 -9.02166860e-01 -3.65415795e+00 7.00644275e-01 -7.62188520e-01 -3.71317332e+00] Distance 9.971561590947866 Each least square approximations [ 6.17512487 -0.72323886 -3.30239464 -2.09149633 -0.06397066 3.05681817 0.23330101 1.05682125 0.49547375 0.76899095 1.37981102 -1.16841696 -0.55840526 0.92069841 0.12777641 0.37244368 -1.0100516 -0.51458283 1.31230006 -1.10178997] Distance 11.825702718279688 Each least square approximations [ 6.61936171 1.34618481 2.32118696 -1.24669465 0.32299629 2.04761612 -5.41167862 -0.81358816 1.62134839 0.05063163 -0.50460253 0.56433979 0.43093855 0.12783476 0.86478181 -1.37043037 -2.42358621 -1.389138 -1.03961428 3.38109891] Distance 10.038905902749503 Each least square approximations [-4.78683843 -2.76365231 -2.39855421 -2.05184068 0.71415535 -1.5472461 3.74378133 0.91006241 2.13642472 1.95802643 -1.29819177 1.32802157 -0.87417861 -2.26501657 -1.25305654 1.08627545 1.04023148 0.27930656 -0.10267888 -0.6494589 ] Distance 11.558404714973125 Each least square approximations [-6.86152729 1.8739656 -2.3385131 3.30342991 -2.97831577 -1.22685337 -1.04973372 -0.97557348 1.47765492 1.08542318 2.98551572 1.56891806 0.15157646 4.16206864 0.24152725 0.66400238 0.99621401 0.71220472 -0.13996307 -0.3932537 ] Distance 10.014267071933308 Each least square approximations [-3.96517005 -3.05881967 3.17628112 2.04762677 -3.31243827 2.50887931 -3.54833514 1.82552013 1.51918987 0.71491231 -2.9823984 1.71613857 0.58194013 -0.25900009 0.48369717 0.58959376 0.49778965 -2.51000233 -1.1483072 0.44735248] Distance 10.84806303571495 Each least square approximations [ 3.58798917 -2.02682537 3.93145049 -0.89183982 2.81399726 -0.9720309 -3.95444927 -2.16393462 -0.21350211 2.14837316 -1.83039112 -0.60467284 -0.25917047 1.45154579 -1.27379698 -0.77741631 -0.46668102 -1.07870488 0.0691734 -1.18544562] Distance 11.66006172479965 Each least square approximations [ 9.17860621 -0.95294745 -3.66870753 3.81447871 5.5440795 1.43354289 0.444153 1.70875669 -1.49643985 0.81296665 -2.7724107 -2.24423568 -1.81828013 3.28247 -0.45910966 -0.29029448 0.54014353 2.11728437 1.32169265 1.26523992] Distance 5.171933025814591 Each least square approximations [ 6.19991989 -1.53882163 3.03387876 0.03269334 -2.82595529 2.38494004 -1.99777771 -1.01537524 3.5681773 1.95886972 3.46687144 -0.84271141 -1.4018161 -0.4006693 -0.34485709 3.57449928 1.12732156 0.2327464 0.08323418 -1.42828897] Distance 9.876396427193635 Each least square approximations [-7.93853381 -1.57198343 0.80580179 -4.36053684 -1.42811545 -3.37082728 0.75926074 -0.08226616 -1.96630451 1.61771424 -1.40386205 2.52756557 1.97658225 -0.66310366 -0.43344871 0.79768737 -1.10317252 1.72407392 0.48358996 -1.11359467] Distance 9.440684531443267 Each least square approximations [-9.11950087 2.88736299 0.06837135 2.07131593 -1.08102928 2.96281766 0.01723989 1.86160844 0.36145734 5.12145344 -0.16397265 -0.26387766 1.25090552 -0.37788434 -0.11501946 2.45311676 -0.78141115 0.25014608 -0.53528928 0.33405204] Distance 8.229406055488472 Each least square approximations [ 6.02721636 -2.42544077 0.22235213 0.13206658 -0.36983706 1.24760766 -1.78714859 -1.13393158 -2.0478527 -0.57547334 -3.0139277 -0.54264179 -0.93931153 0.45030003 0.62215178 -0.40543487 0.91607408 -0.32141627 0.28810202 -0.63520997] Distance 12.115314112752902 Each least square approximations [ 7.59064558 3.48434301 -0.77924208 1.0288312 2.50108381 -3.29055232 -0.72746822 -0.46420416 2.18016541 2.33451624 3.37338974 1.6235339 -2.04113825 -1.498309 -0.77143876 -0.99135344 0.20714687 0.84438807 -1.85836893 1.02700351] Distance 9.245289151271898 Each least square approximations [-11.06420657 -0.05870074 0.64285354 0.23683312 -7.14917886 -2.20382828 2.4441561 -0.42780694 -1.34857676 1.1143648 -0.1778278 -0.06178539 0.0461825 1.1025919 -0.34047648 0.48191675 -1.27525181 0.12352516 0.17620749 -0.71056804] Distance 4.510658119348823 Each least square approximations [-5.61048246 1.28285038 -1.12314284 -3.54255137 -0.20064979 -2.53050706 -1.98320129 1.23297335 -0.09924802 -0.60775838 2.30785342 3.13216497 1.34999639 -3.1379942 -1.96525256 2.48460146 1.08526977 1.42911445 -0.22140254 -0.66259062] Distance 10.603726249430371 Each least square approximations [-9.66606685 5.28513994 -0.09662407 1.99039809 -3.45180574 -1.08681067 1.34943242 1.9167402 0.44346789 -2.50613231 0.06447684 1.61802828 3.36189655 -2.1019978 0.93363005 -1.2598991 0.20590904 0.09299853 0.11552813 0.01221579] Distance 6.397503248361594 Each least square approximations [ 7.21059288 0.38886404 -0.3095799 0.22028073 -0.36358284 1.04547347 -0.73067045 2.51733088 -2.27691632 0.8116597 0.87597636 3.07672123 -0.74182137 0.33236739 1.52620991 0.13779117 -0.8239928 -2.14833076 0.581158 3.24637603] Distance 10.796222330762093 Each least square approximations [ 6.77706961 2.23425854 -3.47761441 -1.33246754 0.51004888 -2.44320457 -1.93952048 -0.88747139 1.1250171 -0.80833526 3.05491946 -0.5154302 -1.17948794 -1.19135988 -1.48430768 2.44994348 0.03878014 -1.37156272 -0.21448216 0.90242437] Distance 10.552468064747368 Each least square approximations [ 8.51207721 1.13622836 -5.29211733 0.14787223 2.84125776 0.63613651 -0.8570999 -3.64967298 1.75981303 0.59204312 1.96360574 -0.69619371 0.94428431 -0.65661314 -0.23642567 0.99521509 -1.36701026 -1.16793873 -0.68985453 -1.84868488] Distance 8.402919392938927 Each least square approximations [-7.66975523 -1.10884617 -0.97230925 0.08036393 0.61384397 -3.79384783 1.20538317 -0.94100528 3.07434849 1.24208177 0.42806932 -2.12042562 0.21947425 -0.84240871 -2.04515142 -2.52824315 3.39606878 -0.96800253 -1.45404141 0.10842484] Distance 9.616743914334657 Each least square approximations [-5.48176297 3.22460375 -4.54426279 3.0480123 -2.32349486 -0.61451228 -0.2691389 -0.83010148 -2.13461718 3.57705074 -0.14551635 0.70281506 1.02332368 2.62608144 3.0623913 2.61994656 -2.14088645 1.10246985 -1.28638819 -1.77117169] Distance 9.733439777104158 Each least square approximations [ 9.14618872 -1.29491582 -3.94314243 1.53876233 -0.21267817 4.20963365 -0.62197394 -0.39163107 -0.73672274 -2.23595868 -1.05964975 0.61669008 0.51427862 1.62803639 0.05847775 -0.51217838 0.36421741 0.67015178 0.55802771 -0.80039869] Distance 9.53925978632363 Each least square approximations [ 9.33266008 2.96668859 -0.77718851 -0.10982947 2.35794563 3.26528003 -1.72369389 -0.98198708 0.21999766 0.60697749 1.74275542 2.03550841 -0.52156524 0.34168162 0.25267817 -1.25799996 -2.88488667 -1.64480273 -0.36373787 3.30368939] Distance 8.71374094076813 Each least square approximations [-9.604131 -2.15166668 -2.07849305 -3.87032134 0.03483963 -1.44029762 3.14412606 0.74941419 2.63824617 3.18833371 1.68545006 2.11603306 -0.99977095 0.4165899 -0.52979118 0.67448171 0.21547232 1.46552047 -0.15354991 -0.26295596] Distance 8.184042665450418 Each least square approximations [-10.38759451 2.9441606 -4.12443406 -0.72598035 0.9069606 -2.16784813 0.41042911 -2.5133372 0.72861508 -0.932665 3.05392351 0.94623852 2.13656377 -0.39166411 -0.33188835 1.58778354 1.03465595 -0.88462523 -0.58071895 1.35027249] Distance 7.430233158789056 Each least square approximations [-9.03004831 -2.3870585 2.57499635 0.79524806 -2.26568491 -0.08000429 -2.56231884 0.95182827 -2.42404677 -0.57935066 0.35190754 1.93320728 0.86600475 1.59119198 1.43644675 -0.20154502 -0.25649951 -1.55955036 1.59511283 1.17123257] Distance 9.76334066164432 Each least square approximations [ 6.799296 -2.13738887 2.76442966 -1.97061431 2.72294986 0.41136465 -4.13158518 0.24715326 0.68046276 2.87851254 0.22633677 -0.84705325 1.36444776 3.33508049 0.31234834 0.62714025 2.5694886 -3.22994991 2.50979567 0.80073029] Distance 9.502768546823518 Each least square approximations [13.05207225 2.07856662 -4.09531871 0.72268164 -1.83886924 -2.17046165 2.18009888 -0.79339037 -0.77888888 -0.8431237 1.56466515 -0.20668454 -1.22896149 0.31297138 -1.78867375 -0.28085679 -1.30404976 0.0682616 -0.61040101 0.64395893] Distance 2.7706747894675643 Each least square approximations [10.37744825 -1.93343506 -0.53212617 0.3531951 -2.6831813 1.33039134 0.15102188 -1.90328383 3.0447428 1.78806382 -0.26797979 -0.89696705 -0.21652249 -2.14248032 -0.60105745 2.98747186 0.24877099 0.64410013 -0.64013769 0.84962919] Distance 8.425062818261614 Each least square approximations [-1.23156733e+01 5.31905187e-01 -6.01942706e-01 -7.53456318e-01 6.39550022e-01 -2.80035738e+00 3.71735102e-01 -2.49326213e+00 -1.43691896e+00 -6.50346024e-01 -1.29408125e+00 -7.15268084e-01 1.48861952e-01 7.67575549e-01 -4.63243933e-01 7.06353611e-03 4.35698491e-01 1.69303675e-01 -1.23927473e+00 -4.65170314e-01] Distance 7.024579238037202 Each least square approximations [-9.69311696 3.92955425 -0.49070363 2.7009734 0.4979335 2.93984709 -1.08365405 2.12204402 0.71727644 4.09714463 0.74395579 -0.24948431 2.25127536 -1.44245506 0.46906198 2.1227838 -0.99466134 -0.15745003 0.24343394 0.2233831 ] Distance 7.190184094805442 Each least square approximations [ 6.62167903 -2.02688803 0.60539569 -0.1591902 -1.76974961 1.63843036 -1.94853774 -1.33674196 -2.30723873 0.68879154 -3.33891445 -0.27188223 -1.03148726 -0.30399305 0.5869526 -0.77301302 0.37836356 -1.42664918 1.02075583 -1.0662262 ] Distance 11.440861127192647 Each least square approximations [ 7.76029416 2.9895824 -1.01158769 -0.18073545 2.70786103 -3.24340255 -1.50287267 -1.03875271 1.32414524 3.77224603 3.03594913 1.89625837 -2.62872773 -1.18222012 0.36216768 -1.46126256 1.04035726 0.84994241 -2.43245679 0.69839915] Distance 8.667800922331786 Each least square approximations [-11.3115493 -1.16360803 0.06722186 0.95867433 -6.76513328 -1.05396555 2.40572421 0.76617474 -1.51076024 1.42176437 -1.70663539 0.1662338 1.20301892 0.03760496 -0.22781639 0.66653775 -0.47850117 -0.47108219 -0.13468908 -1.26352882] Distance 4.402321659855121 Each least square approximations [-5.99122022 1.56105125 -0.48438915 -4.83171238 -0.18899312 -1.286771 -1.73370175 2.09605057 0.17447466 -0.668147 2.02561937 2.47389777 2.11701833 -2.52937932 -2.27031484 1.77912885 0.15846709 1.92589318 -0.31581674 -1.36225493] Distance 10.369409960945303 Each least square approximations [-10.6506847 5.07776835 0.66322038 0.19720029 -1.82369964 -0.77793385 2.02399882 2.61484848 0.73542488 -2.55515756 -1.19599115 1.67431424 2.77744885 -0.94885907 0.19136524 -1.39998973 0.17595215 -0.49656425 0.30687163 -0.22905273] Distance 6.1002142166554565 Each least square approximations [ 8.52509151 -0.04524597 -1.16396548 0.29443646 -0.22552135 1.39671595 0.55423604 2.1344919 -2.21507915 1.39288955 1.52850547 2.42722179 0.22178052 0.47736153 0.8406231 0.68096869 -1.05410098 -1.42252379 0.23957576 2.87515306] Distance 10.254259276886549 Each least square approximations [ 6.66724882 2.12358266 -3.01419526 -2.59294362 1.69829991 -2.4248158 -2.11922718 -2.69607027 0.89553542 -0.8130916 3.00307368 -1.55744187 -0.62434558 -0.23211651 -1.37276533 3.04935276 0.55883372 -0.87391212 0.10137503 1.06852587] Distance 10.102455621250167 Each least square approximations [ 8.41164769 0.23623875 -6.03550223 -0.93689888 3.45937124 0.69196467 -1.99417235 -2.75132792 1.93780479 -0.08485917 2.21728926 0.25051866 -0.22693268 -0.35445125 0.24001586 1.61711829 -1.34242654 -2.07236537 -1.20369293 -1.84091299] Distance 7.712379782785762 Each least square approximations [-7.56780915 -1.58257382 -0.72897325 1.88400071 0.97894803 -5.24766584 1.29215873 0.08728921 2.57159013 2.56002627 0.2452607 -1.7339506 0.31576845 -0.93686781 -2.19147774 -1.74708867 2.98502661 -1.1421951 -0.85027344 0.51531176] Distance 9.155098175388906 Each least square approximations [-5.00565921 4.625078 -4.6996547 5.10409608 1.481829 -1.10867567 1.60772407 3.94285337 -3.51899946 0.82757487 0.33774228 -1.16855992 2.38110524 0.54942748 0.17973845 0.8176949 -1.07225256 1.47591563 3.06868085 -0.2854412 ] Distance 9.200927485270999 Each least square approximations [14.3847348 -4.2630156 1.73713711 0.96892343 -1.31070398 -0.10338846 0.10764174 -0.24135823 -0.59304688 -0.5763748 0.76774102 0.3016318 0.60856754 0.55154034 -0.45609823 0.02776967 -0.35611112 0.24956556 -0.04207501 -0.09959151] Distance 1.2445022676032675 Each least square approximations [10.19989078 -2.69728823 -4.38625815 -0.87611833 0.3682515 -1.27171528 -1.63388104 -0.01875938 0.63609442 2.0127049 1.75086416 1.99761563 2.37126739 -0.99275685 1.54528753 0.09236923 0.37118993 -0.47751572 -0.61914898 0.48379395] Distance 8.809289785527634 Each least square approximations [-8.59267428 -5.09542881 -3.94090882 -1.29859811 0.35872108 2.6817655 1.14990765 0.20401194 -0.70833928 0.1934666 1.10490646 1.78542632 -0.83626475 -1.47726233 0.19096564 2.67463755 -3.20268763 1.71179709 1.20623131 -2.22828544] Distance 8.632485557635984 Each least square approximations [-9.80878812 6.20400903 2.231506 -2.44377601 -4.42546341 -2.19257059 2.15740093 -0.49511982 2.76619057 0.09898252 2.09230337 1.22369212 1.74626309 -1.9222235 -0.6132681 -0.09882842 -0.41003567 2.16754238 -0.70460285 1.02034275] Distance 5.729729804519164 Each least square approximations [-9.54498485 -1.4636975 6.46478315 -0.17843376 -0.71286555 0.16184332 -1.19154411 0.5776818 -2.33331277 -1.47802013 -1.23493253 -0.43342425 2.08131923 1.07168742 0.81818611 1.87486015 0.31374025 0.33307616 -0.26543661 -0.38795435] Distance 8.834405660560122 Each least square approximations [10.32673318 -4.07292695 2.95147402 -2.96615461 -0.94394144 0.18289284 -1.17321897 1.91864503 2.46629014 3.72910948 -3.66419509 1.44456185 -0.09818203 -0.22155226 1.70924685 2.66003589 -0.50136861 -2.68685119 0.49529262 0.43630143] Distance 5.887303843166721 Each least square approximations [ 9.29006356 3.82886419 1.28491151 -1.49679091 3.57137996 -0.72303583 -0.33751865 -1.64107989 -0.80631444 -3.85200481 2.03252441 -1.90175009 -2.1074968 0.07666368 -1.40287625 -2.60280165 0.77168866 -0.76645121 -0.73856897 -1.33815238] Distance 8.599975163414378 Each least square approximations [11.21481782 -5.6792319 1.87832976 -1.49873159 0.63538194 1.68420591 -3.40197532 -0.03736318 2.51708524 0.03677442 2.32160623 -0.22221497 1.0397913 1.46986858 0.27051104 -1.36923108 -1.75232802 0.128481 -1.2549358 1.20973845] Distance 5.7566830276176155 Each least square approximations [-10.54741793 -3.94135383 -0.46777806 2.36251333 -2.84087877 -1.54556339 -2.39785496 -0.76738959 -0.15248287 2.10474297 0.48801334 0.0162139 -1.57515701 2.43115645 0.57555122 0.48817015 -1.73013889 0.32947876 -3.50217075 1.89049833] Distance 7.271285416538786 Each least square approximations [-4.53625776 4.68642517 -5.07798271 4.8910885 1.49995123 -1.53947301 1.99325572 3.84640572 -3.79069852 0.34402809 0.44439229 -0.64746714 1.75936273 0.65523334 0.19503138 0.93151108 -1.83163055 1.72895635 3.29186196 0.30252028] Distance 8.959441410447432 Each least square approximations [14.42345303 -2.98827273 1.38165326 0.73998135 -1.56927824 0.18729446 0.66167018 -0.34691939 0.61838493 -0.07929319 1.69779516 -0.54608362 0.24975442 0.34890017 -1.37349768 -0.60063844 0.04182072 0.21585015 -0.55738381 0.1815013 ] Distance 1.9606634011697157 Each least square approximations [10.2462047 -3.1988581 -3.56540318 -1.91636999 0.41912376 -0.33172349 -1.70233474 -0.16159925 0.76446663 1.57475098 1.23542422 1.58605471 2.79336139 -1.24868807 1.96787816 -0.52174169 0.50234551 -0.46004998 -0.81138749 0.31647684] Distance 8.721693182176676 Each least square approximations [-8.17650815 -5.09715414 -4.50068278 -1.71349462 1.18947837 2.6972253 0.76071736 0.07935185 -0.66775623 0.20957901 1.4014056 1.80198885 -0.7333828 -2.3465536 0.75850059 2.2800161 -3.26736137 1.47567938 1.2859177 -2.01492724] Distance 8.445477615157117 Each least square approximations [-10.3692272 5.61759783 2.27017212 -2.02604268 -4.40020952 -2.01510529 1.95160886 -0.89672308 3.27063752 0.08930441 1.58666003 0.7244229 0.90926701 -1.36876455 -0.44659216 -0.83467787 -0.52204522 2.07461032 -0.83985668 1.27606914] Distance 5.664709866195344 Each least square approximations [-9.39453565 -2.32800943 6.86241993 -0.23524539 -0.03382571 0.18252842 -1.91934998 0.24881337 -2.14113279 -1.53778889 -0.92330279 -0.95543128 1.6722325 1.001414 0.73227289 2.20347023 -0.05405448 0.31111964 -0.75765917 -0.52974968] Distance 8.321664026214643 Each least square approximations [10.61241661 -4.28623337 2.66453423 -3.36577323 -0.66185227 -0.11511958 -1.91178461 0.99418774 2.39637123 3.61185721 -3.38690703 1.37387033 0.1551363 -0.12836353 2.09667868 2.33375259 -0.20684799 -2.38856024 0.32175163 -0.48287434] Distance 5.48476626698734 Each least square approximations [ 9.70925508 3.48545513 1.8464113 -1.48810062 3.52066642 0.02761587 -0.02263845 -1.81213905 -0.10068347 -2.94016712 1.28485279 -1.70593691 -2.05414147 0.22531044 -0.98450486 -2.94925077 0.87739665 -0.37157365 -0.87165954 -1.35537199] Distance 8.621780464168516 Each least square approximations [11.01817333 -5.61892565 1.67991947 -1.71938375 -0.09158999 0.96072062 -3.07654088 0.78942494 2.73733444 0.69114299 2.24277233 0.30411797 1.10535193 1.88386729 0.08521922 -0.54444715 -1.16524217 0.18498537 -1.75189541 1.79014851] Distance 6.091892545691968 Each least square approximations [-1.07287397e+01 -3.57983518e+00 -2.52122305e-02 2.25860915e+00 -2.51999301e+00 -7.43406260e-01 -1.82979316e+00 9.29360394e-03 -1.25495433e+00 2.09014366e+00 3.58207048e-01 1.49981863e-01 -1.45587445e+00 2.20092812e+00 6.46787486e-01 6.89802069e-01 -2.00308545e+00 6.41233333e-01 -3.54422447e+00 2.09430150e+00] Distance 7.356456653837925 Each least square approximations [-4.08454611 0.37924069 -7.11405608 -1.23104344 1.99763325 2.32841454 -2.97574827 0.3976558 -0.63820636 2.31011508 -2.60843782 2.09357946 -3.3741998 -1.61666092 0.75588483 1.9874555 -0.55472058 0.20449487 -0.80961334 -2.27670238] Distance 8.68449920862032 Each least square approximations [ 4.55241739 2.38403424 -0.8385674 -0.79202068 0.93138874 2.02580067 -1.4144444 -1.68719867 -4.75242416 0.1739632 -1.76366005 -1.09577201 0.42383472 -1.12323207 -0.04628303 -0.19484132 1.44027301 -1.12896559 -1.67487781 1.38040852] Distance 11.419830682787772 Each least square approximations [ 5.04913881 3.96441396 -6.02241586 -3.07077788 0.78531157 0.58317481 0.88625456 0.25057752 -0.0675937 0.17520154 -1.42302659 0.46669656 -1.85958816 2.2882442 -0.5763637 -0.98802044 0.43564003 -1.71967336 -1.38705432 1.35881176] Distance 9.82473228762535 Each least square approximations [-9.55224757 5.50194415 0.15826783 3.39607335 2.85368397 1.69915439 0.77248382 -1.71612702 2.07406769 0.9026524 0.85159162 1.19057367 -0.75268902 0.27841294 -1.10974607 1.07832492 1.93217954 -1.15670447 -2.39935199 -0.99110115] Distance 5.88915960396111 Each least square approximations [-4.1717101 1.83633423 -1.9831162 -1.81860307 -1.12932316 1.15187296 -2.90683491 -1.7239656 2.2722507 1.39599078 0.30425674 -0.97670465 2.05490832 -0.4594053 -1.80776601 2.15133127 -0.49521441 -1.58096916 0.57194088 0.12175742] Distance 11.782341892648375 Each least square approximations [-6.00877299 3.77826871 -0.17310167 -4.87615005 -1.90400564 1.73225298 -3.548451 -1.24694635 -2.97849068 -1.3880119 -2.21699158 0.44854102 0.69943312 0.27905087 1.27008897 -4.10675277 0.34453977 -1.92647433 0.55867817 -0.86377547] Distance 8.344460221235487 Each least square approximations [ 3.51713409 0.05015652 1.39770068 -3.77180555 3.29008062 4.22754242 2.45596135 -0.74172284 -1.39316948 2.34682604 1.20802621 -1.08863992 -0.22526148 2.40943847 0.41318217 1.35950805 -2.44367388 -0.50788778 0.83748874 1.35669715] Distance 10.670839278907637 Each least square approximations [ 6.64366293 2.02212403 2.94904733 1.25886524 -2.43110146 1.23809805 -1.33760352 -0.13814645 -0.08770081 0.9114782 3.2776406 0.74471383 0.89946186 -1.96213063 -0.88045652 1.89869965 -0.27126139 0.36010002 -0.12287311 -0.52343518] Distance 10.724272330377826 Each least square approximations [ 5.78622039 0.88195843 -0.44060068 -3.59750581 0.9322799 -2.59437453 2.88387442 -0.01541383 1.06317622 0.25200454 -1.71193831 -4.66558621 -1.45584926 -1.17022097 1.49325912 0.29957706 -2.56895704 -2.58375174 -0.98823921 0.60709208] Distance 9.736804916240535 Each least square approximations [-5.87082934 -1.09716464 2.6822849 -1.44300302 1.67968722 1.56297639 0.04532468 -0.44100451 2.45853412 1.89579146 -1.58321002 0.12864916 -0.9041175 -1.42130623 -1.51559571 -2.13712785 2.06267235 -1.63753828 -2.50309899 -1.81831128] Distance 10.754462987969857 Each least square approximations [-5.97878365 3.14951526 -6.8190236 1.92072744 -2.45204352 -1.83810808 0.47552716 0.11228366 -2.62633949 1.53543059 -1.83821904 1.79713163 -1.79993878 1.6204559 2.74754771 2.81068872 -1.55106774 2.39127784 -0.43164127 -1.89680182] Distance 8.273320090485887 Each least square approximations [ 9.57823863 1.74796708 -2.70559304 -2.10723828 -1.21318864 4.82324136 -0.85272719 0.16635052 -1.09105354 -2.55574349 0.14883974 -0.92135807 1.01665166 -0.39071555 0.3681074 -1.08228689 1.30532232 1.52132736 -1.63591461 0.62373896] Distance 8.532239211626885 Each least square approximations [ 9.79185988 2.85075542 -1.61756902 -4.551544 3.19451777 3.7358675 -1.25318634 -1.69465687 -0.15119851 -1.66893111 0.04001784 1.75926341 1.3300459 -0.29109493 0.39247097 -1.33802161 -1.42885274 -1.95526888 -0.53211364 1.61155634] Distance 6.973221957078509 Each least square approximations [-10.46172263 -1.49863641 -3.10219887 -1.87521079 3.01776558 -0.73617391 1.87051966 -2.79103624 3.40681247 0.01699488 0.33353224 2.1363742 -1.56788857 -1.36854501 0.12159412 -0.59719771 0.89215192 -0.38191224 0.12522598 0.68567421] Distance 7.405041286938071 Each least square approximations [-10.69590688 1.98647946 -2.32949297 -0.40914475 -1.79865312 -1.26036506 -2.28898263 -2.35602622 2.61121786 0.07911295 1.7115817 -0.75824674 0.41271498 2.79379973 0.45227641 2.24543545 0.02156865 -0.56315047 -0.2944493 1.30429928] Distance 7.6029456290972375 Each least square approximations [-8.65363157 -3.14474955 3.49023964 -1.19112786 -3.53506581 1.00628064 -3.34982381 -0.5470744 -1.14157483 0.04432625 -0.75188379 0.95374838 2.13842747 0.7813941 1.31734087 -0.53030041 0.50857178 -0.75982982 0.49860452 0.03195377] Distance 9.409943208351276 Each least square approximations [ 8.05009303 -1.89206251 4.00389301 -2.95800452 4.38745566 0.27645449 -3.67678739 -1.16125455 0.15385091 2.51363841 0.21312563 -0.56663992 0.22625806 2.18082896 -0.25452657 -0.04047912 0.96148278 -1.9321157 1.87225532 -0.68893319] Distance 8.685624914018303 Each least square approximations [13.96245329 1.59071083 1.05841064 2.38990057 -0.78626008 1.78195449 -1.08821073 -0.84695598 0.18667857 2.13847144 1.19378351 -0.71489549 1.22513946 -0.54812176 0.37031101 -0.27372262 0.63112995 -0.84341373 0.0771637 0.07972659] Distance 1.825130751998294 Each least square approximations [10.19976915 -1.21914755 1.3094963 -3.22960357 -2.50684995 0.19666151 1.70606565 -0.47940305 3.15407508 1.2868824 -0.41567882 -1.36859378 1.42718328 -1.19781268 2.70633199 3.40956435 0.71859791 -0.01261992 -1.39298976 1.87425836] Distance 7.338052200786895 Each least square approximations [-12.36007341 -0.68179621 2.17255353 -2.24452335 -0.34007664 0.41371511 2.20074337 1.27934817 -1.70060015 2.44082249 -2.51467034 0.95644442 -0.06747222 -1.12863457 0.18827879 -0.08361724 0.37192706 -0.77168658 -1.29734063 -1.70483333] Distance 5.524936571118949 Each least square approximations [-5.13303675 3.30476505 -2.93508452 1.59569272 -5.78731304 1.68736637 -0.48322903 0.94400144 -3.69344563 2.19208224 -1.29375375 0.40463981 0.40122532 0.35655874 -1.18228851 2.48930527 0.57894546 0.48749821 -1.55826794 -2.57394676] Distance 8.690022236702267 Each least square approximations [ 5.25996056 -2.41760017 0.55644075 -2.14587618 -0.53829621 0.67849651 -1.79668293 -1.88477668 0.62479909 -2.09780968 -1.76260825 -0.45470815 0.17547323 1.66525117 -0.05151825 0.56716292 1.69521422 0.61033233 -2.37505834 0.34243421] Distance 11.533023642930168 Each least square approximations [ 6.20336786 3.53237629 -2.14726561 -1.19649466 2.25765046 1.33333925 -2.04547484 1.45393872 2.7088516 -0.48514114 3.92558017 -1.9582176 -0.01145225 -0.19127867 0.52695033 1.50147065 -1.97307416 -0.96202593 -0.96956321 1.14651687] Distance 9.621357442413156 Each least square approximations [-8.60527039 -1.58824553 1.27144072 -5.01744327 1.40977433 -3.07543181 -0.08422169 -1.83740585 -0.78105072 0.54915998 2.3078905 2.91938406 1.60832636 0.58752727 -1.94681722 3.89234878 -0.47567863 0.40014304 -1.50336674 1.20371167] Distance 6.346884840924301 Each least square approximations [-7.03022990e+00 -1.10602478e+00 -2.34322500e+00 8.99148652e-01 -1.38336270e+00 -1.18914229e+00 8.38110998e-02 -7.00343634e-01 4.94863418e-01 3.54647474e+00 2.64098686e+00 4.14766629e+00 6.00931400e-01 9.32511257e-01 -3.56728018e+00 -8.28415727e-02 -5.17412596e-01 5.27570533e-01 -9.13778857e-01 1.12154109e-03] Distance 9.278397642077996 Each least square approximations [-8.20161112 -3.85397973 -1.33232854 1.97654638 -2.68574995 -2.03652119 -0.94132272 1.57954563 -1.42469167 -1.29936266 0.81728247 1.14132147 0.31561647 -3.1376657 0.25274469 0.66277905 -2.19361709 -0.56450686 -0.85057985 0.58889948] Distance 8.62116545199914 Each least square approximations [ 5.62930476 -2.96970258 4.30919284 0.07706886 -1.58325663 1.56694697 0.23126329 0.93316012 0.10151003 -0.74745561 0.57146537 0.99117655 1.37548279 2.65305138 -1.17382539 -1.76300447 0.09196049 -3.83544292 0.02215194 0.81731696] Distance 10.17610328859731 Each least square approximations [ 7.86128048 -0.39080114 -2.15288397 0.40784303 -1.4322802 0.04540336 -3.03501396 3.23965776 -0.64361521 -2.13144911 3.055795 0.40838332 -3.28580997 1.04207947 0.95748136 0.77601989 1.76454539 -0.66623651 2.21466865 -2.49030068] Distance 8.25613486721082 Each least square approximations [10.53115482 3.59617189 -1.70360477 2.64882917 -3.95992727 -0.25106412 1.74611327 -0.5209274 0.8730436 -1.82295651 2.1368723 -2.18725473 -0.68091422 0.36463756 2.03450586 -1.58881271 0.75100633 2.52140448 0.79316983 -0.96607534] Distance 4.147843997367908 Each least square approximations [-8.60306803 3.37525969 -0.60483645 -4.54702289 -1.09631591 -0.17712837 -0.91474274 -1.38348468 2.48339769 0.53382267 -3.51952958 0.03455859 -0.75509317 0.36880818 0.43059823 -1.12245402 0.26182572 -0.58354481 -0.14693427 1.33774404] Distance 8.097049430245953 Each least square approximations [-5.28347919 4.00172296 -6.48417585 4.39197292 1.53680622 -2.50185755 2.06874715 3.22814483 -2.36005903 0.836011 0.406194 -0.60854203 1.54359225 -0.1938481 0.58660537 0.29610411 -1.37715792 1.47644606 2.13241047 0.27211583] Distance 9.16757574124955 Each least square approximations [15.12734127 0.11356288 -0.19907888 0.43101676 -0.42790169 -0.35277655 0.51673041 0.731245 -0.07124465 -0.06354413 0.06717568 0.07745733 -0.08230331 -0.27507798 -0.14294827 -0.10582216 0.24793813 0.37271579 -0.09297336 -0.24102419] Distance 0.6308762424683377 Each least square approximations [ 1.08236381e+01 -3.20274808e+00 -4.52367261e+00 -1.94637371e+00 5.26434808e-01 -4.15165858e-01 -1.90584485e+00 -1.74864469e-01 6.25637282e-01 9.97379359e-01 8.95917745e-01 1.78597773e+00 2.25128322e+00 -2.89303482e-01 1.84516676e+00 -4.33110134e-01 -3.40082722e-03 -6.58504164e-02 -2.18275684e-01 3.85918216e-01] Distance 7.8029568143252375 Each least square approximations [-9.06735162 -4.61534568 -5.29474123 -0.57295792 1.64390655 2.31439405 1.19366352 0.16476806 -0.08950618 0.07880072 0.79833764 0.99984379 -0.84743708 -1.89166951 -0.15324565 1.1361521 -2.8985365 0.75626956 1.34969714 -1.66047762] Distance 8.293173611230875 Each least square approximations [-10.68018946 6.12134427 2.73603845 -1.80038621 -4.67387559 -2.23951302 0.51968393 -0.97733401 3.1322251 0.31136812 0.82445397 -0.04309671 0.98816768 -1.79718058 0.35341031 0.36326483 -0.88836447 1.39392571 -1.4945062 0.6341567 ] Distance 4.495776173930902 Each least square approximations [-9.71002421e+00 -1.91653785e+00 6.63740079e+00 -6.54212804e-01 -1.67078416e+00 6.27172294e-01 -2.16851810e+00 -5.88949815e-01 -1.23572799e+00 -1.14518838e+00 -1.30539669e+00 -6.66072729e-01 1.54878977e+00 1.24083994e+00 6.04228054e-01 7.78930074e-01 -4.48829907e-02 3.28832055e-03 -1.58930518e-01 -4.83872037e-01] Distance 8.37556180107656 Each least square approximations [10.37096215 -3.27243153 3.70514756 -3.43168766 1.23624653 0.51643255 -1.83887015 0.76211181 1.74257665 3.52862573 -2.61949277 0.9278913 0.05305196 -0.56962875 1.7350679 2.17692339 0.03268116 -1.94011419 -0.04686799 0.77444704] Distance 6.767645181042257 Each least square approximations [10.46120404 3.95323939 2.66597733 -1.61077898 3.90478159 -0.16024696 0.24920268 -0.89117716 -0.88538497 -2.98932998 1.15100725 -1.60071446 -1.26420347 -0.82450609 -1.7411763 -2.53442026 0.64079647 -1.03126071 -0.69093754 -1.02297099] Distance 7.193646417836695 Each least square approximations [10.80839124 -5.25600284 1.95535478 -3.51703419 0.33077569 0.75951853 -2.6995067 0.29373163 1.95072062 0.90061709 2.95312453 -0.39047811 0.21026467 1.08832914 0.27483949 0.17434669 -0.86668741 -0.04839713 -1.24096188 1.80560636] Distance 6.473408032222959 Each least square approximations [-1.11928078e+01 -4.50895661e+00 1.51371163e+00 2.08016202e+00 -3.02715781e+00 -3.44532875e-01 -2.41054448e+00 1.88706895e-01 -4.23443902e-01 1.90764908e+00 6.19708079e-01 -4.55618955e-01 -1.43257992e+00 2.11531324e+00 2.98376884e-01 3.86571295e-01 -1.71929824e+00 -5.61060396e-03 -2.73226681e+00 9.76767282e-01] Distance 6.409008038032682 Each least square approximations [-5.08511653 5.36913698 -3.22553168 5.02695566 1.12322344 2.79226493 2.86505681 4.00866927 -3.37629119 0.81521773 -0.89012469 0.22912037 1.23328588 0.24717385 -0.319009 0.56233849 -2.15863161 0.9245611 0.61347907 2.51737428] Distance 8.192020197098701 Each least square approximations [10.19321687 -2.75922681 3.99673719 -0.15315383 -0.57394764 0.76369672 -2.30348526 -1.54852048 1.25696852 1.32866626 -0.47762278 -0.30959778 -1.41262954 0.83403914 0.03672956 -3.05556458 1.0272988 0.42405785 -0.14123051 -0.45124849] Distance 8.040945379160807 Each least square approximations [ 8.90784925 -2.16541597 -3.69305688 -0.78882294 2.6891849 -1.30048368 0.33075157 1.43811284 -0.16466853 1.41793941 1.56217094 0.56438957 1.73229456 -2.48306243 1.54918568 -2.10224167 0.81941137 -0.594558 -1.8455815 -0.40750909] Distance 9.119371637710358 Each least square approximations [-7.32516887 -3.86391583 -4.53387811 -1.77645712 -1.56334839 1.54450391 0.54169509 -1.36701189 -0.98633856 -0.18298952 1.22876487 0.50096561 1.93129841 -2.02960994 3.03372939 3.10750246 -2.93899564 2.5149937 -0.33112817 0.28600349] Distance 8.603514143613658 Each least square approximations [-8.25283277 2.32091694 3.89098257 -4.83465005 -0.47806452 0.13957607 -0.39071319 0.22406469 1.89376325 1.32845915 3.27354228 1.68625703 -0.58505757 -1.55843404 -1.67652694 -1.36631684 0.30441651 2.93393148 -0.56318401 0.99303045] Distance 8.313797948625398 Each least square approximations [-9.41078742 -0.14088912 6.78569143 0.20018725 1.75040956 -1.79521565 -1.38360223 0.15718687 -0.78198673 -4.13391327 1.19255653 1.0771221 -0.5343852 0.40856694 0.14007578 2.93460127 -0.15467769 1.83974744 -0.30263272 -0.8924228 ] Distance 6.433102529113328 Each least square approximations [10.22153574 -6.36048406 -0.5537395 -2.34242949 -2.99891562 2.41962695 -1.83446288 1.3461948 0.36966254 0.35965421 -1.18389445 0.37678755 1.49243401 -2.8922729 0.5215303 0.20185834 0.36063218 -2.04599389 1.25578463 0.32041392] Distance 5.336414500171332 Each least square approximations [ 6.72235943 2.66195119 1.41287894 -2.83513517 2.83753355 0.51361558 0.37430417 -2.50248107 -0.07386121 -1.64456091 3.42636656 -0.36784477 -1.84883826 -0.14986443 -0.51263135 -1.26926746 0.39394267 -1.05108112 -0.76635032 0.10979558] Distance 10.91583320561579 Each least square approximations [ 9.70475304e+00 -3.13025171e+00 -2.71025279e+00 9.39418864e-01 -4.46083725e-01 -1.68276987e+00 -3.49886910e+00 2.45576877e+00 6.58540226e-01 1.85825724e+00 2.73758527e+00 9.79372297e-01 1.91605345e+00 8.86721556e-03 1.41568146e-01 -2.54092731e-01 -1.49616565e+00 -9.95610684e-01 -1.28489590e+00 2.32776786e+00] Distance 7.618071399351693 Each least square approximations [-7.33365091 -1.77072426 1.12777407 3.37651211 -1.32372729 -1.97369636 -0.11655451 -0.21398231 0.57872406 2.73052393 -1.66175668 -1.1016509 -1.78174673 2.76104758 0.03095422 0.1619881 -0.35007304 -0.29091553 -2.74202735 2.35718956] Distance 10.333047680833541 Each least square approximations [-7.75931116e+00 -1.27022745e+00 4.78756918e+00 3.26684982e+00 -4.39950474e-01 -4.31004372e+00 3.09685988e+00 1.59898114e+00 -1.03245443e+00 1.68557877e+00 1.84225463e+00 -1.70722959e+00 -2.40636286e-02 -1.31111926e+00 -2.56535350e+00 2.38085957e-01 -3.85543975e-01 -7.09480395e-01 2.32326568e-03 -2.15263486e-01] Distance 7.694838233266134 Each least square approximations [ 4.08891491 -0.73164381 0.25362897 -2.04377204 -1.2389897 -0.38060289 -0.19670846 0.12503917 2.46835268 -0.18992453 0.24841443 -0.79517503 -0.2575784 0.2149893 0.65837949 0.59689281 -1.60145583 -0.02278784 1.20993812 -2.15320679] Distance 12.852703630125534 Each least square approximations [ 4.75926789 -3.44043005 3.70078537 0.71576952 0.67022147 -4.62702757 -1.71787418 -1.18407523 2.15667801 2.09056212 2.94566349 2.32931418 0.31074431 -1.7128401 -0.54049588 1.44301034 0.82751505 1.30060987 0.87584782 0.69491813] Distance 9.886867826670095 Each least square approximations [-2.71873651 -3.29721324 -1.46461708 -0.77199722 -4.40728666 -0.96867509 4.25044876 -0.51826937 -1.45064204 -3.71928847 0.2849867 1.46164974 -0.55425251 -0.71018145 -0.93906967 -0.27535073 -2.48807294 1.08679615 1.14180802 -0.95710547] Distance 10.75152703836569 Each least square approximations [-4.09182323 -0.80937033 2.45686984 0.7353275 -2.95073582 -4.47157185 -0.85354208 0.80891415 -2.75401745 -2.25806373 -1.61520695 4.42548191 -0.54349561 -1.59637222 2.13034152 0.98224795 -0.18478283 2.84361119 -0.68362796 -1.07678488] Distance 9.888465501183534 Each least square approximations [-4.19690948 1.81920299 1.45888592 3.25031332 -4.54426541 2.43384831 3.13906192 4.19253421 1.60543897 0.11802463 3.31680283 -1.20178597 1.10277984 0.53441285 0.74193474 0.52172049 0.91528745 1.6195952 0.49964455 1.33475287] Distance 9.712775492101702 Each least square approximations [ 5.17341529 3.45767804 1.4552316 -1.31385407 -0.67293787 -3.30339281 -2.10761145 4.86650334 -3.01596697 -2.88188965 -0.55147032 2.76760024 -0.6284195 -1.34638165 -0.40332642 0.87577788 -0.0527259 0.49164671 -2.71675717 0.40400974] Distance 9.298819287146388 Each least square approximations [ 2.00109837 1.40143913 -2.78923041 -3.60140808 3.00799636 1.06637851 -2.32929342 0.75876043 0.77434038 -2.52467485 0.71000728 -0.20620644 0.91160035 0.46746381 -0.43714202 1.64988015 3.18069242 -0.13029881 -0.86950048 0.38407097] Distance 11.80625022126548 Each least square approximations [ 3.70365211 0.74364088 -0.5057687 -1.30273327 2.06863888 3.79084917 -3.1360901 -1.64531342 -0.03498563 1.92776122 1.8277136 0.75028635 -0.22959059 3.1108896 -1.62378603 -0.32708559 0.76571746 1.76461138 -2.77233733 -1.21508001] Distance 11.155287065245457 Each least square approximations [-3.56372653 0.55997529 -0.80149913 1.25132795 -2.44945824 -0.87981487 -0.83595485 2.68689673 1.29628745 0.96945109 2.91013225 -2.24204578 0.97051503 -1.2631687 -2.21428621 1.72353637 2.0095054 1.86925856 -0.0505837 0.09079902] Distance 11.867123242626882 Each least square approximations [-7.98038685 -7.60444073 5.44384056 0.79330985 -0.43926321 0.65752376 -2.04593874 0.15119727 1.78923442 -0.89923266 -1.32499102 -0.34277914 0.51591523 0.30929272 -1.16502796 -1.59621486 -0.52261307 0.84369829 0.96445123 -0.96002395] Distance 5.446642243076765 Each least square approximations [-1.97754323 -0.77263178 1.53643703 -0.78223397 -1.42821972 -1.68890936 -0.398862 -0.51880529 -1.78477767 -0.16597669 -2.6358895 0.00712317 0.71946583 -1.14132962 0.64386803 -1.31705807 -0.16410104 -0.27816498 2.12883522 -0.79257438] Distance 12.925561818734874 Each least square approximations [-0.06028081 2.04284168 2.91978604 1.14840327 0.80849685 -5.94482277 1.38213822 -1.43760217 3.77112866 2.44656534 3.12846601 -0.1747653 -1.60073905 1.67491993 0.61378019 1.061993 2.99531318 -1.05778831 2.91142616 0.99772656] Distance 9.42408226359253 Each least square approximations [-0.76541211 2.38558554 2.68825541 -0.56679828 -4.42385666 0.7376699 2.39194345 1.1739703 -0.13558773 -2.51489074 0.48203873 -1.45341723 1.60570207 -2.2057696 -0.70330153 0.0052701 -1.36269446 0.26702132 1.13514185 0.40773132] Distance 11.756584487398385 Each least square approximations [ 1.93981307 -1.97353412 0.04262535 1.94510774 -1.5265286 -2.72761411 -1.09350808 2.46030431 -1.91522481 -2.61823964 -1.56881363 1.84962704 0.01310529 -1.12061223 1.201832 -0.047434 1.53747271 0.59898797 -0.36383404 0.68021663] Distance 12.181042361943067 Each least square approximations [-1.93650092 2.75434335 -4.00783933 4.48192805 1.52847401 4.2665825 0.13592334 4.09784908 1.11082955 -0.72912514 0.52245614 -1.38840833 0.46719811 -2.46519527 -0.32408361 -1.63180101 1.12384642 1.46090644 -1.25504024 2.10452761] Distance 9.591507404127125 Each least square approximations [ 1.13321969 6.07157442 -3.53184195 -1.27111886 -1.91907685 -1.55965035 1.92171723 2.40966775 -2.80919879 -1.46557248 0.06463726 0.79391088 -0.47704968 -0.92246521 -1.22068946 0.81672081 -0.06136832 1.36709413 -0.82782879 -0.16675266] Distance 10.719957278601818 Each least square approximations [-1.89520485 -0.45001472 -4.75146989 -1.09517349 1.74142429 0.14533555 -2.96815934 2.1309121 -0.1190328 0.08502522 1.48665779 -1.37547431 2.15614884 -0.86188975 -1.42847919 2.87386808 3.62298483 -0.76057409 -1.27468573 2.03172945] Distance 10.771201432629152 Each least square approximations [-0.07563986 4.19682418 -0.42941914 0.52959929 1.67632432 -0.23207515 -1.20753365 -4.2711911 1.49424917 -1.43235722 0.40831024 1.23442679 -0.53171126 0.56892297 -1.05897727 -0.38349067 -0.00683856 -1.55527978 0.62831684 -1.13061052] Distance 12.110933671765792 Each least square approximations [ 1.50610754 1.04060879 -2.08565747 -1.35626249 -2.01964005 -1.12038201 0.22745311 -1.63295104 0.14672131 1.9820084 1.01779168 -3.24648705 1.96045846 -1.31854916 -0.48459724 -0.65115695 2.12462115 -1.41685638 1.138108 1.57100321] Distance 12.231982996066659 Each least square approximations [-4.06152442 2.67374771 -4.25590753 2.05889671 -2.63921614 -2.93554784 1.75321526 -0.1748049 -2.81902767 1.45547269 0.01733728 1.73850508 -0.97176248 0.23191534 0.34394586 2.08191482 -1.59833674 0.9622105 -1.7198696 1.26966035] Distance 11.149563980881162 Each least square approximations [ 5.66119539 2.24884963 -0.40245817 -0.15858852 0.39653147 4.59700949 -1.79498837 -3.02623827 2.78821582 -1.63867544 2.1145931 -0.00981797 0.23312913 0.80254225 -0.15775757 -0.41959756 -0.34181158 -0.08657859 0.36300056 0.30451433] Distance 11.333287306047957 Each least square approximations [ 5.82314862 -1.15419199 -0.33781318 -2.94823503 3.91276292 3.6856949 -1.61097866 -2.79393329 1.61415141 -1.10973004 0.32387216 -1.10342454 -1.65750683 -1.43437879 1.28030605 1.57918345 -3.51660397 -1.52000051 -0.10166988 2.49481619] Distance 9.860764272652714 Each least square approximations [-6.32956374 -2.02352761 -2.59568907 -4.07170822 3.38608631 -1.21275646 1.05308212 0.8329187 0.42940404 -0.93584043 2.02523597 2.92678172 0.56545921 -0.71636515 0.81485096 -1.81526361 -0.39700175 1.64029043 -0.66017372 -0.85288383] Distance 10.52811338544708 Each least square approximations [-11.16144368 -4.00337715 -2.89313803 3.80310738 -0.77607135 3.0096717 0.4723419 -2.80570566 -0.12171908 -0.32129968 0.63539226 1.9965967 0.42631502 -0.21630603 -0.9665387 0.23075727 0.93145697 -1.56196938 -0.48447494 1.10855258] Distance 4.88842312844822 Each least square approximations [-7.08801594 -5.35308991 0.94515587 3.27970656 -2.2634092 4.17843972 -1.57054647 -1.79628261 0.26580445 -0.98714523 0.50640297 -1.29299905 -2.30827735 0.8339857 1.69515678 0.82069259 -0.51464131 -1.72523004 -1.13396997 1.38173918] Distance 8.819553713114376 Each least square approximations [ 5.17192901 -1.91388657 4.68075924 -2.22496623 3.31464229 0.31702923 -2.27029208 1.22029889 -0.73949398 1.89795005 1.33166985 -0.93462402 1.89558026 1.80920295 0.69666143 -1.29460064 1.39540768 -0.41300718 -0.12973148 -0.82552053] Distance 11.042814953875808 Each least square approximations [ 9.07034614 -0.84950291 -2.15723886 -4.07711304 -0.82335504 3.60107465 2.099499 3.55441513 -1.96886451 1.70351362 1.20229585 0.06934904 -2.52253961 2.02312457 1.00072148 1.21386213 -1.91034152 0.67144898 0.96528984 -0.8681713 ] Distance 7.32691172688148 Each least square approximations [ 7.90453858 0.45053302 0.09398025 -1.60598116 -4.70084003 -2.4925856 -1.04913146 -0.49325705 -0.38136162 2.18256092 0.23369687 -0.31505431 -0.76384576 0.9838634 -0.64981193 3.57453286 0.09755007 4.83938465 -0.70400868 -1.22183886] Distance 8.684866037879063 Each least square approximations [-9.29200967 6.33544575 3.0104335 -0.12412388 -0.2033288 0.77081974 -0.83529313 -1.65056193 0.01880266 0.6830883 -2.11921234 -0.48312557 1.69540853 -0.60887661 -1.65656547 0.01934612 -1.49699279 2.05290208 1.24853702 0.42900307] Distance 7.522737162269875 Each least square approximations [-8.96402301 -8.04509963 2.03287638 3.50258321 -0.9857503 -3.1931365 -1.06494771 -0.20638355 1.08438099 -0.17928969 -0.63892741 -0.97284459 2.06111883 0.5259299 -0.04240669 0.29264612 -0.44146128 -0.03145489 -1.11426762 0.02861388] Distance 4.525638992891136 Each least square approximations [ 1.44886777 1.40843336 -0.28088537 -1.3268131 -1.08579996 0.58462162 -1.44784975 -1.30281177 -1.56912291 -1.07099203 -2.39362364 -0.34797627 0.36842727 -0.92327791 1.1071304 0.25898195 -1.28149235 0.77691662 2.5346587 -2.08027597] Distance 12.92060623218729 Each least square approximations [ 4.1751347 0.72533025 3.21827332 0.65869103 0.12930568 -4.92366768 -0.12335529 -1.7066657 4.46993786 0.46670033 2.63085681 0.88249204 -3.19929349 2.00991315 0.33784506 0.11524057 1.28595646 -1.09250941 3.86904155 0.51444633] Distance 9.305837752241132 Each least square approximations [-2.61019649 -0.50535556 -0.14587061 -0.02908019 -3.70674094 -0.19904211 4.05897689 2.19618952 0.87763499 -1.22322336 1.03754271 -2.46139333 -0.43999691 -3.00788447 -3.16709239 -1.62711026 -1.93710329 -0.70886414 0.62696264 -0.66484167] Distance 11.15069958484184 Each least square approximations [-1.49706898 -0.1358393 1.40455299 1.60631445 -1.20645901 -2.26558423 -1.90352114 -0.39001713 -2.39028773 -1.26052677 -2.91253067 1.35627592 1.94026098 0.33272307 1.9582897 0.99709763 1.32573342 0.67292413 -0.58650237 0.46652628] Distance 12.515566380103134 Each least square approximations [-3.93762727 1.12019454 -2.1800755 4.35651588 -1.59387082 4.53816922 -1.68823543 3.75197824 3.41135337 0.34560359 0.44632229 -0.17810788 1.4051219 0.94236248 -0.96694435 -1.82755964 0.99201834 0.3775462 0.2594096 1.79647585] Distance 9.940636698807507 Each least square approximations [ 3.3820321 6.38581475 -0.43412302 -4.43426288 -0.52813295 -2.85969157 0.21852295 1.97520563 -1.02975865 -1.79609082 1.53288928 1.10825608 -0.14321253 -1.68599045 -1.30968342 0.78698411 1.93001076 2.17323294 -1.3025226 0.74314691] Distance 9.730599934442798 Each least square approximations [ 2.06600841 -0.03915906 -3.65907991 -2.44275284 3.24075312 0.17144275 -0.95767481 2.43651381 0.80391619 -0.53567642 0.95830793 -1.14091073 2.0018593 -1.05792986 -1.37394443 1.991595 1.47644201 -0.20446204 -0.22872169 2.04675184] Distance 11.887322914494955 Each least square approximations [ 1.82685806 0.97056747 0.19503523 -1.32399633 0.52009901 -0.32093894 -1.50624927 -3.86737759 0.97951292 -1.62710574 2.27921244 1.11344333 -1.41020754 0.17668847 -1.29049123 0.63047656 1.47860268 -0.23695493 -0.90014412 -1.30760758] Distance 12.663375982552669 Each least square approximations [-1.63718015 -0.25753867 1.44453051 -0.27989372 -1.41461761 -1.58284932 0.34926235 -0.5787683 0.66811933 1.53251091 1.40615273 -2.75726418 2.49092146 -0.91742612 -0.16651934 1.34121412 1.4037243 -0.74814759 0.66777301 0.1977727 ] Distance 12.99150029244222 Each least square approximations [-7.07741472 2.84539895 -6.7536024 -0.0891552 -0.40023084 2.037165 -0.07793958 2.79159103 -1.20184876 2.15918051 -0.18470601 0.50105442 -1.61145583 -1.2938686 -0.37849127 0.86359451 -0.82935373 2.04759705 -0.21194571 -1.00117672] Distance 8.21711779906059 Each least square approximations [ 7.70736776e+00 1.49172729e+00 -1.91199055e-02 -8.65317512e-01 -4.16204846e-02 2.88488541e+00 -2.16434880e+00 -1.43290579e+00 -2.29086954e+00 -1.55910229e-01 -9.44005648e-01 -1.00744034e+00 -2.52883687e-01 1.07157802e-01 -4.96477793e-01 7.56750728e-03 1.62266533e+00 -1.68619879e+00 -1.53867941e+00 1.56165068e+00] Distance 10.280660553068488 Each least square approximations [ 7.96507484 0.99973582 -5.35401619 -3.68127071 2.29696802 0.42894103 -0.26232905 -0.61254744 1.3465858 0.63177752 1.86631177 -1.21379755 0.24566902 0.45904535 -0.13317966 -1.42054126 0.16985473 0.71415616 -1.51853035 0.64309878] Distance 8.695841234996006 Each least square approximations [-11.95319232 0.19718878 -1.85983558 0.84963115 -0.02659578 -1.31474849 -3.8204138 -1.34264294 -0.72081236 1.76844478 2.54263393 0.08122778 1.20168334 -1.19559028 0.1977574 -0.74630833 -0.90376799 -0.7580457 0.57388725 1.35528276] Distance 4.306170394674931 Each least square approximations [-8.12913272 1.81621484 -0.61575547 -3.12150957 -1.46458014 -0.19626678 -3.31052916 -0.07956618 1.41857027 1.74437758 0.22164231 1.75212156 0.21413322 -1.29646037 -1.3670668 -0.08885809 0.75417403 -1.39364972 -0.48941649 -0.72990767] Distance 9.65401407678154 Each least square approximations [-10.53082123 0.19762696 0.68654187 -2.21089052 -1.67672854 -1.63026985 -1.6644861 -2.38182507 0.48384638 -2.29360786 -0.21413653 -1.68904011 0.67972156 -3.8325967 0.86318321 -1.02380275 -1.15339649 -1.311221 0.63136395 0.60814322] Distance 6.445914606233636 Each least square approximations [ 8.28417408 -1.46715245 0.84218192 -1.18848566 3.15569202 4.52702568 0.42140085 -1.11586567 -1.3494896 0.80686429 0.85260391 0.40389437 1.08978869 0.81485004 3.20029145 -0.43689827 -0.13758609 -0.40148112 -0.03756451 1.83774958] Distance 8.771117037901083 Each least square approximations [ 8.56188442 3.18892442 2.9483721 -1.77533367 -0.42968548 -0.50578928 -1.62892743 0.62668555 0.76139681 -0.26836401 2.70026621 0.39566896 -0.38230347 -0.01563457 -0.97792371 1.42512714 -0.01491093 -0.65911146 0.46995592 -0.04611402] Distance 9.498282164881509 Each least square approximations [ 9.90183685 1.05304827 -3.22201049 -3.74931498 1.97270267 -3.65435331 2.29497461 -0.80777933 0.73708575 0.66564419 1.79946306 -2.18189841 0.06215539 -0.0704751 0.81942904 1.72184216 -0.38894723 -1.62233746 0.88996303 -0.02226386] Distance 6.160328272747693 Each least square approximations [-9.27257383e+00 -1.70756853e+00 2.50850883e+00 -6.71911674e-01 1.30336943e+00 8.72821119e-01 -6.61567134e-01 -2.61487771e-01 2.75679533e+00 1.04082466e+00 -1.39998183e+00 -7.43771832e-01 -2.31072922e-01 4.27525773e-02 -9.98862931e-01 -3.33882755e+00 4.85683160e-01 -9.98621600e-01 -1.87507641e+00 -8.53717850e-03] Distance 8.611707676452 Each least square approximations [-6.72651167 3.51507648 -7.40485244 3.48955969 -0.39804618 -2.37286056 3.00515161 -1.02938841 -2.48092022 1.30001138 0.50937814 0.90130504 0.11963837 1.26434605 1.59329134 2.41139949 -1.78008166 -0.1258199 -0.81098119 0.10924776] Distance 7.530938941105252 Each least square approximations [ 9.15908771 2.34825727 -0.36541265 -0.64137255 -0.81392625 6.98264912 -2.35297641 -2.96682464 -0.15090027 -1.73169134 0.85111056 -0.86353266 -0.60363805 0.29991021 0.06661671 -0.80644414 -0.74316681 0.49160909 0.37059529 -0.64949312] Distance 7.699481070767709 Each least square approximations [ 9.8348515 -1.18541703 -1.57277892 -2.60623646 5.41731021 1.91067318 -2.59702897 -2.13867478 -0.06227249 -0.41291866 -0.6711951 1.10066372 -1.44858113 -0.45671882 0.95808912 -1.36159994 -2.05399966 -1.66252186 -0.34783547 0.99589282] Distance 7.295166481638186 Each least square approximations [-9.57676933 -2.32224782 -6.38909461 -1.60176989 1.63756105 -0.83925547 2.28563324 0.45232351 2.44870439 0.95514963 1.36152632 2.68261163 0.22166892 -0.26004161 -0.49601777 -1.17646233 -0.25665405 0.8723971 -0.13664636 -1.36222612] Distance 7.087129778487362 Each least square approximations [-12.17297826 -0.24513286 -2.77784679 -3.28589599 -0.37160065 1.29610658 -1.31829676 -3.52369977 0.6547707 0.12457318 -1.35418615 0.890459 2.40809616 -0.09295621 0.03150156 1.22089158 -0.36111393 -0.19132822 -0.23159468 1.09636548] Distance 5.042045315949205 Each least square approximations [-10.42513602 -2.6578317 4.57466612 -0.90409912 -2.88717966 1.08961136 -2.03204146 -0.55906897 0.88960707 1.74604167 0.60522116 0.25604585 -0.96079649 2.10269505 0.92556512 -1.04627267 -0.10395966 -0.53281697 0.98361903 0.03971572] Distance 7.460131580065791 Each least square approximations [ 8.96698444 -1.84030742 4.07647923 -3.80792175 4.28645759 1.6254148 -2.67881317 0.62281987 0.99425654 1.4095448 2.56206843 -0.54314425 0.79489681 1.661376 0.5642141 0.19115682 1.79357435 -0.13024642 1.60391934 0.1475447 ] Distance 7.5525876884759295 Each least square approximations [12.481698 1.64195362 -0.84024783 -5.25622668 -0.02674465 1.86816576 1.64561067 -1.32473636 0.56818599 1.00234749 0.67504595 2.15763384 -0.10099206 1.35253387 0.81199313 0.35080868 -2.10195059 0.46932913 -0.14093306 0.66970704] Distance 3.3164048814979363 Each least square approximations [10.10213146 -3.34965039 -1.96626713 -3.6782688 -3.09657522 -1.17491668 -0.07897585 0.26077984 0.25845559 2.23939586 -0.4875491 0.74476631 -0.0610119 -0.27162552 0.83868071 3.12948137 -1.21336911 1.36292017 -1.73449231 -0.22948418] Distance 7.4424651409154166 Each least square approximations [-11.93794988 2.19921153 3.48185783 3.18585644 2.16272729 -0.55815868 1.13678724 0.97849052 -0.27612563 0.84714783 -2.56719822 -0.923172 0.67220391 1.62472615 -1.61117165 0.38566979 0.36964715 1.72530024 -0.79990807 -0.23912225] Distance 5.019594596413795 Each least square approximations [-6.23604732 4.28794403 -6.96068557 5.03780898 1.59474121 -1.28677675 2.55837163 3.66728617 -3.1088328 0.5050296 -0.40817355 0.15270627 0.66068815 0.45238586 -0.24665273 0.68387508 -1.89747316 0.86706722 1.74712652 0.82456399] Distance 7.414272195018491 Each least square approximations [13.43919365 -0.26436188 4.92619441 -1.75637087 0.83094709 1.78452393 -0.77937821 -2.39044398 0.0745647 0.24818035 0.77577834 -1.38423453 0.07236919 0.32290713 0.12078264 -0.0573971 1.58344918 -0.18608628 -0.59068381 0.19284767] Distance 2.400615218613768 Each least square approximations [10.42466402 -3.54764578 -4.91705618 -3.41372459 2.19370291 -1.19761753 -1.30545524 -0.28244063 1.43134731 0.36787482 -0.20233631 1.38652647 0.08048624 -0.71349089 1.86790073 -1.09358945 0.77660081 -0.09207271 -1.17643313 -0.07582085] Distance 7.291353805376783 Each least square approximations [-8.99933617 -3.76510953 -6.22304838 0.3132893 1.3462361 2.07224858 0.96400609 -0.1833398 -0.86342328 -1.38681125 1.36824761 1.2714454 0.1299699 -1.89004573 -0.03356539 0.97917719 -2.60364737 1.15003478 -1.01386557 -1.95501461] Distance 8.057172615260859 Each least square approximations [-10.34783939 3.98758185 2.77581504 -2.7094702 -4.33445576 0.23235687 -0.83047491 -1.43313048 3.62791644 1.38464501 -0.49583783 0.44079307 0.90996005 -0.57953875 0.09080972 0.35304691 -1.10688542 2.5841573 -1.39477344 0.95046272] Distance 6.515854454963849 Each least square approximations [-9.96586191 -1.36105461 6.39206774 -1.35696343 -1.48994597 1.06790716 -2.16922451 -1.19328697 0.85299875 -1.01607509 -0.93779611 -0.37868119 0.70453202 1.75493449 0.82947793 1.11254052 -0.18472162 1.58979241 -1.02338733 -0.11964338] Distance 8.022815181491758 Each least square approximations [11.26894637 -4.4889262 3.55692983 -4.91727832 0.03919775 1.59258467 -0.88094589 0.34756652 1.77580168 2.52722039 -2.10282738 1.73539176 -1.35343711 -1.29824532 1.03494244 1.43240734 -1.8666671 -0.81442826 -0.01756104 0.18148154] Distance 3.799151595385755 Each least square approximations [ 9.56853889 2.97136457 3.57084993 -3.02274618 4.52893934 1.76202014 0.37140641 -0.7589057 0.34071999 -2.2988433 1.89132446 -0.51733546 -1.65086386 -0.18901512 0.12487486 -0.63990578 0.49995335 -0.7795419 -0.56130818 -0.70681849] Distance 8.30219284095737 Each least square approximations [10.81897443 -5.41825951 1.22021525 -3.7182625 -0.68264842 -1.15077706 -2.83585986 0.54511365 0.09831937 1.28872349 3.09153459 0.20313491 1.26405379 0.91440991 1.01265982 -0.38613051 -1.84990607 -0.027788 -1.29713821 0.44988367] Distance 6.131615344055708 Each least square approximations [-9.85881104 -3.0089082 3.47670929 2.78498756 -1.78464958 0.50867058 -1.34514593 1.09523304 1.01129788 3.44753247 -0.92941671 -0.09814392 -1.21272482 1.69307979 -0.36263414 0.23270599 -0.89193214 0.44700409 -2.1106187 2.87028302] Distance 8.068148878381711 Each least square approximations [-6.96988184 4.96746372 -6.81929385 3.96874101 -0.40547558 -2.77951386 -1.34702504 3.59112362 -2.06576547 -0.31227479 -0.23564311 -0.74177845 0.48048681 -1.85703143 0.6227584 0.65639057 0.3399584 1.22794102 1.08140717 1.06472865] Distance 7.11752060930511 Each least square approximations [11.10804904 0.63296075 0.25145146 -1.26598849 -1.77646372 2.91993257 -3.38318563 -1.75067451 0.24518119 -0.88534172 -1.72010825 -0.03681958 0.48921012 -2.34515633 0.38909745 -1.42277069 -0.069406 -0.55330431 -0.31615532 -0.51067721] Distance 7.623990335994182 Each least square approximations [ 9.83709242e+00 -8.31030968e-01 -4.40101510e+00 -5.59301793e+00 1.22392891e+00 -1.20841680e+00 -1.59641356e+00 -2.80876752e+00 -9.41559745e-01 1.23522164e+00 7.26509490e-01 7.94144188e-04 1.33174462e-01 -4.10149626e-01 1.49662488e+00 2.46355341e-01 2.64555812e-01 1.16664569e+00 4.30826187e-01 5.83458265e-01] Distance 7.298920241803815 Each least square approximations [-11.09790806 -6.00125051 -2.55175658 -0.2977614 3.2090877 3.05001779 -0.18212737 -0.73758576 -0.65814829 0.12997925 -0.61643589 0.04348022 0.89673325 -1.67291455 -1.75477394 0.98592541 -1.71076417 -1.00683353 1.07017212 0.30376092] Distance 4.7479512839372155 Each least square approximations [-10.19680433 2.56244679 1.33737082 -3.95369075 -4.80578424 1.44917294 -0.34139339 0.04070218 0.26954684 1.1827104 0.10261501 1.62935983 0.35544893 -0.58353888 -1.51908028 -0.42944104 -0.42337901 -0.4626377 -1.14612202 0.19153527] Distance 7.749157535754414 Each least square approximations [-11.27382789 -3.46842363 4.47034819 -0.49278372 -2.14883384 -0.57416487 0.28325701 -0.91542392 -2.08640903 0.3472091 -2.60187845 -2.09520932 0.72860773 -0.9394902 -0.38204031 -0.87403015 -0.63961242 -0.23960033 0.14866346 1.2345586 ] Distance 6.080533108817344 Each least square approximations [10.61347855 -3.0878701 3.12552009 -2.39675309 2.85411437 -0.4869398 2.29878697 1.0251439 -0.27299579 2.38685331 0.22277761 -0.30414948 2.95653976 0.05659638 0.65818518 -1.29180443 -1.28712422 -0.79460217 -0.4430519 1.09541938] Distance 7.021880821221615 Each least square approximations [ 9.48786757 1.85683481 3.35467331 -3.86403906 2.94996718 0.61201519 -1.64494618 -0.60455233 -0.45132776 -0.99275724 3.24928062 -2.1787734 -0.19907069 0.81217458 -0.8888434 1.06486632 -0.42197869 -1.02223869 -0.7175687 -1.18541856] Distance 8.25244878194452 Each least square approximations [10.41046295 -2.25754198 -1.25795956 -4.87974053 1.85894504 -1.21984309 0.02844477 1.23481372 2.10586876 -2.51353409 3.60471446 1.27285568 -1.57522992 0.79357108 1.64096427 1.45539604 -0.86639354 2.39260858 0.14632957 0.964736 ] Distance 6.009148502609892 Each least square approximations [-10.06584226 -1.73316297 2.97616394 1.77502306 -0.85877619 -1.08801891 -1.63082524 0.559682 1.31023971 5.08477052 -0.22700112 -0.35167863 1.26253986 1.30608376 -0.56686993 -0.66042147 -1.68505011 0.62476649 -1.00875781 0.38089651] Distance 8.046101690921727 Each least square approximations [-6.47174217 5.26897378 -5.5032364 4.33945966 1.75409672 -0.77405548 2.67073412 2.79148601 -2.98976866 -0.39364951 -0.35260941 0.0687841 1.16518513 -0.4465219 -0.7781562 -1.04177004 -0.75714994 0.68916386 -0.72788826 0.16625803] Distance 7.552243191317146 Each least square approximations [ 9.77108999 0.35859808 2.45681227 -2.44100626 -1.08901597 2.34740479 -3.98916684 -2.23368911 1.53636065 1.1796885 -0.19715356 -0.4068274 -0.90598815 1.706201 -0.20105126 -2.02855787 1.51889275 -2.35844985 1.1760934 0.14776192] Distance 7.22228649923711 Each least square approximations [ 8.71977675 -4.15541279 -4.49291544 -2.80121337 2.88837435 -1.38249373 -2.00312839 -0.96084727 0.29249174 1.34706363 0.8025024 -0.16246875 0.13059748 -1.43344356 2.12025387 -0.22314135 0.84120015 -0.47629313 -1.44551939 0.16744093] Distance 7.727320819303971 Each least square approximations [-8.25002278 -4.39228223 -5.28675433 -0.09371527 0.91687176 1.56902035 -0.64361348 0.93556829 -1.39444125 -1.11456941 1.98447021 1.49545796 2.2189833 -2.55520887 1.87935588 2.02675851 -2.0101387 0.76953772 -0.75701983 -1.83654576] Distance 7.178967895559184 Each least square approximations [-10.16785693 1.74501715 1.16621055 -3.87429659 -1.27300534 1.43282193 -1.28964221 1.04642297 1.04924266 2.48278514 -0.74479547 1.0811973 -0.77596066 -0.97806067 -1.52276029 -1.08179638 -0.41438579 0.35196933 -1.03413375 0.16404516] Distance 7.988431491738453 Each least square approximations [-10.39670691 -1.93281556 5.89507575 -0.862803 0.97050481 1.63067531 -0.44589182 0.07401427 0.68718329 -0.79360624 -0.04178273 0.28998166 -2.18398852 -0.25323797 -0.38295478 1.22329843 -0.9842151 0.57156733 -1.22262265 -0.55469438] Distance 6.825265258341657 Each least square approximations [10.02955941 -4.31976057 2.56533575 -3.04171014 0.05328689 3.04715317 0.27465303 1.58154754 -0.09910682 -0.03113707 1.13137076 0.417556 1.48742693 -1.89778363 -0.3353176 0.47058543 -1.40246217 -0.01621171 0.64488964 0.40335577] Distance 7.167083975717944 Each least square approximations [ 7.46661571 2.9684308 2.1094623 -5.10955833 4.27721453 2.32595137 -0.59564427 -1.71971231 -0.46276699 -1.58456906 1.29275004 -0.11005786 -0.82881476 0.76173837 -1.32479139 0.3660253 0.17298447 -0.80854821 0.64854068 -1.1035758 ] Distance 8.743744113070905 Each least square approximations [10.53058491 -3.15633645 -1.70856775 -1.50260613 0.03545557 -3.55615137 -2.29647048 1.82333135 -1.7514156 0.20907893 2.44611179 2.36243152 -0.90216077 1.08179023 -0.3380114 0.18594178 -1.9759191 -0.72034095 -0.5090208 0.97485924] Distance 6.225443084229405 Each least square approximations [-8.78403209 -1.6039637 2.23957325 4.22621692 -0.54415775 0.20002964 -0.57576589 -0.13861378 1.6710965 4.52281768 -1.23712529 -1.39738664 -0.84135952 1.70557498 -0.465516 0.44702822 -1.32624382 -0.56887216 -0.05364007 1.37438485] Distance 8.392926196212944 Each least square approximations [-6.27727424 6.1038363 -1.36801845 4.66102027 -0.9038449 1.15337829 -0.17298424 3.28647935 -2.70965753 1.13745295 -1.4277376 -0.81601213 1.40089198 -1.4217242 0.04741745 2.37891927 0.38088208 3.2998846 -0.86122953 0.65153145] Distance 8.359303196274606 Each least square approximations [ 8.98778405 -4.06233241 -1.0940287 -0.14566925 -1.3598404 1.09988621 -2.90082998 -2.88380326 1.06179468 0.54937232 -2.28708751 -0.66421852 -0.43911055 0.91614475 -0.9446825 -2.76465901 0.9272464 -0.44245148 -0.21286883 0.23333248] Distance 8.954575760544012 Each least square approximations [ 8.17044792 0.85211694 -3.26540172 -1.201559 0.63845335 -0.41662992 -1.74010545 -2.89959114 1.13336268 1.84511869 2.56603343 2.03330677 1.08156758 -1.9304609 -0.1815376 0.50219416 0.93633134 0.71804617 -0.55277352 0.48827079] Distance 10.107835528764289 Each least square approximations [-10.02714942 -6.04404799 0.02044096 -2.40767923 -1.99591908 2.60004066 -1.04284857 -2.46759627 -1.72221484 0.76995373 0.95755091 0.33636222 2.79234611 -0.63043369 1.14057376 2.5045682 -2.96636402 0.12189703 -0.26259594 -0.99753497] Distance 5.027148569761862 Each least square approximations [-8.89107965 3.25232594 0.05037856 -3.64542349 -1.63111091 -0.56309838 1.3946272 2.17390029 -1.62853534 0.07538662 3.22746729 3.1811234 -1.61890017 -1.18030847 -3.8201113 1.26967458 0.97080603 -0.0846161 -0.90874576 -0.22426212] Distance 7.647996932234955 Each least square approximations [-10.64435519 -0.9463942 3.89906662 2.65450733 -0.56281467 -2.40856423 1.67813354 1.22347463 -2.57992117 -3.52869328 -0.51329778 -1.0440739 1.57963359 -0.97659459 -0.40459953 1.67924467 -0.83927832 -0.85776409 -0.22821462 -0.36036837] Distance 6.395769048892955 Each least square approximations [ 9.77641258 -3.84996353 -0.74100934 -0.4484779 -1.31574001 -0.14462577 -1.34966468 2.57879063 -1.23894898 1.57234893 0.34826721 -0.58270037 1.30582088 -0.30423845 -0.1264154 -0.412975 -1.48856258 -3.40332742 0.57350503 1.29387379] Distance 8.524753123397728 Each least square approximations [ 7.52656334 2.72481086 -0.10482004 -1.66251148 1.45112305 -1.79546173 -2.24524284 -2.88198127 -1.38640506 -1.00346899 3.48629449 -2.60722447 -1.83381054 1.28224405 -1.04811244 -0.47421962 0.40504906 -1.09208044 -0.58223485 0.01894221] Distance 10.043271365926392 Each least square approximations [10.46714301 -1.72578714 -3.67061751 0.94865832 1.31296574 -0.55500392 -1.50199985 -1.16249583 2.77505569 -1.35305523 2.67169479 1.53199568 -1.03045614 0.24947184 0.77948938 1.18783331 -0.15436092 1.43629484 0.42188273 1.21022445] Distance 7.606509484337883 Each least square approximations [-9.28163757 -1.26700823 -1.95328144 1.05350059 -0.33602366 -2.62874099 -0.85804883 -1.90618757 1.33515009 3.94008237 0.02544057 -0.05759797 -0.05636642 0.29509004 0.01479267 -1.13845032 0.01058127 -0.28952044 -1.52260008 1.27743897] Distance 9.460234729857087 Each least square approximations [-3.75651842 3.17463681 -1.70195441 2.41166518 -3.74310233 -0.32811764 -1.31697171 -0.97688857 -2.81647086 4.74189262 -0.28139298 0.60107525 1.76183042 2.70558291 2.68864609 1.9049351 -2.31932958 1.02684569 -1.51150828 -2.4448619 ] Distance 10.091336128090205 Each least square approximations [ 7.57831967 -3.75014816 -3.96657698 -0.02032224 0.29254473 0.65459946 1.02903627 -0.25105845 -0.23047669 -2.68247359 -1.42603491 -0.21207563 0.44033583 1.71849409 -0.21245377 -0.18904121 -0.64712685 0.61180426 0.15338413 -0.68471054] Distance 10.75524879679105 Each least square approximations [ 7.7717916 4.43168776 0.78492144 0.82823023 0.71101798 2.55541089 -2.83234987 0.51047331 1.32383403 0.99896103 2.7278053 1.16216334 0.99467876 0.31473683 0.36738013 0.45083925 -3.09589 -1.49356841 -1.16619118 3.17693535] Distance 9.245693419717737 Each least square approximations [-7.7376988 -2.36333189 0.37801167 -5.25330072 -0.20307394 -2.29234496 3.67934075 0.15155849 2.08394639 4.17579496 0.7435482 2.10436134 -1.23621043 0.53662105 -0.19911054 3.00969705 0.38559768 1.27041106 -0.4154434 -0.94485243] Distance 8.113168367073262 Each least square approximations [-7.84502706 2.34520414 -3.71776909 1.65858945 0.52085846 -3.59581226 1.4032199 -1.26555342 1.06011758 1.09089708 4.42192047 2.74477119 1.93328931 0.20786086 -1.80640456 2.02317736 0.36411036 -0.50892657 -0.80528711 1.69246295] Distance 8.57608117713396 Each least square approximations [-6.93160675 -2.55857801 1.08706978 2.57703754 -2.07464416 -0.47970548 -2.4559949 2.54114111 -3.42662559 -0.97696654 0.96019884 2.97330892 1.00711435 0.56679244 1.14718506 0.93304294 -0.52509189 -2.55724126 0.95966238 0.74322094] Distance 10.230908845520066 Each least square approximations [ 4.40793418 -1.9977586 3.47219368 -0.62677502 0.27599897 0.25255876 -4.09333848 0.33734616 0.76991775 1.96586581 -1.70391416 -0.38820918 0.93130752 3.22628137 -0.20300486 0.53653226 0.69255951 -5.05484761 1.79955195 0.10872823] Distance 10.821446373479276 Each least square approximations [11.05548781 -0.16377439 -5.89144142 3.83383344 -0.7176979 -1.7677621 -0.35821897 0.55550391 -1.08083295 -2.31455592 1.00659217 -0.47907654 -2.38502731 1.42469239 -1.88567862 -1.08402512 -1.87767953 0.39070216 -0.60162931 -0.61189524] Distance 4.244298238120608 Each least square approximations [ 9.59337350e+00 -7.40847958e-01 4.91411070e-01 3.32983530e+00 -3.64079741e+00 2.41541188e+00 2.98109697e-01 -2.35402728e+00 4.71091842e+00 2.51347628e-01 1.39338690e+00 -8.36338968e-01 -2.52843728e-01 -2.09049717e+00 -8.94816942e-01 1.05469368e+00 -4.95815941e-03 7.03024062e-01 1.70887417e-01 -3.52073709e-03] Distance 7.614615770181699 Each least square approximations [-10.28961957 0.93675985 -2.7446851 -3.62309637 -1.462375 -3.89655853 1.3956846 -2.68694058 -0.34647683 0.01036395 -0.99743293 0.35458406 0.45602367 1.42317553 0.36833893 -1.08360563 -0.23655901 0.8251766 -0.72430672 -0.92904323] Distance 7.587424352746564 Each least square approximations [-6.11712747 4.49931224 5.46250124 0.17414397 -3.48972756 1.58340056 1.02142247 -1.51604668 -5.43388743 1.71113041 0.28310807 0.66369401 0.88030505 1.02383108 0.10425947 -0.888199 0.48316893 2.72766223 -0.48383999 -0.37709015] Distance 8.32272550089627 Each least square approximations [ 3.28165201 -5.50810708 -0.84480153 1.29933753 0.00556559 -0.29629663 -0.88882131 1.076945 2.21915904 -1.45899233 -1.67442964 0.65364654 -1.63546383 2.0826885 -0.01034868 0.07144462 0.96122706 2.0314454 -0.06608148 0.36656142] Distance 12.265247640529594 Each least square approximations [ 4.33158421 2.23505562 4.01833607 2.13067309 3.69542265 1.45878909 -0.61125586 0.86130567 0.14310744 3.5980838 4.49002177 -0.54838576 2.92368646 -0.46494101 0.72634205 2.30486614 0.03543174 -0.68849873 -0.15739512 0.45625382] Distance 10.411103470763546 Each least square approximations [-3.81081372 -2.5620615 0.59277519 -6.01757986 -3.29619851 -1.23567566 1.90063584 -0.37498889 -0.67812468 -0.15486246 -1.63401674 4.60643368 1.89258671 1.33315802 3.16591228 2.34408056 0.26768447 2.73609519 -0.30866839 0.68279861] Distance 9.555751005806837 Each least square approximations [-6.49788616 -3.74723256 0.09507789 1.76881821 2.04450222 -5.3628587 4.50086579 2.46807104 -0.75577937 -1.25042816 4.42220628 3.03384836 0.12545846 -1.38413933 -0.86479618 0.72441026 -0.08981855 2.88744523 0.83895274 -0.59267972] Distance 7.5023052375112425 Each least square approximations [-4.45201225 -2.19710565 0.59638062 4.27346621 0.57822591 1.33080715 3.30381516 2.68316413 -1.34817574 -2.39474262 3.67687488 3.37739338 1.05167171 -2.46087417 1.49041577 1.04224428 -0.08002063 -2.04646677 -0.42386132 -0.37043126] Distance 10.3696895609421 Each least square approximations [ 4.47949081 0.04984824 1.52385252 4.01509091 -3.63528856 -0.94717524 -3.29695652 2.7899923 -1.47235057 -0.17797352 -1.02939979 -0.39948065 0.79597652 2.39051205 -1.14625428 -0.73943745 1.13963055 -4.82838976 1.58587333 -1.465318 ] Distance 10.309997642557171 Each least square approximations [ 4.86110626 -0.16520471 -7.56766684 -0.51149073 0.14340662 -1.16283836 -5.02734877 -0.40939967 -2.34998533 -1.7187337 1.76604126 -0.52493869 -3.59094497 -0.5018192 0.50942309 -0.34308547 2.08537294 -1.07041692 -0.98423657 -1.14504323] Distance 8.7922096112849 Each least square approximations [ 7.05786512 3.74213435 -1.99406704 4.22930168 -1.88310605 3.40893184 -3.83930399 -2.99102574 1.84724167 0.03350471 -0.85703866 1.30921037 2.92631743 -1.6378646 -0.72539784 0.0684823 -0.63248208 1.87630876 -0.4558838 0.45558332] Distance 8.48334932916366 Each least square approximations [-6.72457527 4.62152378 -4.71537337 -1.04916927 -4.27373276 -4.26514221 2.23750116 -2.94788053 1.23017036 -1.85335173 -0.97121434 -1.53285723 -0.6386609 -2.33521925 1.08221559 1.49182427 -0.03216752 0.0167427 0.50045669 1.93458495] Distance 7.544252926770155 Each least square approximations [-5.77924214e+00 -5.20215736e-04 8.82729210e+00 1.32215995e+00 1.86219690e+00 3.87357439e+00 -4.88406375e-01 -1.27411922e+00 -3.25884558e+00 1.73018130e+00 1.78573894e+00 -4.80976184e-02 -5.95933400e-01 -6.20823241e-01 -2.72506458e+00 1.92184714e+00 -2.34186195e-01 1.37604232e+00 1.14410074e+00 1.02143361e+00] Distance 6.79159707051486 Each least square approximations [-1.21198536 -5.87911668 -0.27853046 1.1866069 -1.59101804 -2.08274068 -0.04361544 -0.26159998 1.10316038 0.95854673 -1.55365331 0.54948883 -1.64681321 1.39198278 -0.47098198 -0.73969059 1.54012702 0.39114203 0.6081446 -0.45790622] Distance 12.43630531313473 Each least square approximations [ 1.03542428 1.14932995 5.71726108 3.17146676 1.30066353 -1.77427032 -0.05288611 -0.27231192 0.26336959 5.28650691 4.28152488 0.35158691 1.42368373 -0.71656967 -1.16683811 0.45619697 3.28325772 -0.9669777 0.38854302 -0.04291831] Distance 9.999504612224918 Each least square approximations [-1.19091594 0.486898 3.11120111 -1.12659188 -8.07140213 0.16699081 1.32067183 -0.08576116 -1.83385415 0.88648893 0.02741585 1.64199968 1.95441415 -0.01002294 2.38440312 2.15987033 -1.97924424 1.31698469 0.28411716 -0.08391776] Distance 10.305706530382295 Each least square approximations [-0.50634365 -1.92020142 1.50404792 -0.10048434 4.12280615 -5.79997621 1.5340981 2.77159345 -1.45434839 -4.49508316 2.25740069 4.17498786 -0.28137373 -2.46136965 -1.20598229 0.43662461 -0.07799597 3.28352246 2.16653558 0.55481741] Distance 8.785610464780014 Each least square approximations [-2.97360685 5.76935942 -2.32702622 2.85911549 1.53649399 0.86015447 4.66305081 3.79089946 -1.40979204 -2.88708591 4.9092342 -0.04874019 1.26120393 -0.99697489 0.3814501 2.17898758 -0.16560169 -2.24648686 0.68866568 0.59875801] Distance 8.351678932588257 Each least square approximations [ 3.14313556 4.15455308 -4.72744807 2.08892237 -6.67027226 -1.12206039 -1.52995275 2.42279319 -3.27997572 -1.99474288 -0.43595504 -0.74203522 0.89476424 1.21940699 1.75703644 1.34425017 0.60277089 -2.08822007 -0.01228482 -0.47917856] Distance 8.778765115644735 Each least square approximations [-1.6419222 1.54888985 -6.7305187 -1.07506005 -2.08711987 -1.5537334 -4.02806993 -2.37952228 0.55529425 -1.13032213 1.88422296 0.06732198 -0.64872672 0.04132298 -0.49712352 -0.22158655 1.81306016 0.8018504 -1.45360256 1.03205622] Distance 10.923289702600702 Each least square approximations [ 1.35696167 3.85174951 -4.47784371 3.21258365 1.17991837 3.01316406 -3.07579133 -3.50919657 1.71360048 -0.46603862 -0.95002257 1.52472759 1.40393197 0.85752294 -2.44658856 -0.38541064 -2.06842682 -1.49552844 -1.50404738 1.23154555] Distance 10.377061377210877 Each least square approximations [-0.55101827 2.20911523 -5.92455193 0.65490695 -0.7065025 -4.16965666 2.85828265 -0.09969282 0.30839175 -1.69883964 1.58197146 -2.07904849 -0.80466896 -0.52876103 -1.27247093 1.59129732 2.35974187 -1.27615762 -0.0340717 1.0886335 ] Distance 11.065642174947701 Each least square approximations [-4.76480752 2.5627847 1.70755071 2.28963595 0.35804116 1.60584844 -2.2514095 0.38872696 -1.3909038 4.62398241 -3.08651861 -1.62743823 -1.00193116 1.79266088 0.57991812 1.00336701 0.11932921 2.20137318 0.59244263 1.02745614] Distance 11.0819779564067 Each least square approximations [ 4.93456562 -5.09602402 -1.84067526 -0.18733524 0.31865926 -2.18730731 -1.52391016 -0.83312684 0.10508563 0.99405899 -3.56240507 0.36114588 -0.84346838 0.80805113 0.60055885 -0.82849663 -0.39953867 1.30440941 -0.68448989 -0.82767816] Distance 11.601451189943397 Each least square approximations [ 8.75679217 3.98095031 0.97444168 5.455397 -0.38576931 -0.63344817 3.32394344 1.60464759 -1.78074418 1.98839731 3.1120615 1.66950571 0.86876291 0.4454446 -0.53539108 -1.87161807 0.88114215 -0.2879357 -1.88461945 0.53621497] Distance 7.002344405324013 Each least square approximations [-6.37347354e+00 8.27639476e-01 3.91942523e-01 -4.55377980e+00 -6.18937558e+00 1.85762649e+00 3.73218762e-03 -1.97720803e+00 2.14628957e+00 -7.19243080e-01 7.88561738e-01 -6.29232771e-01 -3.76141664e+00 -1.05262103e+00 7.19403426e-01 2.64618508e+00 -9.11442333e-02 1.54481993e+00 -8.35870586e-01 2.66748824e-01] Distance 8.691229856104185 Each least square approximations [-3.50064864 0.81666517 0.78920647 -3.12081078 1.97909531 -3.60174011 0.67778148 -1.84501087 0.88241685 -0.37344215 5.49453739 3.70097928 -1.68077366 -0.34200402 0.59189058 2.40112026 1.63064393 1.42667549 1.89024368 0.86905711] Distance 10.419345104660913 Each least square approximations [-4.53619784 3.07691283 2.6475882 3.43181742 1.89208278 -1.16422051 -2.53500007 0.79045573 -1.67191216 -3.65621467 1.52039062 1.96527472 4.20494053 -2.06090067 1.54920955 0.37542304 1.68105081 0.08084605 2.00839363 -0.83612489] Distance 10.014732699717738 Each least square approximations [ 5.152713 -0.66057615 -0.49718008 0.08715694 -2.97427028 0.94121193 -0.91608629 2.88033141 -1.43393272 -1.20976913 -4.37275577 -0.91811334 1.40836987 -0.55097348 1.91312011 1.38742582 1.8045144 -2.76140289 -0.8529889 1.78815156] Distance 11.100151017806285 Each least square approximations [ 3.96160554 4.64764401 -3.42231278 2.99175286 -0.31696179 -0.28615888 -0.80124165 -1.61312834 -0.17153073 -1.70167724 4.10560306 -2.77049519 -1.94383471 -0.79307424 -0.16643208 -0.3903978 -0.90107393 -1.27153706 -1.75605773 -1.04731917] Distance 10.744630961289792 Each least square approximations [ 7.16300967 1.91014776 -1.38914243 3.03280319 1.40056594 4.20481893 -2.13805083 -0.53864198 0.60914337 0.38621968 -1.25551387 -2.14745139 0.44744123 -2.03268899 -2.04489027 0.14103008 -1.78528742 -1.01354041 0.10698349 2.14112365] Distance 10.042141179708375 Each least square approximations [-4.34430429 -1.55705115 -3.53086333 0.30464404 -1.97617669 -0.49952526 2.44833874 -3.28835985 2.26106277 -0.05773541 -1.5255496 0.55387234 1.01449983 -0.80313344 -0.68141141 0.50364488 0.11058354 -1.99278484 -2.66996154 0.09350418] Distance 11.806882151237264 Each least square approximations [-5.612688 3.23730724 0.98320116 3.13573218 2.97006664 -0.31498096 -1.48724681 -2.41246467 -2.21292752 2.72884411 -0.51841093 -2.34216433 1.68977124 1.58711763 0.59188343 0.42297275 -2.39903792 2.13217936 -0.09842836 -0.71890685] Distance 10.093307517723451 Each least square approximations [ 5.66645222 -4.31624465 -0.65451843 -0.34204431 -0.74305972 0.27997948 -1.83679082 -0.12938834 -1.37963294 4.10998317 -2.74124886 0.5150459 -1.03587794 -0.07205922 0.04645886 0.35339297 0.19602286 1.73074347 0.58866673 -1.64304406] Distance 10.829285177990453 Each least square approximations [ 8.16929139 2.72077112 -0.17257837 6.27116541 1.62920565 0.62027561 -2.17394743 0.86175891 0.81127794 4.30760585 -2.27176841 -0.39888601 -0.06136973 -1.05852523 0.11801552 0.47052939 2.74824459 -1.47609255 -0.83966992 -1.17205234] Distance 6.835952460702 Each least square approximations [-5.16112218 -0.74663665 -1.67697222 -1.94722863 -5.9323373 3.3825072 1.17058305 1.33845063 0.93307684 0.41234975 -0.51582447 1.91472207 0.19443073 -1.27824423 -1.16850346 2.67303808 -3.03787297 0.53101021 -1.56933979 0.92890081] Distance 9.739257565263884 Each least square approximations [-5.27637014 2.56180707 -2.11884134 -1.97047863 0.39656449 -3.44532869 0.74423057 1.26771589 1.45285358 1.4835616 1.39069817 3.51117126 0.31600546 -1.29227051 -0.58016037 1.33137544 0.40278433 4.0166778 2.91832759 0.04390746] Distance 10.109775954604737 Each least square approximations [-6.43313473 2.50660391 1.32171992 2.62966816 1.31989374 0.25659654 -2.04177951 2.97101073 0.07927501 1.36120996 -0.37804655 0.54793784 1.99024202 -0.34911414 -0.47655852 0.30691524 -0.32967635 -0.46655053 1.23527731 -3.61949208] Distance 10.660450586338392 Each least square approximations [ 6.02355466 0.93542383 1.44922741 0.11444577 -3.67352909 1.2269289 -1.72736186 0.66804369 -0.66145393 0.36313091 -2.28857985 -1.61878623 0.6816282 -0.2733516 -0.90112476 0.78868949 0.09589388 -1.14619388 0.61014201 0.10693778] Distance 11.688864776131851 Each least square approximations [ 4.80217537 5.33471311 -5.54382275 -0.02818344 2.20388608 1.4492457 -1.6987297 -1.54739262 -1.18573137 -3.47887113 -0.27883739 -0.98006017 -1.17645008 1.54398326 0.46106738 -0.93283063 0.91695044 -0.62797783 0.51379367 0.29535697] Distance 9.537437743991493 Each least square approximations [ 7.40203523 0.178444 -1.19368906 1.06821202 -0.71511263 5.02906295 -2.35837162 -2.20181455 1.06921468 0.0302603 1.12198171 0.08090157 -0.43741055 -0.79504274 -2.28828199 0.88864888 -1.48000188 -2.27386276 -0.11640086 1.08052059] Distance 9.748711716314926 Each least square approximations [-6.58570046 -2.44542649 -3.71427936 0.09896185 -0.66615526 -2.00579205 2.83918554 -1.45127294 1.32675026 0.79248709 -0.15875339 0.197124 0.38186793 2.19616352 -1.15602859 3.4668828 0.93203511 -1.27492597 0.54945537 2.41197251] Distance 9.962775481789924 Each least square approximations [-5.73751777 3.76250289 0.06675173 0.97017195 0.2138066 -1.97176542 2.12386214 -1.34400851 -4.58752098 0.51154888 0.61130145 1.21593713 0.44425517 1.11406781 0.40657614 1.69693813 -0.98168437 3.14665187 -1.30159005 -1.60554905] Distance 10.687000138855153 Each least square approximations [ 5.75008569 -1.45011942 -2.20540123 2.74113709 -1.41951359 4.62535505 -1.07072298 1.02962197 1.97016906 -0.36048974 1.05287009 1.33396499 1.38936078 1.7808594 -0.89155538 0.13873737 0.41038967 0.76379569 1.56757356 1.26575927] Distance 11.156948115848598 Each least square approximations [ 5.48441877 -1.35458593 1.00834829 -0.99027677 3.80778946 4.16961979 -1.43494419 -3.62831631 0.9736779 2.63288273 2.38746003 -0.78285312 1.05648258 -1.82139622 -0.08012613 3.55188842 -0.34371609 -1.68306826 0.82097065 1.07188269] Distance 9.910650989129818 Each least square approximations [-6.28906204e+00 -3.04586901e+00 -8.70855590e-01 -2.49661261e+00 9.75524241e-02 7.15001669e-01 1.49466032e+00 1.88924796e+00 -6.15778519e-01 -3.55471720e-01 1.27773538e+00 5.05726859e+00 5.22721698e-01 1.03273778e+00 2.78574153e+00 -1.22542866e+00 -9.98951480e-01 1.85816971e+00 1.58952777e+00 -3.20426044e-03] Distance 10.383894678525508 Each least square approximations [-10.74466415 0.75873177 -2.99577412 2.92912156 1.66633135 -2.61884857 1.3236854 4.2093859 -1.41326546 -2.90666591 0.05781457 0.6487486 0.814622 -1.16841746 -0.99327455 -0.87229615 0.3999707 -0.06870706 1.72668639 0.5214422 ] Distance 5.87494805132354 Each least square approximations [-6.85993715 -2.23016953 2.05226682 1.70933833 -1.03862839 4.46010636 2.48957396 0.57834852 -2.66722493 1.20139924 1.7953026 -0.87785799 -0.87403058 -0.64298231 1.8600921 1.07680664 -0.19272345 -2.54370939 -0.49651303 0.10298236] Distance 10.172564775795816 Each least square approximations [ 5.48054 0.94076388 2.62164372 0.19475659 1.27430547 -0.09768767 -3.98085286 2.32224534 -1.09761892 2.19267237 2.03207179 -1.41210051 0.95794057 2.53926638 -0.43570134 -0.46245881 1.37808473 -3.01480918 0.91750146 -2.20181933] Distance 10.861617402889078 Each least square approximations [ 8.06368996 3.33869081 -4.31147464 -2.83425977 -0.32596923 -0.19072272 -2.29440639 -0.96925029 -0.36260802 -0.67247799 -0.56193774 -0.80139014 -1.02375482 0.37117373 -0.28621958 -0.59798655 1.0831854 -0.07134987 0.77743517 -0.4510685 ] Distance 10.048488319650371 Each least square approximations [ 8.23521894 0.08894616 -0.36262084 -0.93199018 -0.25885789 1.3808648 0.02822005 -4.42385592 0.77975279 1.8722959 -1.94996656 1.6321588 1.02446422 1.0694538 -0.67251815 1.753222 0.6452719 1.79070564 -1.15031754 0.75515132] Distance 10.152637014352882 Each least square approximations [-10.71789378 2.07902771 -3.29414952 1.19871468 -0.93731624 -0.86167047 0.94729731 -0.85315342 -1.01710411 -0.54161174 0.81716258 -1.76982731 1.037039 -1.4155866 -0.77120575 -0.15698496 -0.54782168 -0.98831861 0.60333168 -0.15513316] Distance 8.36909786694557 Each least square approximations [-8.84010210e+00 5.25107761e+00 7.42410858e+00 -1.08713306e-01 9.54963174e-01 2.65266248e+00 2.31767166e-01 1.51851927e+00 -3.46088675e+00 2.03572039e+00 9.61040760e-02 -4.08525493e-01 2.59399443e-03 1.32423606e+00 -1.00827222e+00 1.48627816e+00 1.00504876e+00 1.65370719e+00 9.06808396e-01 -4.80659295e-01] Distance 4.013214391740133 Each least square approximations [ 2.25652166 -5.93963451 1.30934339 -0.16046171 -2.03473178 -0.3917015 -1.5849263 -0.29431122 1.77927198 -0.54476509 -2.1857105 -0.10985105 -1.45355534 0.07465728 0.83285142 -1.10569484 1.57205111 0.31849973 0.36257838 0.42090828] Distance 12.21345739184327 Each least square approximations [ 4.48078131 2.11614138 4.37208964 0.50193179 2.96322996 -2.52276904 1.16862575 -1.09358343 -0.11248151 5.18666956 4.61124502 0.86819613 1.15643948 -2.86755492 -0.36042958 0.42815875 3.73405645 0.51263339 -0.93260419 -0.19474512] Distance 8.819981682184924 Each least square approximations [-5.420584 -1.62717997 2.35834762 -1.91694002 -7.72194859 -0.12402976 1.59409154 -1.2727379 -1.54197722 -1.35655711 -1.21037575 2.67345585 1.64502945 -0.11338371 4.41746229 2.32113782 -1.44041491 0.78536024 0.51558222 -0.726927 ] Distance 8.020687433355183 Each least square approximations [-4.10858437 -3.03368536 0.85269599 -3.19182272 1.98870806 -5.05284 2.85456147 3.53101956 -0.35066293 -3.0059858 2.41551878 2.72070643 -1.89127314 -1.77431537 -2.19707512 0.89305943 -0.09042496 3.17162446 1.38968796 -1.03319224] Distance 8.855895360558383 Each least square approximations [-5.78175381 3.6901993 0.68256723 1.99882664 1.37968385 0.78078899 4.82387996 3.89669927 -0.84009101 -2.42721792 3.87056514 1.11738111 3.46000584 -2.89783366 1.30261068 2.29163034 -0.73858085 -0.57837764 -0.4744013 0.06219887] Distance 8.34337683176288 Each least square approximations [ 6.68810394 1.75480164 -3.00646674 3.43867809 -4.40225735 -0.877372 -1.14747533 4.35257565 -2.53206141 -1.13611413 -0.24509563 1.6991039 0.99799222 0.28585527 0.23807891 0.23398818 -1.32277268 -2.6320702 0.47480211 -0.91053263] Distance 9.093130590614088 Each least square approximations [ 2.18793228e+00 1.01575435e+00 -4.92014682e+00 -1.79851134e+00 -3.16174549e-01 -7.06947026e-01 -5.42013004e+00 -4.22863138e+00 1.34426516e+00 -8.73337621e-01 2.48691277e+00 -1.55868993e+00 -1.47637443e+00 9.29167746e-01 8.30808234e-05 1.34308897e+00 2.55457030e+00 -1.53081121e+00 -1.71634752e+00 -7.64232127e-01] Distance 10.187726106326524 Each least square approximations [ 5.84397577 4.07744981 -4.24897944 2.58201691 3.20651068 2.69463908 -3.82524715 -2.68523053 1.61860995 -0.55394955 -0.72419018 2.37735527 2.70202876 0.47871897 0.00758324 0.03415622 -1.82170183 -0.5450142 -1.37686197 0.67044439] Distance 8.70980238360719 Each least square approximations [-4.40573177 2.18257944 -5.41298346 1.79584077 -0.37930614 -3.78435732 3.6785234 -0.17786772 1.62136208 1.37827257 0.19421189 -0.90681835 -0.13225328 -2.76468271 -0.75899226 1.01502787 0.44950387 -1.78721194 0.34440261 0.49497771] Distance 10.497448217915245 Each least square approximations [-10.98451089 -3.39666479 3.79242198 -2.60690835 -2.40588205 4.03978521 -0.43586639 -0.51494282 -0.22464004 -1.23108866 1.38204368 1.64029484 -1.8662095 -0.94493758 -0.09683164 -1.51909486 -0.09522889 -1.28342939 -0.90205479 0.23428147] Distance 3.9543191143583156 Each least square approximations [-1.49768225 1.29092732 1.67382457 -0.68015767 -2.34999794 0.21197435 -1.50937049 -0.63033075 -2.4367495 -2.02670799 -3.26324962 -0.97351853 -0.32829264 -0.06940054 0.62629458 -1.10433143 1.38675392 0.21740717 0.69515233 -0.01247809] Distance 12.873328703113847 Each least square approximations [ 1.11372474 3.19751047 2.96545218 -1.98984306 5.03475337 -4.08260883 1.00451647 1.02296416 3.17203894 2.91666417 3.76740615 -1.10740603 -0.63975085 1.76540104 1.23494369 -0.42972796 2.50788906 0.11144273 1.55768288 1.09255728] Distance 9.461682733973067 Each least square approximations [-3.82488793 3.8726893 0.55415489 -0.65645315 -3.95676419 -3.2253086 2.56757066 -0.04932642 -2.02286193 -1.2570202 -1.96680884 0.51528531 3.13312869 -1.48227267 0.97670976 0.3206515 0.10987586 -0.55591714 -0.42085553 1.36464003] Distance 10.895116764671176 Each least square approximations [-1.01318403 -5.8937437 1.92224925 0.1215783 -0.44323452 -3.74658511 -0.44602958 1.96901461 -0.91059818 -1.1881979 -0.82031402 0.36305629 0.77992414 -1.42182224 0.42506205 0.23451272 1.45494039 1.25869737 -0.47143681 0.0681435 ] Distance 11.80415659454199 Each least square approximations [-5.20145947 2.66648116 -4.89632477 1.01981915 0.64840176 2.85085909 1.43517429 3.01016286 2.57539298 -1.93854464 3.58672831 1.48120526 0.66683443 -2.35066014 1.73180976 -1.61202681 -0.64179747 0.48436879 -1.62598471 1.67279384] Distance 9.21984487580651 Each least square approximations [ 4.39946685 5.31006387 -3.08159337 1.76509472 -1.42812278 1.06364549 0.92447964 1.33707166 -3.61521473 -2.32439264 2.8778197 1.05601768 -0.02305178 1.88682234 -1.70151652 -0.89389233 0.51154935 1.25417048 0.37612077 -0.10550692] Distance 10.191688835711394 Each least square approximations [ 1.31495802 -3.41817698 -4.12096379 -2.78462105 -0.09804458 0.38184264 -5.02771949 1.44028772 0.67312247 -0.29302923 2.23658069 0.78645262 0.58773804 -2.40202172 -0.82373338 3.51933351 3.44947441 -1.59711335 -0.77133304 1.40918303] Distance 9.946480761978096 Each least square approximations [ 2.29236379 7.20923453 -3.48654316 -1.17793207 0.16951517 -1.72046764 -2.30928963 -2.40943669 1.51398154 -1.20634516 -0.23952472 0.97842305 2.00836758 0.95453439 0.54902761 0.66328744 -0.0914405 -2.17306324 0.65349517 -1.13630718] Distance 10.254946374606725 Each least square approximations [-1.1540735 4.71341572 0.76493546 -1.02772011 -2.47576922 -2.90843835 1.76560635 -0.03164699 1.28800632 1.03164419 -0.33533079 -3.13247807 -0.6170881 -1.49007231 -0.10749499 -0.25856101 2.82319476 -2.20395737 0.82134983 0.90008307] Distance 11.594082886519644 Each least square approximations [-9.90644645 -7.01518443 3.37180095 -1.27260485 -2.02733531 0.20716014 -2.46843987 -0.27344299 2.13096568 -1.80381944 -0.56045568 1.33640994 1.00748197 0.51731757 -0.04620899 -1.0469269 0.07900738 0.33575532 0.41952879 -1.53243403] Distance 4.132503700058596 Each least square approximations [-1.54146659 1.2750457 0.68176615 -0.59834966 -2.25267216 0.37973301 -0.41013805 -0.42338982 -3.0487349 -2.26220913 -2.72857696 -0.36215968 0.60225357 -1.5795327 0.9483944 -0.84384352 -0.07666906 0.44064778 1.13127306 -0.9221791 ] Distance 12.785839972068334 Each least square approximations [ 1.03480346 3.28477519 3.15616304 -1.60683543 2.29775288 -4.80115209 1.7444205 -0.27818292 2.96640642 2.1841694 3.57998398 -1.15781953 -1.58356995 2.13605765 0.42528298 0.19736558 2.41971623 -1.53276862 3.92719026 1.75490752] Distance 9.223747013958688 Each least square approximations [-2.17140698 1.95218872 1.92142842 0.76142032 -2.92000698 -1.81440772 3.20599763 1.94224925 0.69791754 -2.0924599 -0.61683977 -1.25588283 1.03999131 -1.93988669 -0.90636996 -0.17739388 0.28231896 -1.15389201 0.88309817 0.258145 ] Distance 12.21519922491287 Each least square approximations [ 0.3904115 -2.50648758 0.8271192 1.50733931 -0.39707634 -2.6947069 -0.69006152 1.02133216 -1.24574727 -2.0959409 -1.76140169 0.52975337 1.008651 0.05337651 2.28057789 0.57568032 0.33078847 0.45497248 -0.82400585 0.5696817 ] Distance 12.927741394019902 Each least square approximations [-3.03686288 1.23257717 -4.82093279 1.65472556 -0.16617656 4.59774776 -0.43550247 4.51186837 1.48204327 -0.71416939 0.91179228 1.21980543 1.18792908 -1.13743466 -0.13761304 -2.30971777 0.82144487 0.47930999 -1.71529334 2.71853526] Distance 9.995010041122322 Each least square approximations [ 2.47247277e+00 6.82797461e+00 -2.43811665e+00 -5.02530110e-01 -1.38577734e-01 -1.08250396e+00 2.04122435e+00 1.64215794e+00 -2.69558371e+00 -9.12012331e-01 1.49736858e+00 1.47447632e+00 7.05745943e-04 5.46581204e-01 -3.25805043e+00 8.40395717e-02 1.47653875e+00 1.83118663e+00 1.27700155e-01 -1.44139743e+00] Distance 10.22784770914967 Each least square approximations [ 0.64751851 -1.419769 -3.94892967 -1.55439907 0.77809209 -0.14685986 -3.73477832 2.36949567 0.16967984 0.8308616 1.64729616 -1.04848215 2.21913781 -1.29217596 -0.85798313 3.6036014 2.93840308 -0.9952807 -0.37638236 2.15107727] Distance 11.080585419118403 Each least square approximations [ 0.90915699 5.12548968 -0.43799947 -1.33544854 1.69129929 -1.13924594 -1.35537529 -3.59990681 3.03845088 -1.98144378 -0.99353346 0.5069846 0.06419326 -0.82803373 0.01829583 0.97229185 0.94770496 -0.97664626 0.14747649 -1.48171926] Distance 11.598375701052152 Each least square approximations [-0.22868553 1.80379095 0.38066131 -1.47784182 -1.67367653 -2.31425916 1.32965856 -1.11188027 0.29080967 1.31658956 -0.39770107 -2.63591427 1.19281173 -2.3623014 0.92010619 0.27990605 2.39897637 -1.29227852 1.03842288 0.04476002] Distance 12.668967023562548 Each least square approximations [-9.51490985 1.7357143 7.72780403 -0.57435402 -2.4273759 -0.10589947 -2.97917097 2.27897453 -2.38584162 0.41205406 -0.73746197 0.29638127 -0.35869016 0.68923926 0.36107378 -0.19792031 -1.10594817 0.70961651 -0.40094246 -1.33173278] Distance 5.219346197666255 Each least square approximations [ 0.2384839 -3.19765995 1.83798007 -0.82930047 -3.07797026 -0.91646151 -1.87874997 0.59574334 1.99528797 -2.08025276 -2.73265134 0.36031604 -0.2494529 -0.8954599 1.10277784 -1.12086341 0.90133876 -0.27028637 1.17618186 -0.52307351] Distance 12.704567308386014 Each least square approximations [ 3.48559194 3.33481814 5.50302563 -1.69072283 1.04340144 -4.22705319 2.37313271 -0.43861254 1.80478981 3.86084543 4.32759213 -0.71467788 -0.01341181 -2.85595967 -0.29953052 1.18548314 3.08233393 0.60766324 -0.31872783 1.26986944] Distance 8.479735719926584 Each least square approximations [-4.26424099 -1.80421192 4.92472558 -0.88937873 -5.76246176 -1.30204209 3.31689927 -0.60912249 -1.95598101 -1.93892266 -1.66584673 1.33467989 0.82447659 -2.29425624 1.72856653 0.8544336 0.14382634 0.14856408 -0.9823408 0.13038087] Distance 9.80572794699156 Each least square approximations [-2.07356009 -3.51645424 0.26108952 -0.23448198 0.43401486 -4.60753872 2.01126209 3.07837765 0.2174248 -1.31346395 1.24261707 2.84401868 -2.18248119 -1.40831645 -0.19938194 -0.61810341 1.16793227 2.96334102 -0.46224797 -0.83380881] Distance 11.418482011661103 Each least square approximations [-4.16450546 1.62897659 -2.42530174 2.58088517 -0.40163947 3.12390695 3.30419323 5.06973312 -0.52081619 -1.21682722 1.69788902 2.33512608 3.73956748 -2.84381612 1.22535493 2.12033627 -0.86804589 -0.26734374 -0.39126826 0.91299838] Distance 9.627523527737198 Each least square approximations [ 4.65036777 2.87867212 -1.9116264 2.82070528 -2.59665406 -3.40328353 0.46390243 4.01653848 -3.17873645 -1.81347425 -0.18830892 2.382825 1.2917329 0.68748082 -1.13325739 -1.71760939 -1.67171579 0.10840454 -0.51694727 -1.7431907 ] Distance 10.195422186500817 Each least square approximations [ 1.71038974 -1.24445644 -5.17309847 -0.29468192 0.53330203 -0.20032254 -5.43717054 -0.53067187 1.53843415 -0.89312132 2.93462336 -1.76067003 0.74271695 1.58529223 -1.02179925 3.33132775 2.67440385 -1.75213541 -1.67164561 -0.51500675] Distance 10.33833503739482 Each least square approximations [ 4.34026647e+00 6.64493706e+00 -2.10419884e-01 2.04739821e+00 4.20452905e+00 1.16972281e+00 -2.15475029e+00 -2.57820615e+00 3.29370651e+00 -1.68446051e+00 6.27402627e-01 2.65563338e+00 2.28915153e+00 5.87962355e-03 -3.01711012e-01 9.60549992e-01 -7.34402028e-01 -1.18146438e-01 -1.72691466e+00 -2.26740664e-01] Distance 9.121329548758844 Each least square approximations [-2.67640648 2.50651152 -3.53599333 -1.54485862 -1.00738801 -3.87830722 3.43643692 -0.68441152 1.74889857 3.03497897 0.68076403 -1.91932756 0.95078469 -3.6172806 0.46816905 0.30740995 -0.27865592 -1.24562908 1.0009169 -0.07658488] Distance 11.03229622786659 Each least square approximations [-6.14919994 -0.61396123 -3.95649769 5.76895461 0.27048855 -5.81193617 4.29372597 1.00878 0.03669092 0.01025736 -0.44612925 2.28969276 -0.48559906 1.20722213 -0.14323753 -1.39933108 -0.78536198 -0.14940781 0.42145422 0.13843857] Distance 7.157085563660229 Each least square approximations [ 7.70667834 3.74477787 0.69711422 -1.8255051 0.20907216 4.19714113 -2.53306375 -0.81291014 1.62069847 -0.89084963 0.81583258 -0.39967225 0.47091149 0.83661018 0.37147909 0.54273801 -1.20365342 0.12572667 1.77467072 -0.42054115] Distance 9.44681079784389 Each least square approximations [ 8.76302963 -4.98743602 0.53056068 -1.73475928 3.3178488 -2.7407051 -2.16165203 -0.37939613 -0.01746323 -3.33353508 0.12095751 1.23286364 -1.8031777 0.03847891 -1.21913603 -0.0847662 -0.28612592 0.51443149 1.14686387 1.96401516] Distance 7.099248281854339 Each least square approximations [-5.07092821 -3.62234069 -7.59043462 1.26017898 0.61902702 -0.26460873 2.62009685 0.33090813 1.17214291 -2.77568036 1.71485552 -0.45979334 -1.74023112 -2.44472146 -1.42921107 -0.80235456 -1.68613819 0.51777892 0.64536899 -0.72017536] Distance 8.256531185780828 Each least square approximations [-7.76038908 1.34344312 2.16680432 -2.45233798 -2.72248829 0.76407238 -3.90158262 -2.53207497 -0.32060222 -0.26059094 -1.51005777 -0.07029726 -0.34705916 0.7112862 1.38804304 1.32235241 1.86686389 1.43788738 -1.10850381 1.20639909] Distance 9.178407715973023 Each least square approximations [-5.65662353 -1.7724849 6.39805225 0.30062009 -3.9950871 2.92020838 -1.94369616 0.03799746 4.52739481 1.28730664 -0.67402885 -1.42609884 -0.04364707 -0.02829366 0.83745702 0.29063788 -0.2845286 0.85692004 -0.46090618 0.94452572] Distance 8.35592274493286 Each least square approximations [ 7.24252913 -0.81324228 3.47953478 -4.60594123 3.46558817 -0.74832969 -1.912049 0.82017177 0.36384718 -1.17789527 0.52793423 -0.64249695 -1.67882367 -1.96835449 0.34554156 0.31467438 1.3192249 3.20435322 -1.12818736 -0.31494992] Distance 8.70433086950066 Each least square approximations [ 7.13840569 1.74796215 1.91068963 -4.36959246 5.39040873 1.69527552 0.7627335 1.09484167 0.90164501 1.33466372 -0.1371592 -0.42231984 -0.42325057 -0.06055951 -1.36754378 -0.58413442 -0.14474345 1.11706307 -0.16058814 0.87687425] Distance 9.159054355863868 Each least square approximations [ 6.01578855 -4.34356909 1.30360632 -4.68088323 -0.87643068 -1.51009114 -1.41057793 0.59384056 -1.47531191 1.24985356 2.19957492 1.19429773 -0.4178712 0.12706011 0.44081795 1.69943623 0.452981 0.80442263 -1.15716041 -0.92722715] Distance 10.060813736397948 Each least square approximations [-6.66284105 -2.17234787 5.40473664 2.73683254 -0.12513355 0.33202694 -0.82672809 1.57724071 0.53846684 3.07044674 0.08654824 -1.34920434 1.52413219 0.4414842 -0.19967138 0.76473741 -0.49021145 1.35041678 0.09516129 1.29550112] Distance 9.698155912602598 Each least square approximations [-5.33345968 0.54186264 -5.36661051 1.07367442 -4.86610577 -1.03319088 1.50012421 1.71752444 -0.97228654 -0.27926048 -1.64579272 1.66136876 -2.17127384 1.32428805 3.75049823 1.47836433 -1.86250299 1.29521666 -0.1655776 -1.00064617] Distance 9.275716062122214 Each least square approximations [ 6.73519115 2.80670601 -0.66744932 -1.42468719 -0.75109297 4.14393764 -1.26240393 0.17030267 -0.96231495 -3.89342059 -0.68449304 -1.37643614 0.19893646 -1.30870964 0.82902711 -0.84644229 -0.55684949 1.45081143 -0.50124861 0.68606075] Distance 10.500008516544067 Each least square approximations [ 6.44207359 2.60493331 -1.08427229 -6.0608036 2.91255637 -0.14436013 0.08119414 -0.1525133 2.07915148 -3.15928124 0.53743276 2.28859049 1.16804085 0.35705037 1.65608057 -1.18420124 -2.39624643 0.13380771 1.59408954 0.39342172] Distance 9.02297138680393 Each least square approximations [-7.67903781 -1.54586108 -2.59524769 -0.90277418 3.74764893 -0.63141971 4.29765797 -3.52569508 0.57750436 1.79099409 -0.14418117 -0.16984137 -0.54909872 -1.43329786 -0.30171193 -1.77857234 2.45787389 0.74048012 -0.11287289 0.64106057] Distance 8.92187676315828 Each least square approximations [-7.21226868 0.12739354 0.38118353 -0.58356394 -3.5279676 0.23624364 -1.68348793 -1.30746273 0.05745526 0.58553187 -0.10369565 -2.51683819 0.62110958 1.80966744 -0.94225248 0.17253871 0.65610034 -0.06786948 -2.70399569 -0.25267641] Distance 11.019101377528253 Each least square approximations [-6.47682515 -3.02470498 2.37076859 -0.08384861 -3.24619817 0.85001991 -3.47734517 -0.0122602 0.41578297 0.6094945 -1.77124449 1.86749434 1.39244545 0.23815948 1.34075211 -1.06063091 -0.16673459 0.16369687 0.68224683 0.55469659] Distance 10.819999933471777 Each least square approximations [ 5.58990895 -1.86650685 2.82301089 -2.86407479 5.20131958 -0.89710823 -2.71695486 -0.58780049 1.26540873 1.0596628 1.43961067 0.40382362 -0.11416314 1.40694396 -0.64510884 -0.31202823 -0.18641582 -0.99944786 1.04996746 -1.24764585] Distance 10.602737637885308 Each least square approximations [10.64229164 -4.69660763 2.18141875 0.3090263 3.48162035 -2.9278043 -0.86863596 -0.1827475 0.72793364 2.28509532 3.10136431 1.47908333 1.380285 -0.61624016 -0.7045997 -0.37975763 1.74642299 -0.96920231 -0.56518323 -0.48605212] Distance 4.83581012649446 Each least square approximations [ 6.55746958 -1.71438284 1.5848909 -2.55218918 -1.83783108 -3.09323322 0.33693495 0.29512886 3.27083862 -0.19010975 1.7862669 0.47600349 1.75699201 -2.3354769 3.36858939 1.35459017 2.28518699 -0.13029969 -1.13556228 -0.17541656] Distance 9.97593328807335 Each least square approximations [-8.02809475e+00 7.81606823e-01 4.24439066e+00 -1.69954511e+00 -1.61204323e+00 -2.35796001e+00 -6.98361616e-01 1.09274544e+00 -1.19626590e+00 2.95976811e+00 -2.14919484e+00 -1.06037380e+00 1.42070463e+00 -8.14513248e-01 2.55197978e+00 -2.46920816e+00 5.31646834e-03 1.04932248e+00 -7.50149439e-01 -2.49286638e+00] Distance 8.669272858400404 Each least square approximations [-6.68141181e+00 4.05460191e+00 -2.32961055e+00 1.28056452e+00 -6.09650068e-01 3.63513416e+00 3.22434000e-01 2.12282300e+00 -1.49341018e+00 2.07784954e+00 1.52143073e-01 -4.66522485e-01 3.95266225e-02 -4.59368435e-01 -6.21943120e-01 3.01005499e-03 -2.40627240e+00 1.81162395e-01 -3.10822397e-01 -2.13892804e-01] Distance 10.183207165465681 Each least square approximations [ 5.04403076 -1.36094821 1.43535095 -0.89499518 -1.33689371 2.54764176 -1.61272647 -1.01755198 -1.02321106 2.54787499 -0.01485153 0.26160525 -1.15471396 1.7591907 -0.19263272 -1.82516472 1.84971699 -1.05542873 0.56803 -1.15249419] Distance 11.820973420529656 Each least square approximations [ 6.84974924 0.17266398 -1.77360593 -0.47754906 2.45150911 -0.60087679 -0.49536552 0.63420758 1.40596916 3.90604816 3.20175363 -2.03263853 -0.4653275 -2.62704673 0.95756825 -1.47821844 -0.13702791 -2.43020607 -3.79995161 1.30883486] Distance 9.063104711811594 Each least square approximations [-9.3698745 0.80716486 -1.13030279 -2.89461306 -3.16142875 -2.7633195 -2.30775362 1.27069147 -0.92278028 1.16986509 1.22591638 0.64902356 1.83077209 -1.12570034 0.02989977 0.14481046 -1.55655884 0.63745163 -0.87722393 0.35094046] Distance 8.259230204556498 Each least square approximations [-6.94890215 0.1239678 -1.9473659 -2.21640176 1.45701089 -0.5117054 -1.49889853 1.94521159 1.97989932 1.94308982 2.19438448 2.87292027 0.14178994 -1.80746602 -0.62688781 -0.91209149 1.84542348 0.66740202 0.25595885 -1.29292445] Distance 10.349295079773817 Each least square approximations [-9.7012431 1.72723251 0.74895357 0.06768824 1.34783759 -1.98394433 0.8995623 -0.40644551 1.12523512 -1.7750458 1.09277366 1.29964882 0.23908367 -2.35133415 -0.05149386 0.23019852 0.02251892 -2.28685724 0.04487915 -0.05408038] Distance 8.990449004395002 Each least square approximations [ 7.41183377 -2.42998052 -0.5533471 1.58160398 0.32150358 3.70224091 0.33127362 0.7392921 -3.59038205 -0.56162085 1.59292478 0.545079 1.4145346 -0.16059372 3.4412254 -1.13848178 0.50539023 -2.39452906 -0.18218018 1.74196473] Distance 9.220558530157657 Each least square approximations [ 5.97907686 3.34113477 -2.63148536 -2.01437932 -0.11583386 0.05595668 -0.14100959 -0.24650359 1.76554416 -1.03453864 1.67904033 1.29045343 -0.49976928 0.38228908 -1.62808458 2.49398994 0.34252476 -0.05055565 1.48846095 -0.63977114] Distance 11.167804941868429 Each least square approximations [ 9.06916838 3.44763889 -4.8421423 -0.47532644 2.50574129 0.30369012 0.53916881 0.24739385 -0.47991789 3.33615355 2.78948112 -0.67445436 0.86508685 -0.69839849 -0.27251437 2.10477615 -2.78838629 -0.65150274 -0.75272361 -0.90459713] Distance 6.62893116184489 Each least square approximations [-7.30622774 -0.22853867 -0.491086 1.41775198 0.26949235 -0.83900381 2.06374197 -1.16957876 1.5123868 0.10613655 -1.17808789 -1.72208973 -1.78800272 -0.76396343 -2.75640165 -2.45161325 1.8757212 0.4195434 -1.47156135 -0.38215675] Distance 10.548013676704855 Each least square approximations [-6.17667479 1.30041088 -5.75323104 0.50602351 -5.5025101 -0.72531733 1.52004842 1.71758405 -1.64834311 -0.55567832 -1.42719808 1.50054242 -2.27461266 -0.55442002 2.60074612 2.29241575 -0.78281528 0.07994102 -0.01925102 -1.43958927] Distance 8.899227436483455 Each least square approximations [ 6.99112272 3.12185063 -0.37231361 -1.12074229 -1.97931776 3.98871661 -1.37928769 -1.11207258 -0.52747859 -5.11447048 -0.89579773 -0.67077963 1.50991419 -1.1619876 0.88793817 0.12634239 -0.37082942 1.22505982 -0.92154341 0.9499423 ] Distance 9.872657649712886 Each least square approximations [ 6.33964125 2.49186415 -1.52724403 -6.95130229 4.41774253 -0.84248817 0.2223145 0.56699651 1.41887628 -2.56554863 1.10378408 2.04931546 0.44623696 0.82214879 1.48109894 -0.50318302 -3.18544475 0.14090739 0.8355547 0.89506727] Distance 8.325458097587742 Each least square approximations [-8.73730086 -1.60852732 -2.57875996 -0.73837572 4.68450533 -1.79072677 4.41416018 -4.06779884 -0.14697568 2.17899088 -0.10905885 0.23679688 -0.34202885 -0.61970367 -0.29398481 -0.9417283 2.29484919 0.86085921 -0.20718825 0.93163724] Distance 7.445070803221253 Each least square approximations [-8.01444193 -1.27944745 -0.01256369 -1.15874169 -3.36371795 0.15217213 -1.15704103 -1.75321471 -0.58773803 0.59503587 0.41345231 -3.24593533 1.73524091 0.80044216 -0.99877809 0.01298006 0.66530375 -0.32710886 -3.50098276 -0.13237932] Distance 10.204110527612622 Each least square approximations [-7.69810696 -3.38292169 1.90603688 -0.87017415 -4.01012519 0.84015666 -2.716325 -0.13058032 -0.64026846 0.61341951 -0.40610021 1.45796787 2.06908062 -0.29466544 1.14993947 -0.9245915 -0.51302078 -0.04701201 0.81727288 1.28822028] Distance 10.221196849904183 Each least square approximations [ 6.37391134 -1.74067164 3.45141607 -2.62858481 5.13214445 -0.73894275 -1.256868 0.42431522 1.22316801 1.35085949 1.90524329 0.23063357 1.5888439 2.88624556 -0.69915758 -0.40404725 -0.19680716 -1.36302116 1.19618067 -0.6815543 ] Distance 10.126166478876167 Each least square approximations [11.13144503 -5.45087613 2.77882458 -1.65617104 0.81261067 -3.34244458 -2.16521421 0.14632088 0.40473022 1.77069279 2.708728 0.74174376 0.06323085 -0.9308649 -1.65617882 0.80925617 1.09152155 -1.32757689 -0.02051412 -1.65205697] Distance 3.768170956521568 Each least square approximations [ 7.43535289 -1.16676839 0.5373376 -2.88465651 -2.04412895 -3.91015996 1.04702329 0.74481203 3.17447133 -1.20839167 0.98447871 0.27286855 2.21410061 -0.87047035 3.75303005 1.21864549 1.40315055 1.5386924 -0.71998005 -0.04378071] Distance 9.535333069632966 Each least square approximations [-8.83796887 2.43408169 5.18964336 -1.31361731 -0.95885115 -2.6385302 -1.17963874 1.13358445 -0.81051638 2.73838238 -1.04862615 -1.17722915 0.42014885 -1.34495274 3.14463326 -3.05961694 -0.45678057 0.88682621 0.34091517 -1.75987594] Distance 7.52529212920126 Each least square approximations [-5.39757234 2.33611752 -6.71370948 0.06039577 0.59594422 0.94912789 -1.77087604 -0.09500816 -0.94985317 2.65196931 1.45991359 1.84822063 -0.14099383 0.474276 1.39929131 -0.03607729 -1.4603027 -0.78321882 -2.11197737 -0.46952141] Distance 10.142961779849987 Each least square approximations [ 6.11112082 2.25497002 -0.80988081 -0.7458352 0.2901917 4.53581059 -1.61108111 0.66369205 -3.58665248 -0.21048874 -2.01467706 -1.34514287 -0.11928226 -0.61279973 0.34009926 0.55828669 -0.18093578 -1.54974289 -0.68725968 -0.47747682] Distance 10.954339661673046 Each least square approximations [ 7.47154699 2.50434482 -3.42886532 -1.94628188 1.88414937 0.82689113 -1.26010271 -1.11865588 -0.31629701 0.1311366 0.37936754 -0.44803784 -1.06258055 2.31129429 0.94738045 -1.29090269 -1.05617536 1.70789425 -2.43349065 1.45591877] Distance 10.187145903219404 Each least square approximations [-10.32799772 2.18239215 -2.02984637 0.45420883 1.17005399 -1.51181307 0.35806287 2.04376876 1.41755318 3.28263148 -2.09341958 1.20321966 -0.44173752 -0.0582235 -1.16492656 -1.81085488 0.01696564 1.8621596 -0.35461575 1.32396987] Distance 7.5861369768747995 Each least square approximations [-6.53896375 0.79661159 -0.7198747 -2.93483603 -1.04581249 -0.10331383 -3.34234002 -1.50360585 2.52344269 1.51939368 -0.17874272 -0.46305175 2.13443875 -0.51909256 -1.05925297 1.88252103 1.08086397 -1.54614462 1.98903019 -0.9314068 ] Distance 10.77987945586008 Each least square approximations [-8.71117842 0.81397126 -0.2762055 -3.48981557 -1.63209517 0.16691189 -0.98904088 -3.83457761 0.8010425 -0.26124407 -1.45998212 0.78538506 0.69681948 -0.58344711 1.07791951 -1.40008955 0.30813668 -1.9342128 3.10535088 -0.00877906] Distance 9.055437806682495 Each least square approximations [ 5.82020908 -0.17907654 1.65753161 -1.62606983 4.52246417 4.21540945 1.10345466 -0.91457509 0.97035329 1.08436418 1.16783521 -0.2475218 -0.18317966 1.40864097 2.49959842 -1.63411615 0.28733959 -0.02911361 1.86421845 3.1874514 ] Distance 10.113889269924389 Each least square approximations [ 8.9357335 1.19912931 0.57078193 -1.33188633 -0.78124404 0.1327477 0.66654506 0.3595302 0.71138653 -1.7863327 2.57844845 1.3393857 1.12259754 -0.07003391 -2.39388158 2.29051944 -0.55439323 0.45505512 -0.5570723 0.71469652] Distance 9.987950306469923 Each least square approximations [ 6.70235476 -0.01196247 -2.88832697 -4.72889594 -0.10866158 -1.36614277 1.35310895 -1.40258805 -0.12189128 0.36481357 2.32824103 -3.00797436 -0.44347282 -0.80573988 0.35649863 0.97355574 -1.43959291 -2.42567742 -0.75796993 0.81817045] Distance 10.149991981965206 Each least square approximations [-7.89125020e+00 1.64023595e-03 3.15164336e+00 2.78579415e-01 7.68841315e-01 -7.13769189e-01 -2.56035779e-01 1.92983966e-01 1.45814063e+00 5.19439199e-01 -1.50034709e+00 -6.20648462e-01 2.24475772e-01 1.24451265e+00 -4.00676013e+00 -1.34267828e+00 4.88940807e-01 -3.49700680e-01 -4.54219832e-01 -2.30376992e+00] Distance 10.306007886182828 Each least square approximations [-5.581166 3.57251205 -7.02813747 1.93304103 -3.20906642 -2.07332105 0.57985126 -0.08631153 -2.28985977 0.74423823 -0.36851904 1.35654769 -2.03709655 0.40635073 1.5229665 4.00421333 -1.30961756 0.19641841 -0.83884523 -2.25388907] Distance 8.346909170915527 Each least square approximations [ 8.59404616 2.92563379 -1.27825258 -1.31627624 -2.06672846 4.97933908 -1.10076772 -1.41291707 0.153234 -3.82396935 -0.18313426 -0.7348537 1.96929224 -0.3209554 0.08848193 0.31136054 0.35977777 1.24959602 -0.6103394 0.81329173] Distance 8.91888351836991 Each least square approximations [ 8.6650637 2.01532688 -1.31042171 -5.76914563 3.83973367 1.83797216 -1.10506358 -1.21995368 0.38729476 -2.0437295 -0.14644283 1.63216707 0.03549232 -0.54668412 0.75247777 -0.93938299 -3.68700353 -0.53755275 -1.18138117 1.80605654] Distance 7.573372367052437 Each least square approximations [-9.66832002 -1.58510728 -3.28706315 -1.8372488 4.46705138 -2.81169623 3.31852491 -2.55551726 1.10814746 1.65663469 0.80160867 2.04851504 -1.40302621 -1.21004323 -1.03423332 0.12299183 -0.50889825 0.460277 -0.47963618 0.3230987 ] Distance 7.06589495021175 Each least square approximations [-10.47395298 -0.96708794 -2.42781841 -1.37356466 -2.77321799 -0.24324252 -0.84496301 -3.46022433 1.61480806 0.76251837 1.39777505 -1.74322768 1.69519621 1.9826812 -0.1345981 1.28287652 0.26395208 -1.24002644 -1.74560853 1.04532172] Distance 7.640636627602317 Each least square approximations [-9.02386549 -4.09501453 2.44253296 -1.9094942 -4.47838948 0.7243921 -3.06383315 -0.80920038 -1.11982285 0.6978676 0.7955735 0.43247877 2.16757471 0.89441732 1.15124217 0.27836172 -0.40595195 -0.97300744 0.66440544 1.00519919] Distance 8.317096666602652 Each least square approximations [ 7.77431105 -1.97407453 4.23553379 -3.07151034 4.88857717 -0.13427274 -2.05330122 0.06292323 1.17882398 1.89487623 1.76175198 -0.28897586 1.53047354 2.83233534 0.11668653 0.04329682 0.68056022 -0.92493242 2.08678479 -0.80200745] Distance 8.655791533828355 Each least square approximations [13.37645042 -2.60122336 2.02342823 -1.30978398 -3.18740191 1.4568992 0.49248406 -0.14696304 1.30539463 -0.40074191 0.94583087 -0.82185343 -1.15360542 0.82992991 -1.67891438 0.04800601 0.05404877 -0.26890181 0.28466167 -0.70598141] Distance 2.5791292031240407 Each least square approximations [ 9.3757176 -1.16862722 0.27567271 -3.21926133 -3.34182432 -1.90951482 1.58255116 1.75125062 2.74024134 0.67315961 0.62530415 -0.92198884 1.3811993 0.90008913 2.13659424 2.24360818 0.85058645 2.22684485 -0.40833128 1.15268272] Distance 8.416731226491814 Each least square approximations [-11.50835091 3.02913095 4.46174526 -1.3889101 1.66687012 -0.85021957 0.21354398 1.57502778 -1.28769628 2.30965255 -0.46908561 1.77381811 -0.67176252 0.35056489 -0.11698784 -0.5770598 -1.65788726 0.0255352 -0.26339005 -1.28200463] Distance 5.865998493306868 Each least square approximations [-6.47589387 2.63638196 -6.37372037 0.82835251 1.89819432 1.30091349 -3.0183436 2.46729586 -1.87272985 2.29169699 -0.47644567 0.70378911 0.47985797 0.75311502 -1.15107295 -2.20219682 -1.05776375 1.59951744 -0.01330225 -0.78021949] Distance 8.944848013290335 Each least square approximations [ 7.78765977 -0.43804118 1.53039977 -0.32894548 -0.3410971 1.79383276 -2.87722552 -1.18574432 -3.04041891 0.85530507 -2.63449026 0.43478779 -0.20331054 -0.2012296 0.23413756 -0.68532754 1.01750979 -2.2494794 -0.61185432 1.10355957] Distance 10.475392881643684 Each least square approximations [ 8.90221727e+00 1.17707725e+00 -6.59764410e+00 -1.65865071e+00 -5.91347772e-02 -2.76189679e+00 4.29924398e-01 5.89337083e-01 -1.18126046e+00 3.22745772e+00 1.65020949e+00 -3.99831763e+00 2.12944692e-01 -4.79155801e-01 -3.66231982e-03 8.90875729e-02 3.81830118e-01 -2.74845443e-01 -1.64894407e+00 9.80375483e-01] Distance 6.4542151734264674 Each least square approximations [-9.71441534 0.02293495 -2.3812336 2.3208405 0.311336 1.38762945 -2.35264741 3.25305695 -0.17226026 0.79529051 1.05268621 -1.15340386 -2.03916968 -1.38245267 1.62539908 3.52124415 -1.10696296 0.79544665 -1.21863273 1.21729771] Distance 7.670642450790689 Each least square approximations [-6.12142764 4.68340951 1.09594073 -3.26270525 -0.54717212 1.03800675 -0.55308052 0.1948561 1.24284166 3.65510791 0.79375026 0.95707273 -0.13181435 -1.07676838 0.46164096 -0.57167587 1.45737362 0.29087112 0.06650866 -0.43973541] Distance 10.857936306310782 Each least square approximations [-8.65430776 0.42091842 1.98859739 -3.6784927 0.85984753 1.37043335 -3.35124276 -1.31557286 -1.51326246 -2.48808567 -0.97115199 0.37871528 1.41580107 -1.88537595 0.19446933 -0.9549972 1.03700592 -0.96683281 0.15103222 -0.75633934] Distance 9.198994208085121 Each least square approximations [ 7.43440507 -2.14395136 1.02092503 -2.49490576 1.97422149 4.53100559 3.73292957 0.2278378 -1.57043123 -0.13750319 -1.12898268 1.30363997 1.18462161 -0.55590644 1.79219966 -0.36687921 -0.86696827 -0.76563049 2.1559239 -0.14415004] Distance 9.453508440810936 Each least square approximations [ 6.02473409 4.38030893 2.85894832 -2.03206235 2.04691818 -0.31294362 -1.81689011 1.26424561 0.56519024 -2.566583 1.52490069 -2.16413223 0.2911308 -0.34317429 -1.87049527 1.532503 -1.12461693 -0.19204833 -0.40937903 -0.34955198] Distance 10.625918665303445 Each least square approximations [ 9.54649419 0.36453155 -0.25214343 -2.69085593 5.02000388 -2.97816419 -0.30947148 1.33597665 -0.85953028 -0.83063507 0.92065355 -2.27259292 0.18337561 -1.82576787 -2.04603814 -0.10043638 -2.59167164 -2.2739585 -0.0563851 0.46635738] Distance 7.057309238710893 Each least square approximations [-7.04755543 -4.0989288 2.17667541 1.9040193 -0.89983712 -0.12284325 -0.12044476 -3.01206834 2.30400655 2.54746039 0.19871192 0.32662981 0.86683885 -0.34532289 -0.88997313 -0.8108725 -0.10618493 -0.7197797 -2.26475889 -0.16742871] Distance 10.331812841141582 Each least square approximations [-11.46501424 0.11707561 0.76341495 -1.472228 4.92804967 2.58304556 3.39971337 0.85079371 0.56575715 0.38747974 -0.23177664 1.47030349 -0.57911347 0.19002568 2.30612775 1.55979647 -0.70932646 0.56323671 -0.63209846 -0.14723537] Distance 4.164609713650184 Each least square approximations [ 4.32500055 1.55715585 2.31285742 0.21433909 -1.62440374 2.05310884 -1.94569387 -2.48303759 -3.45227856 0.82860582 -1.52138834 -0.8595914 -0.59921132 -0.71409502 0.05950574 -1.88770956 1.65717622 0.1549403 1.62970743 0.20290128] Distance 11.7452875569102 Each least square approximations [ 5.06566075 0.53467771 -1.00044107 -1.20989692 6.1963868 -2.97935352 0.73486104 -0.82244252 0.36883621 2.21546185 2.06075481 1.96563806 -1.76932782 1.01350397 1.04061089 -0.80679213 4.38385833 -1.90275899 0.71552058 -0.03125024] Distance 9.356632857308368 Each least square approximations [-6.83503304 2.72661483 -3.66489669 2.00639313 -5.00582674 0.1367727 2.3091414 -0.5613503 1.51759221 -1.93045552 -1.08293215 0.88243248 2.67200443 -1.17148856 3.21884459 -0.12090268 -2.0164073 -0.65946421 0.14528926 -1.51443845] Distance 8.415853512357877 Each least square approximations [-5.38384273 -1.77031647 2.13924721 -3.4072844 0.04505257 -3.22802344 -2.87531431 1.59331008 0.43063256 -1.69081669 -1.18581794 -1.90563563 1.20953601 -2.28231452 -0.85629178 1.76876843 -0.46839358 0.69796724 1.0062789 0.93850149] Distance 10.77472295434451 Each least square approximations [-8.0006455 6.05134694 1.62295285 -0.12215861 1.10163916 3.68670938 -0.29058549 2.00890812 2.39978579 -1.53303338 2.1292896 -0.20439329 0.01865825 0.16543299 0.70383544 -0.18991517 -1.43937872 1.69968944 -1.23331624 1.41899131] Distance 7.931030547656717 Each least square approximations [ 8.11117504 3.27576299 -3.39290101 -1.1123373 -0.0878703 4.22794619 -1.61250118 2.53384462 -1.15660855 0.54212649 1.76526155 1.34102635 -0.89038978 0.31251171 -1.41812399 0.88786012 0.33573302 1.29539527 -0.14744911 1.18681358] Distance 8.787067853073147 Each least square approximations [ 4.39694764 1.65773469 -1.43843237 -3.90449985 1.91062066 1.81026605 -2.72271457 -3.22647245 -0.46891679 0.63955832 2.08827007 0.17054465 0.72671742 -1.54856216 -1.23946417 2.70916848 1.90934291 -2.01447535 0.47727381 1.50236007] Distance 10.755856452494518 Each least square approximations [ 5.32097263 1.19584827 -3.32640872 -3.07674931 1.14915543 -1.40151548 -3.1533896 -3.01948992 0.40938051 1.01862424 -0.38643596 0.07118375 1.3835631 0.10196241 1.41056498 1.82486827 -1.83535492 -3.19818078 -0.25315769 -0.56815761] Distance 10.565802397653208 Each least square approximations [-4.71265225 -0.21851044 1.27924169 2.87560095 -0.31250832 -1.69479127 2.01406139 -0.39775142 0.7815018 3.5317863 -1.45940664 -2.70427159 -0.85223498 -0.74031882 -1.97971058 0.3684216 2.78649738 -3.65932633 0.60072799 0.850392 ] Distance 10.835189939785403 Each least square approximations [-6.36959307 2.72124176 -6.41950116 4.85099469 1.84573074 -5.29952298 3.85644335 2.38484149 -1.01874146 -1.40522394 0.29137602 1.74765246 -1.40950422 -0.64196158 -0.39068214 0.52860694 -2.29906823 1.67957869 0.08229752 0.93200527] Distance 5.930151403869062 Each least square approximations [10.5028472 3.80335224 1.46331629 -2.07746141 -0.29194157 4.62332317 -3.30505608 -1.08126545 1.43469499 -0.09534295 1.09875072 -0.63390478 0.4716693 0.35083821 -0.16795557 0.08696153 -0.92638726 0.14808084 0.95035182 0.05357583] Distance 6.875488046522478 Each least square approximations [10.59176545 -6.08452051 -2.10424607 -3.3887146 2.79451271 -1.40368049 -0.93044763 -1.59529885 -0.73489648 -3.03647424 -0.86470504 1.75597473 -0.10688093 0.11678627 -0.60646565 0.15098676 0.66618364 0.40792699 -0.46827535 1.27222081] Distance 4.810208186329831 Each least square approximations [-7.53354804 -4.38401776 -7.5151854 2.53562853 1.72633587 1.01141713 1.36545297 -0.69974166 -0.10564956 -2.46290523 1.35410797 0.17156933 -1.16218006 -3.19977658 -0.84335493 -1.75222871 -2.81834518 0.91702961 -0.31570537 -0.835044 ] Distance 6.306433537597002 Each least square approximations [-10.31934227 1.85308895 3.13829478 -4.14210993 -3.25810562 0.51847411 -3.88407981 -1.8591286 0.48998033 0.25011591 -1.67774471 -0.31920845 -0.93684468 0.48138994 1.73642589 0.90961676 1.87924727 0.94545255 -0.70888511 1.04774005] Distance 6.111411127645311 Each least square approximations [-8.42967687 -1.55255296 7.18220047 -1.09979941 -4.04972608 2.59679912 -1.85154437 -2.09310652 2.78420836 0.82566425 -0.89763903 -1.20585391 0.39843183 0.17811904 1.08789078 1.10722523 -0.0991097 1.59213123 -0.01051848 0.50480281] Distance 6.677748178211035 Each least square approximations [10.2543308 -1.77336859 3.12656855 -4.80883459 4.04567406 0.44027666 -1.47794881 1.10066746 0.80349763 -0.28309305 -0.0343661 -1.05379462 -1.09938222 -2.10575905 0.61900352 -0.37846425 -0.01227759 2.84290947 -0.95549468 0.15212141] Distance 6.302619040492984 Each least square approximations [ 8.78898924 2.87762208 4.93869964 -4.90402256 4.60743637 2.6419082 1.39046611 -0.32085808 0.68719694 -0.27658317 1.24085256 -0.4687641 -0.10434486 -0.09352274 -1.02271558 0.06524532 0.04739666 0.2174951 0.12859294 0.37308589] Distance 7.078603190789804 Each least square approximations [ 8.09479618 -5.21028882 1.12333182 -6.44120699 0.08104669 -2.63975423 -1.3494743 1.22515821 -0.62367618 1.62919641 2.32493772 0.61042389 -0.14521353 1.26349144 0.7122862 1.77124935 -0.52227567 0.50121632 -0.7891967 0.61665216] Distance 7.521328331289902 Each least square approximations [-8.69071173 -2.96259334 6.44062923 3.63085067 0.18540722 1.12814459 -1.29519761 1.92435836 0.74902544 3.96070438 -0.12066001 -0.40269215 0.27709457 1.5110923 -0.64902804 0.81438179 -0.89228056 0.54347573 -0.74951399 0.9712982 ] Distance 7.0553083199745545 Each least square approximations [-7.0593832 4.54163531 -5.91691906 3.59735413 0.0203505 -1.82375962 1.50117741 -0.5036286 -1.87685383 -1.02019552 -0.16766351 0.3421661 -0.45646245 2.45610938 2.18387153 1.55630008 -2.3649007 1.39793987 -1.16345488 -1.72890948] Distance 7.9162854737423585 Each least square approximations [ 9.54765536 1.43693912 -0.86077789 -0.97144623 -1.69991301 6.31604275 -2.18610115 0.737548 0.36304409 -0.28989003 -0.37975086 -1.22388387 1.22387052 0.39880981 -0.31582188 -1.19655176 0.51679741 1.96595113 1.60984195 -0.32159934] Distance 7.877711468872878 Each least square approximations [ 9.54730594 -0.48113106 -1.76898364 -2.69613314 4.35219614 2.2746916 -2.13344086 -2.77028563 -0.52900867 0.17189276 -0.27023675 1.12859962 -0.46913286 -1.16227721 0.84023641 -1.31810087 -0.22697152 -1.96574846 -0.02204067 0.90179551] Distance 8.271711861060895 Each least square approximations [-9.62127809 -3.02481864 -4.33622734 -0.71657733 1.02131069 0.8319458 1.84158388 -0.20288153 1.99499253 -0.13313513 0.94008079 3.55800505 0.7460941 -0.78484132 0.2072668 -1.43576706 -0.30964352 0.59756836 0.48450475 -0.26690739] Distance 8.316519138534426 Each least square approximations [-11.65250598 2.44208249 -3.9772477 -3.4203505 -0.74088986 -1.03292978 -1.70663191 -0.57576728 2.12835102 -1.61077843 -0.35524025 -1.08174748 0.27863973 1.17018026 0.66230956 -0.37048957 -0.14708367 0.33804852 0.07430958 -0.52046822] Distance 5.653850659390731 Each least square approximations [-10.4569906 -2.48531373 4.19203165 -1.49784489 -1.56503222 1.29981366 -1.20491219 0.0438707 0.09194919 2.65470369 -1.11633456 0.67287941 0.09845386 0.83129849 1.8109743 1.02406081 0.55833527 0.08440116 0.40314128 -0.10747963] Distance 7.856998713580678 Each least square approximations [ 9.40149115 -1.83295259 2.71415896 -1.73377613 4.46808048 1.11538462 -2.703055 0.78897659 1.30704483 1.9930588 2.13078548 -2.08360017 -0.01965235 0.92166716 -1.12238022 0.20891644 1.39821003 -0.88374093 1.84739357 -0.81158938] Distance 7.8843987342917625 Each least square approximations [12.50468548 3.46103598 -0.49714951 -3.24075163 0.32161602 0.19701057 0.81044304 -2.74771234 -0.04421892 0.38427862 -0.53853565 -0.42546977 1.59971839 1.42771588 0.5877955 0.35860767 2.01528026 -0.11245549 -0.94763862 0.35793708] Distance 4.325167340352861 Each least square approximations [10.32511254 -2.77301702 -0.31096581 -3.35419117 -1.25519303 0.09887926 -0.17161989 -1.187778 1.38440797 2.5194916 -0.60812498 0.91275736 0.32055738 -1.07420103 2.27406513 2.80664022 -0.56354014 -0.40094973 -0.87777253 1.89553602] Distance 7.723928180388384 Each least square approximations [-12.55589475 -0.45062709 0.61028224 2.4174649 1.98972196 -0.27550202 -0.19617998 1.05909083 -2.41780672 1.87464441 -2.44540357 -0.87727158 -0.06824576 0.0571823 -0.37403205 0.45605232 -0.52118948 -0.11398889 0.40584335 0.34497151] Distance 5.535789855171519 Each least square approximations [-7.38792741 4.41478305 -4.32009126 0.43974566 -4.74158158 -2.69241022 -0.87321592 -2.17177083 -3.36419497 2.0334062 -0.61017527 0.90853993 -0.87481729 1.18235004 -0.06358126 1.34481487 -1.13899852 0.94379483 1.15690867 -0.48980755] Distance 7.508225822406989 Each least square approximations [ 6.76461535 1.30677256 -0.42045886 -2.05586603 -2.47193343 2.93021711 -1.73517499 -1.53653812 0.85243312 -3.48125328 -1.17373976 -0.13964956 1.51985886 0.34536294 0.18303243 0.44853179 -0.17422393 0.89083921 -1.48018842 0.90952941] Distance 10.780382470908101 Each least square approximations [ 9.78192969 3.43177736 1.31996545 -4.46301091 3.45347808 1.72820647 -2.09052249 1.81223552 0.38759069 0.94173769 1.77852985 -2.90498637 -0.72082242 -0.83496488 0.8798834 1.53305167 -2.2251082 -1.06498635 -1.12632294 -1.55358695] Distance 5.5195525850871165 Each least square approximations [-8.91254861 -3.16631913 -2.58250221 -2.19796732 0.83114358 -1.92747772 1.07700275 0.66600591 0.7830424 0.6272452 -0.61122825 2.11580814 -2.86682551 -1.26324107 0.63074566 0.76205063 0.54644628 -1.65920368 -2.02844828 4.03585372] Distance 7.863334212326977 Each least square approximations [-9.27746044 -0.4990228 -1.21321472 -0.36348546 1.44178009 -1.36834316 0.10884592 -2.73402328 1.5667077 3.13722441 -0.102224 0.89186091 0.29050858 2.03442568 -0.04405581 -1.50380444 -0.06614821 2.23273459 -1.94445861 0.95692685] Distance 8.959219098115375 Each least square approximations [-8.25575119 -4.72195398 0.88854478 -0.99798827 -2.72021329 1.0071781 -2.39935067 0.19799056 -0.53312425 0.58831196 1.64417899 2.0665569 2.62107461 -1.2819861 -0.04785293 0.18423029 -1.31322519 -0.99817843 0.66351891 -1.46528016] Distance 8.99961121489212 Each least square approximations [ 8.18036035 -0.34838533 5.61744574 -0.56391666 1.39388141 0.23441215 -0.96603896 -0.32611536 -0.43303663 -1.51829625 0.99069619 0.19806914 4.41964951 2.81523534 0.99072357 -1.2938198 0.17384288 -1.5787918 1.19273339 -2.62066485] Distance 7.906528842746697 Each least square approximations [10.29913099 0.64397838 -0.96392641 -1.76849058 -0.45090975 0.30912056 -4.11000483 1.87974521 2.66766081 -0.22237923 0.66121627 -1.51797836 -0.31485914 1.08230873 1.76535165 -0.56308875 -1.41249186 -0.55358582 0.89152023 -2.79527773] Distance 7.219124838782339 Each least square approximations [10.53479056 2.17613113 0.52833938 -2.10339508 -1.54550196 0.3022391 2.0450328 0.94067041 0.12012074 -2.8659423 -0.10377272 1.00189653 1.65658449 -0.55075108 -0.04663221 3.30035233 1.50575581 0.84213493 -2.36847536 0.29236272] Distance 7.005785754095767 Each least square approximations [-10.02767213 1.38117872 2.15378888 -0.95261348 -0.59625932 -0.35333259 4.3728342 1.42965343 0.35737989 1.02652236 -1.18212119 -0.25716651 2.15358472 -0.73573229 2.4903759 0.79254172 -1.50089309 0.22256791 0.51718203 1.23703019] Distance 7.777964976889324 Each least square approximations [-7.26798721 3.87650089 -3.59803925 2.15638005 -1.16921148 -3.58933035 -2.05479224 -2.31665669 -2.41691924 1.88748061 1.01032196 -1.54511008 -0.87861031 2.63704183 -0.57500476 1.18951928 0.72490587 2.1699695 0.26963311 0.58378142] Distance 7.773699356252828 Each least square approximations [ 6.84312978 -0.08473758 -1.87476424 -1.45101651 -1.69916473 3.80338754 -2.52019924 -0.63942914 0.23209437 -1.57675933 -2.48166932 0.29560784 0.94165343 -0.92980595 0.9086446 0.24408068 -0.35432377 1.07334199 0.02946814 1.10303894] Distance 10.35187627730724 Each least square approximations [10.75810651 2.54235492 1.65144561 -1.71626499 0.9666468 0.4091141 -2.6405974 -1.11627491 -3.57580404 1.00444469 1.861408 -2.8178933 -1.47643069 -0.33793888 0.5246518 -0.35351481 -0.09579667 -0.54562178 0.36608208 -2.38179619] Distance 5.142511165925936 Each least square approximations [-8.2533495 -3.45188395 -2.75917397 -0.65883159 -0.82272567 0.92398053 0.67034866 1.56774418 1.69513794 0.74947456 -0.96381877 1.04814237 -4.04990054 -1.44887815 -0.26771405 1.58130053 -0.37457783 0.34124456 -0.88015027 3.11783744] Distance 8.236605429726247 Each least square approximations [-8.50366558 1.64847406 -0.95800796 -2.35409693 1.50801881 -2.52086998 -0.10639872 -2.17088295 -0.32492316 1.7760351 -0.28904693 0.42651448 0.13964197 2.69572465 1.18093353 0.55497175 0.03404765 2.11365575 1.01585741 0.42712077] Distance 9.198276689784809 Each least square approximations [-8.12080833 -2.67085261 1.62080728 -0.63215648 -1.46499702 1.63868432 -1.82713325 0.69072837 -0.3172433 1.77132843 0.79964471 1.41299085 2.70937986 -1.24733669 -0.12272876 -0.09937008 0.56278339 -1.00120704 2.52052867 -1.83757272] Distance 9.329994423672458 Each least square approximations [ 8.44647493e+00 1.42788870e+00 3.86487906e+00 -9.77196164e-01 1.94305815e+00 -2.09430042e-01 -1.51780596e-01 1.08596328e-03 -3.60100604e-01 -1.95192546e+00 -8.42249042e-01 -8.20679799e-01 3.73485866e+00 8.95551259e-01 1.15876220e+00 -9.43365911e-01 1.83740553e+00 -1.47306439e+00 1.94870064e+00 -2.37930799e+00] Distance 8.198824985088855 Each least square approximations [ 8.89257098 2.80975319 -0.75412056 -2.2721012 0.7738873 -0.39008391 -2.83446574 -0.41952451 1.39353434 -1.23960241 -0.24779305 -1.86033629 0.95867901 0.32812019 0.89059136 -0.73329425 -1.26852374 0.69294035 0.22487092 -2.10625616] Distance 8.946983949145558 Each least square approximations [ 9.18913395 0.47800799 -0.09770036 -3.11154875 0.75118573 2.10179681 0.41993246 0.23825808 -0.07216884 -2.45798053 0.02622354 1.22991922 -0.34246983 -1.48026515 -0.59982423 1.41388392 0.20817373 0.67365515 -0.72923841 1.98501775] Distance 8.993127710325714 Each least square approximations [-9.26317973 -1.29138146 0.68188194 1.17663296 -0.38624521 -0.70785194 3.06510663 0.84371106 0.29741965 0.64730417 0.18974324 0.46755501 2.73991088 -0.11842799 0.52045694 3.04235425 -2.12737836 1.0640701 0.80397899 -0.13318613] Distance 8.56944564936669 Each least square approximations [-10.9865368 -2.96757105 4.43631438 -1.41639906 -1.88218876 1.12422896 -0.17746075 1.68368172 -1.29142453 0.14361614 0.64991088 -0.88154235 0.89759258 -2.13410467 1.28614487 -0.72358 0.26519989 0.69342574 -0.32484695 -0.1372693 ] Distance 5.599069433775932 Each least square approximations [ 1.75932224 -0.5636333 -0.32066008 -0.37513104 -2.30798853 -0.59652502 -0.3515839 -0.51937769 -2.0299684 -1.11612761 -2.49179061 -0.779621 -0.52450429 -0.65854244 0.42757326 -1.6884465 0.46242547 0.50728312 0.95572093 -2.26580587] Distance 13.005555216567256 Each least square approximations [ 2.95227015 2.33829215 2.48899209 -0.73337823 2.85766533 -4.46960769 0.08585121 -0.13886996 3.21645953 3.70230132 4.21524448 0.27700069 0.82734202 0.3971358 1.40495438 0.1071496 2.76879173 -0.15761494 2.0802776 1.25147006] Distance 9.6914605260236 Each least square approximations [-5.40048509 0.15176025 1.12883721 -0.53365454 -5.29478982 -1.79275479 2.37402166 -0.13181313 -1.67329652 -0.5404268 -2.40204743 -0.28817976 2.48181556 -0.60132399 -0.85431321 -0.15721473 -1.2583966 -1.19511549 1.74499221 -0.11053206] Distance 10.55377728673481 Each least square approximations [-2.6949773 -2.49734174 1.64216679 0.47668367 -1.11764526 -4.79214188 0.12869329 2.58271563 -1.87638046 -1.70090997 -0.67910919 2.01867796 1.38432651 -2.88549328 0.56568688 1.14807643 0.47344596 1.73148363 -0.22404243 -0.8492085 ] Distance 11.277086648689734 Each least square approximations [-6.42507986 2.94753639 -3.03302926 3.23652941 -1.58872301 1.84159859 2.75699103 3.60371791 1.26739524 -1.77147177 1.88053819 1.30704878 1.718245 -1.18783221 0.49558032 -1.58114792 -0.38059229 -1.63519058 -0.9443104 1.01307609] Distance 9.129017923485817 Each least square approximations [ 5.1671518 5.3918383 -1.95790282 1.29064041 -1.40839558 -0.36496369 -0.22619045 3.53454584 -3.83775606 -0.20053457 1.25114831 2.00809317 0.41701075 0.99970406 -0.87674945 -0.32587423 0.07420539 0.60269752 -0.14774694 0.26994809] Distance 10.124804699201855 Each least square approximations [ 2.54021976 -0.85792963 -4.85718947 -2.59628587 1.15989285 -0.72506454 -4.87481256 0.58111978 -0.52100563 -0.73547357 1.88677989 -0.60874107 0.97360069 -1.72916178 -1.17370653 3.21900085 3.19965882 -1.9396601 -1.05262311 1.07976612] Distance 10.056466824629371 Each least square approximations [ 3.87491712 4.85534823 -3.30318581 -1.03123922 2.34230182 0.35935528 -2.39545306 -3.9262898 3.56169454 -1.79594196 1.11622056 1.01138926 1.21846329 0.4999253 -0.46227715 1.65728948 -1.0085909 -0.55197132 -0.03264028 -1.54803265] Distance 9.868820439087237 Each least square approximations [-3.30890433 1.74651588 -0.69942131 -0.99894267 -2.40248481 -3.92992323 1.56266941 -0.84428105 1.08978818 1.21134911 1.24462853 -3.48651343 0.29740249 -1.91126218 -0.32544159 -0.24415005 3.26232366 -1.61300789 0.24181414 -0.0976721 ] Distance 11.308608176659634 Each least square approximations [-5.92479155 4.79971024 -4.98149475 2.13281989 -1.29682429 -2.86889337 3.12042957 0.0430757 -2.50684231 0.79062483 -0.93637415 1.30289864 -0.92870214 -1.76361699 -0.42170313 1.38965987 0.20504222 0.80185584 -2.31266418 1.76814842] Distance 9.574418458355492 Each least square approximations [ 6.87626085 3.47446199 1.10692876 -1.19960214 1.11533075 4.22765418 -3.21394891 -2.12796972 1.35765873 -0.01362921 1.17057728 0.10594073 -0.2083831 0.94650151 0.45824804 0.20928491 -0.05004463 -0.34891883 -0.09281553 -0.3758324 ] Distance 11.08442946829484 Each least square approximations [ 7.22945165 -2.23724815 -1.15797431 -3.43626242 5.18142366 2.07433029 -1.46861906 -2.43900418 0.30378796 -0.91311882 0.35601402 0.03159647 -1.32069937 -0.98117967 1.98302953 2.19061036 -2.36668061 -0.65531596 -1.03223399 0.57484624] Distance 9.693164344962629 Each least square approximations [-8.88094103 -1.89255587 -3.60798305 -3.54739278 3.12244194 -0.98619635 0.476359 -0.54400063 -0.08176832 -3.0275737 0.3467468 3.06485682 2.34644459 -0.26134944 -0.52274408 -2.24385423 0.43193817 0.90052383 -0.10123954 -1.00749868] Distance 8.52405795059232 Each least square approximations [-11.92996782 -4.99211523 -1.65067854 0.54377396 -1.57451114 2.11725001 -1.572041 -0.17726889 0.1124421 1.70085431 0.02231823 1.08747024 -0.53845797 -1.24347942 -1.91929699 1.7862608 -0.64055879 -0.65483403 0.55167313 1.70762318] Distance 5.192452629099448 Each least square approximations [-8.98377968 -3.46842336 2.58868186 2.26107783 -2.48143457 3.05771245 1.42503986 -2.47455879 2.18956915 0.66349763 -0.2966434 -0.30824061 -1.51444764 -0.8674653 1.00736481 -1.42837977 -2.88760661 -1.50901667 0.63294222 0.94910261] Distance 8.479500259607649 Each least square approximations [ 7.21095735 -1.76134863 5.28717706 -1.49042958 3.47149818 1.36194386 -0.97412515 1.89111839 -1.71052169 1.42898553 2.79957606 -0.31579726 0.42688548 1.04184628 0.66297122 -2.03231283 0.36647209 -1.50368875 -1.75961299 1.14431217] Distance 9.710791632911288 Each least square approximations [ 9.10791001 0.00964207 -0.59944323 -5.11858961 0.74301988 4.92722846 -0.6997967 0.94213189 -1.5733373 0.94866595 2.29842177 1.48302244 -2.2980563 0.22704331 -0.55438919 1.1448111 -1.14511874 -0.91022916 1.91601565 -1.30766243] Distance 7.905775418579916 Each least square approximations [ 8.8861656 1.48021068 -2.32860724 -4.06493453 -4.38288503 -2.18496923 -1.11963541 -0.74323143 -2.26150319 1.91823907 1.66687309 0.77439878 -1.14214626 0.20601385 0.96569149 1.89601901 -1.55827333 4.30583489 -1.78179878 -0.14898928] Distance 7.242082862796246 Each least square approximations [-9.92027296 5.8107722 3.03841449 1.56727489 -1.07014122 2.36712786 0.26925743 -0.29295772 3.03059596 3.23081601 -1.90133565 -1.71326413 -0.70472139 0.25680966 -2.68562857 -0.35587825 -0.76312936 0.04853556 1.85937754 -0.21622774] Distance 5.883446797870709 Each least square approximations [-4.64824106 4.14400424 1.18240509 2.95982002 -1.22166144 -1.34114942 2.60255575 0.71204879 -2.63778637 3.16861792 1.49161291 1.95573502 0.81820897 0.08456758 0.14006272 0.72808522 -0.95245962 1.71290513 -1.02509722 -0.01416661] Distance 11.131874576996221 Each least square approximations [ 5.26406453 -2.4896443 -1.69288218 1.53603586 0.80548411 1.82896509 -1.7935884 -1.93107004 2.29344953 1.75168338 0.70758072 0.41416299 -0.52658577 1.95747282 -0.57752074 -0.21669782 -0.31781254 0.57498209 1.60211337 -0.47592116] Distance 12.074987992986935 Each least square approximations [ 7.10668551 0.09767639 2.59531492 1.27627427 3.14604574 0.82023394 -4.83552164 2.75350479 -0.21033493 0.7650011 2.47346546 0.27535066 -0.75755943 -0.94039593 -1.39625589 1.20559334 0.42607915 -2.85454358 -1.41617844 1.7520602 ] Distance 9.332244421562004 Each least square approximations [-6.19947364 -2.59980692 -1.99449904 -1.91541655 -3.12821154 -3.42930704 0.78650746 0.17311839 1.24454521 1.76458782 -1.47926557 2.51907527 0.29187005 -1.34004743 -0.26834449 2.40836711 -2.37269768 1.4717318 -1.04699709 -0.47571769] Distance 10.367851728188375 Each least square approximations [-8.16699976 -1.52176112 -1.99748708 -2.12135234 3.6302627 -3.48762516 -0.6008344 -1.39538037 -0.75868946 0.75377771 3.80080785 3.54773249 1.27179581 -1.7323729 -2.60987229 0.08706476 1.3336086 1.80697598 -1.36225694 0.16166994] Distance 7.803744336571447 Each least square approximations [-6.671137 0.46232482 3.24684009 2.43268274 -1.66837391 0.33899123 0.84324985 2.33869502 1.13971894 -1.49705634 0.14811505 2.17971366 -0.23863169 -1.70165527 -1.4970495 2.20093389 -1.29045508 -2.82478537 1.59862746 -1.36396137] Distance 10.4845425254281 Each least square approximations [ 5.79483961 -1.04349141 1.51091442 0.90612723 -0.17800542 1.16490311 -4.35187832 1.19186851 -0.42734481 -0.04946998 -0.6575567 -0.4629996 2.97125618 0.54012781 1.49505204 -0.4168765 1.00755268 -1.85655885 0.0173062 1.349797 ] Distance 11.594304897876196 Each least square approximations [ 6.85501938 1.91575262 -6.13385552 -2.50036255 0.16221459 0.77664327 -0.52009906 -0.59884199 -1.49437109 0.82480688 0.76421394 0.95535316 -4.5507934 1.29556609 -1.76760184 -1.62321176 -1.13340613 0.28253675 0.65081953 -0.37111602] Distance 9.072746131875842 Each least square approximations [ 7.79496751 0.08279451 -2.36100809 2.09528812 -2.94537695 1.08235576 -0.50247934 -0.92279893 1.40965891 1.46695176 2.18035419 0.70029047 -0.68592554 -1.0829797 -1.21678942 3.45867919 -3.49829537 0.41098202 -1.46139704 -1.79317465] Distance 9.417131941952931 Each least square approximations [-7.77710511 0.97936469 -0.31994729 0.09302463 2.14011544 -4.02540027 2.93360338 -2.6929417 1.0750197 -0.22857133 -1.06502381 -2.34779133 -1.61125507 1.10205074 -0.17571413 1.13378295 0.67125649 0.51218421 0.42307179 1.04646977] Distance 9.971474720711326 Each least square approximations [-7.44244458 1.34620613 6.84717949 -0.01088474 1.86867668 3.50411423 1.22906108 1.69388805 -2.29628133 2.10358393 -0.65637756 -1.06764707 0.23259924 0.10719422 -1.16741418 -0.70228885 0.77222344 0.70411289 0.5803031 -0.74539318] Distance 8.467409764411645 Each least square approximations [ 1.63112927e+00 -5.01769389e+00 2.89845994e+00 6.33104279e-01 -1.86326049e+00 -2.53222384e+00 -7.11086569e-01 -8.12081246e-01 3.47884514e-01 2.28163851e+00 -3.62370390e+00 1.39014094e+00 -1.22986695e+00 9.87916788e-01 4.87670037e-03 3.20947906e-01 5.34443074e-01 5.65500671e-02 6.00012074e-01 -9.22827898e-01] Distance 11.787166051065201 Each least square approximations [ 2.76623811 2.10701673 0.50819354 4.20305425 3.01508673 -3.81459481 2.04004641 0.07941246 -0.02346323 4.8621308 4.63467128 0.82709384 1.96246379 -1.01539392 0.60934444 0.72073712 3.53608837 0.03063366 -1.4489304 -0.22551669] Distance 9.33005308748405 Each least square approximations [-3.29114002 0.37598885 1.8886388 -1.27771545 -6.90953836 0.9242268 1.4213474 -0.27334062 -1.81790494 -1.94797841 -0.59320885 2.67707105 1.96028676 -0.95685185 2.81171966 1.50970639 -1.18543495 3.38027405 -0.33563832 0.06790067] Distance 10.086391489602848 Each least square approximations [-1.60316331 -1.03296038 1.92625609 -0.88023502 0.90214131 -4.68490326 0.75594395 3.95438326 -0.51769853 -1.84703978 3.21505506 2.88912697 -1.04975372 -3.14656661 -0.78989484 0.96025022 -1.08530271 3.48919619 1.89765202 -1.10766865] Distance 10.532000103895076 Each least square approximations [-3.83362528 4.50076869 0.29884747 2.27466136 2.03849239 2.67175923 3.9478175 3.61002913 -0.6018501 -3.32607494 2.80444113 0.17968045 1.59185136 -2.53903021 1.50509527 1.42754584 1.39713221 0.71983044 2.08179762 -0.5977087 ] Distance 9.550552700936064 Each least square approximations [ 4.36943877 0.94385801 -2.70976353 2.74983448 -4.06592544 1.19012558 0.29137737 4.3574516 -2.71414048 -2.18558446 -3.54345881 2.20827011 0.43123835 0.19984444 -1.31504817 1.10786502 0.4897935 -1.74617764 0.52687858 1.32509211] Distance 10.05584197375519 Each least square approximations [-0.65746682 2.49749257 -4.9936801 -1.31219766 1.22040039 -0.53832154 -4.14218621 -2.49904708 -0.13429136 -2.40458328 2.74462127 -0.8215351 -1.23371488 -0.61199906 -0.72945137 1.78381281 3.67715135 -1.22730255 -0.17972488 -0.00994974] Distance 10.859070883341415 Each least square approximations [ 4.22056634 3.92019119 -2.09562942 2.63205475 2.96434778 3.19680118 -4.29371912 -3.66637218 -0.03102507 1.05594858 0.43334414 0.09149977 2.10014784 -0.27332748 -1.01790074 -1.55412986 -0.74304422 -2.26489227 -1.34323886 -0.33351123] Distance 9.943678022384162 Each least square approximations [-1.95979802 0.70156746 -5.02336566 1.57064556 -2.1002821 -2.75046324 1.3447233 -1.08138886 2.93223296 -0.2792069 0.65724154 -1.65316595 0.08602656 -2.36227917 -0.56614998 0.06227501 1.94936091 -2.44476066 0.13123162 1.48591597] Distance 11.591616082290944 Each least square approximations [-4.38536456 5.23749363 -4.16078625 5.06381986 0.97232175 -1.40032934 0.59760001 3.78249756 -4.29681651 0.94071886 0.47347808 -1.66406493 1.18537414 0.97520198 -0.0613079 0.81161943 -0.74486798 1.89151895 3.44219943 0.01440684] Distance 9.006834744048877 Each least square approximations [13.71590137 -5.36392386 -0.21468575 -0.87421159 -1.19024988 -0.23761121 -0.11464211 -1.02628685 0.99709068 -0.47303623 0.90611497 -0.1128495 -0.47204823 -0.04059091 -0.83510924 -0.14095608 0.72579956 -0.25304297 -0.33237953 0.41139613] Distance 2.3538377101857875 Each least square approximations [ 1.01377819e+01 -2.15074134e+00 -3.48865972e+00 -1.16107430e+00 -6.28229176e-01 -1.57146721e-01 -2.23949620e+00 -2.88917123e-01 3.31312721e-01 2.49774544e+00 1.89653910e+00 1.77615441e+00 2.77951053e+00 -7.95355672e-01 1.61214521e+00 -4.08367233e-01 4.83370366e-01 1.20863940e-02 9.33388864e-03 6.46134797e-01] Distance 8.85094727586924 Each least square approximations [-8.31641472 -5.56332624 -3.07634024 -2.11852077 0.4233507 3.21975235 0.20498787 -0.07670506 -0.73836482 0.45101318 1.45299192 2.20419664 -1.02888148 -1.77787 0.59743057 3.35406273 -2.86569408 1.49092174 0.93187671 -2.1648468 ] Distance 8.090640715469652 Each least square approximations [-9.83373138 5.96037064 1.65827492 -2.00917847 -4.02685657 -2.30076291 2.78114545 -0.88045995 2.36915192 -0.03426291 2.33055159 1.9684192 0.81672699 -0.87666371 -0.94027553 -0.26913721 0.02195125 1.98933378 -0.15400752 0.7395753 ] Distance 6.22712768040985 Each least square approximations [-9.21089522 -2.4345908 6.18481666 0.11408321 -0.09142028 -0.35991678 -1.21838576 0.96126924 -3.22017259 -1.76915644 -0.96783335 -0.64692146 1.88246071 0.56883567 1.19930257 2.23496925 0.52746159 -0.22422738 -0.5573469 -1.04829507] Distance 8.436798831246206 Each least square approximations [10.25808477 -4.25675429 3.06291753 -2.62709425 -1.47976566 -0.38399636 -0.96639091 1.14496317 1.91089967 3.03514162 -4.20811134 0.31633439 0.45739317 0.10443431 1.97120334 2.49495056 -0.80812614 -3.06546874 0.23414032 -0.38308664] Distance 5.846757475349341 Each least square approximations [ 9.10949244 3.89494168 1.02067784 -0.39441276 3.42743373 -0.71604689 -0.78466375 -1.77247046 -0.45976973 -3.63193791 2.14363599 -1.99229312 -2.08868718 0.8880237 -0.67153779 -2.51458782 0.46825287 -0.12001692 -1.05109041 -1.96230462] Distance 8.671953791854339 Each least square approximations [11.46430525 -5.06722342 1.77816654 -0.54944914 0.35213172 2.1471254 -2.88614417 0.51765674 2.78877484 -0.33577571 1.93622541 0.21200905 0.01889162 1.69593159 -0.40370376 -1.26636623 -1.34227754 0.60684834 -0.91569803 1.88758787] Distance 5.7315574255068125 Each least square approximations [-10.48504939 -3.83030903 -1.47842223 1.51633988 -2.88055354 -1.02956438 -1.80420381 -0.57928771 -0.52820693 1.81783623 0.16990519 0.71563254 -1.03107163 1.86435065 0.62311537 0.70943664 -2.24467973 0.94793089 -3.45824753 1.9767722 ] Distance 7.500130702339683 Each least square approximations [-3.27293094 0.13415428 1.27156039 0.65003818 -5.69368224 -3.8435016 1.88683605 -1.13189397 -2.48568498 0.14260177 1.1306458 0.94260874 -2.90166381 0.58909046 -0.72263835 1.18178689 -0.60122605 2.05193625 -0.23122605 -0.04653007] Distance 11.04617763014585 Each least square approximations [ 2.23154968 0.6596572 -0.94798667 -1.11047989 -0.20275232 0.72912286 0.05886685 -1.02450446 3.42091602 -2.3356513 1.4011355 -0.11823113 1.21230503 1.77820062 0.21157183 0.74319481 -0.29636987 2.07686977 -0.13760117 -0.66291686] Distance 13.11877185269795 Each least square approximations [ 3.07469336 -0.77923646 5.02978612 -3.05405543 1.84419687 2.9055335 -0.08931014 0.46410306 2.39205794 0.9411083 1.10658811 -0.12459116 1.88357563 0.63313151 2.28249925 1.50873854 -3.81365471 -0.76887475 1.48907964 -0.6995484 ] Distance 10.799093376183075 Each least square approximations [-0.32395664 -2.50064519 -2.06208671 -5.47045705 2.33419975 -1.33075888 2.93995855 -0.60749196 -1.46371898 -1.62451386 -0.69828319 1.54644977 -0.85815728 -1.14230724 1.62184027 -1.10409325 0.62086714 1.90241487 -0.62945349 1.5761154 ] Distance 11.545296284486724 Each least square approximations [-6.65094058 -4.84488056 1.80777826 6.70765666 -0.34651447 -1.4159836 3.19240684 0.01672521 -2.37830645 -0.52227297 0.68516395 0.13390579 -1.2351646 2.85909714 3.75929499 -1.43868474 -0.74588715 2.1071378 -1.93787885 1.06312201] Distance 6.325519887263682 Each least square approximations [-1.35075925 -6.30836115 0.45331119 3.63190532 -2.35544233 3.62315805 -0.24540908 -0.63826146 0.45556064 -0.23678012 3.62754333 1.9271799 0.52856734 0.0495312 0.70976329 1.29059218 0.47632024 0.00934744 -1.85663828 0.96966682] Distance 10.589468388217739 Each least square approximations [ 2.74140512 1.55342003 4.90049965 0.164173 0.04497969 -2.44680594 -4.07889069 1.21190344 -2.40179051 0.3675646 -0.30281419 -0.76820546 2.03883695 1.54668465 -0.33881775 -1.46046399 1.05154546 -2.62680162 0.08422103 -3.54860624] Distance 10.790975599680275 Each least square approximations [ 4.66059866 -3.72183022 -2.3485558 -0.83278952 1.7694939 0.96824206 -1.8382807 3.59843023 -0.44623755 0.10474988 -0.05107696 -0.41435922 -2.24160789 0.2959058 1.92773363 -1.49534119 1.35594587 0.12996974 0.46246727 -0.66675212] Distance 11.591218992923814 Each least square approximations [ 3.68967848 2.43975141 2.79760493 -0.85671048 -4.34235678 1.49611553 -2.60411706 0.59006614 0.81433388 0.89595272 -0.62711883 1.74250447 2.18280986 0.96138274 -1.65461931 0.84604673 2.58178213 4.92530715 -0.56970956 -0.52337149] Distance 10.420504023504936 Each least square approximations [-4.4216368 5.43746187 1.56162252 -1.80192059 -5.31500671 -0.72547325 0.89537178 1.82573563 -1.43843894 -2.31939973 -0.67837444 0.34333634 1.58349362 -1.92821278 2.65310147 1.67829329 -2.92513559 1.74274053 0.88863509 0.8267133 ] Distance 9.252603096086494 Each least square approximations [-6.04116408 3.85857937 1.04715908 -0.05117122 -1.11239599 1.86329979 -0.79778396 -0.44063209 -3.69876699 0.96921634 -1.9425892 0.79158491 1.1150417 0.56176095 1.45182672 0.13775775 0.1250392 0.58575678 3.27103083 -0.17077821] Distance 10.777047566565857 Each least square approximations [ 5.52945778e+00 -4.20015629e+00 7.02977700e-02 -7.00984696e-02 -2.98290313e+00 -2.81253084e-01 1.81450597e-01 4.92102258e-01 -1.52247938e+00 4.10945496e-01 -1.97715141e+00 -2.31949862e-01 -1.52092347e+00 -3.58893653e-03 -1.11936725e+00 -1.29905989e+00 -5.01255532e-02 5.67463192e-01 -6.63428814e-02 1.77521249e+00] Distance 11.631856696679607 Each least square approximations [ 5.86835416 5.43845288 1.10920665 -0.56610229 4.13238004 -0.44439417 -1.27843711 -0.2352636 1.87000344 3.28490103 1.86951093 1.7533514 3.68847949 0.18091992 1.42291531 0.59000886 2.61249822 0.95895518 -1.54464082 0.00742001] Distance 8.742711001150061 Each least square approximations [-7.63739351 -0.83565006 0.64073305 -4.82146941 -2.29409412 1.14249348 1.42643525 -0.25686751 -0.01326598 1.61286163 -1.92521431 3.29914098 1.51270508 -0.9339624 1.88752808 2.13677717 -0.76647865 -0.12299779 2.11624163 1.75472255] Distance 8.942385501493478 Each least square approximations [-5.32772505 -1.35081281 -1.49791077 -2.21353742 -1.68516725 -2.86618039 0.26493869 3.85917046 0.79956473 -0.06360224 3.47014156 1.83943874 1.62603931 -1.25807368 -3.09480594 0.46805098 0.41488459 2.1461296 -0.5654189 0.3743535 ] Distance 10.45278070515459 Each least square approximations [-7.38015964 -0.15489397 1.39090675 1.34242535 2.76111318 -2.47434049 1.0270834 3.09937612 -2.03492096 -1.54643325 -0.01643749 0.23504478 1.04251274 -3.314396 -0.29403378 -1.04185854 1.1872326 -0.46663681 0.56348616 -0.98822291] Distance 10.127884296678397 Each least square approximations [ 6.23001284 -0.40151275 0.26534889 0.81537076 -2.24339727 -0.33097863 -1.06691609 -0.35179127 -1.1461839 1.49003207 -1.8304349 -0.65411709 1.00819963 1.74043061 -0.58625693 0.90474275 -1.21035337 -3.81154892 2.12278274 1.14658849] Distance 11.292213096686996 Each least square approximations [ 6.40408571 -0.46125998 -4.65406487 1.16684561 1.94108564 -1.47722294 -5.08220307 -3.24662305 1.00117597 -0.96093834 2.53708193 -0.56010063 -2.23249337 -0.64524997 -0.0870372 0.2620622 1.11449301 -1.72403228 -0.95052902 -0.01702357] Distance 9.062259762981302 Each least square approximations [ 7.88034557 0.03968653 -4.43527699 1.48458004 -0.61437081 2.84046029 0.17787744 -1.48712626 4.10520164 -0.84793102 0.33019857 2.46627359 1.97870995 -0.08186705 0.36835239 0.58000056 0.49352365 -2.50488183 -1.22418324 -0.26819858] Distance 8.777819359146452 Each least square approximations [-7.01137536 0.21015293 -4.39484024 -0.61903944 -2.851275 -4.13524663 3.09715134 0.67836843 1.50222381 1.8366299 -0.5372271 -0.32211454 -0.41048237 -0.15159824 0.7792695 -2.29668144 1.34438752 -0.25132741 -0.73729049 1.85081952] Distance 9.265124089557245 Each least square approximations [-3.60979608 2.01267376 -6.23441642 2.39980805 -3.42965222 -1.30615072 0.89644077 1.73168929 -2.05801708 0.54953273 0.96231075 0.97217372 -2.15017525 0.52189931 -0.42781608 2.42715616 -1.19774284 2.65635357 -1.95535352 -1.79914915] Distance 9.499960646991216 Each least square approximations [ 8.38506032 1.20722953 -2.6523404 -0.59179346 0.21506107 3.77995984 -1.16373003 -0.19411688 1.28063068 -1.772042 1.33629547 0.41693834 2.20037781 0.13919008 -0.02454625 -0.0336265 1.19488852 1.62292171 -1.00840019 1.39423393] Distance 9.415691127193995 Each least square approximations [ 6.88318315 -0.15493138 -3.69368976 -3.5205767 1.26890945 3.04149817 -1.81731335 -2.1756154 0.97375256 -1.83374553 0.78417058 -0.35307708 0.51075437 -0.69722241 -0.61107006 -0.01094491 -3.23848059 -1.98580279 0.87265382 3.0532198 ] Distance 8.89581827884602 Each least square approximations [-8.13677907 -1.79913318 -1.66283616 -1.42357941 5.4040807 -0.63851251 -0.01468109 -2.23688927 -0.47135419 -0.51258228 2.82958523 1.46366947 -0.62746029 0.58956177 0.50193553 0.12725902 -0.8680143 1.78088866 -0.0294715 -0.67250225] Distance 8.791214084573621 Each least square approximations [-10.30937888 2.35293455 -2.51544239 3.01183347 -2.79107243 0.09863066 -0.42829201 -2.68576003 -0.28356671 -1.18014126 1.38092528 -0.65840727 -1.63723617 1.83648132 -0.95790243 -0.42256423 0.4635131 -1.02021491 -0.06895726 -1.08298555] Distance 6.807874938136501 Each least square approximations [-7.64433643 -4.83799821 1.37497276 0.99434627 -3.4037829 2.60494974 -2.50306536 -1.76004447 -1.85321969 -1.24090595 -1.32483786 -1.4779879 0.87138599 0.19625096 2.88564262 1.32622641 -0.46271313 -0.50175321 -0.53375959 0.65770661] Distance 8.289829558461099 Each least square approximations [ 6.09069031 -2.48643055 3.85063988 -2.35525568 4.47144009 0.48059349 -2.75512307 0.45054814 -0.12468981 2.1954924 0.365818 -0.25525448 0.54393153 1.50607468 0.08042533 -0.4723811 1.1833435 -2.14790674 0.77071257 -0.39386211] Distance 9.792589826419185 Each least square approximations [10.6611551 1.20452479 2.03585665 -0.70806366 -0.81440244 -0.4284307 0.54155512 2.83055444 -2.19447965 1.4712941 -0.30600933 -0.55525591 -1.29839766 0.07222458 -0.34013336 0.08824457 2.1080471 0.97860455 -0.47219663 -0.46347134] Distance 7.629718568158781 Each least square approximations [ 9.02499563 -0.29017568 2.68044745 -2.31371432 -2.69453123 -2.28838885 -0.6993025 -0.62587456 1.21261099 1.68275157 0.30107051 -3.29639355 -0.41914126 0.78919869 2.11585754 1.60105196 0.55395884 2.93159887 0.18811354 0.99862769] Distance 7.8534005077559526 Each least square approximations [-10.93925385 1.45537607 2.14244998 -2.32837416 -0.86658292 2.27100361 -4.68955349 -1.78778514 -2.51814179 0.70783049 -1.62716849 0.6377936 -0.41450621 -1.88556739 0.92602423 0.13493191 -0.38515117 1.64520535 -0.41293483 -1.43651807] Distance 4.435791461656232 Each least square approximations [-5.4064675 -4.92990372 -7.58081738 1.51636312 0.48043757 -1.08775825 -2.45338262 -2.56476064 -1.45017853 -0.61515397 0.33772108 -0.45573787 -1.07594542 -2.37722853 -1.70361624 -0.82565519 -1.31751502 0.46698117 -0.03315235 0.84982883] Distance 7.2414605259548335 Each least square approximations [ 4.09530654 4.39555626 0.88840714 -1.94059062 -0.71945166 2.10501273 -1.47584032 -2.97616029 -4.75603707 0.31656065 -1.32726612 -1.49064204 0.96860051 -0.58006827 -0.2281735 1.19140153 0.96222274 -0.37308684 -0.12596437 0.69155613] Distance 10.391541263439276 Each least square approximations [ 4.99158712 0.19105531 -3.98479151 -1.99800534 1.61155788 -1.47971698 -0.49573781 -1.79476911 2.69825803 1.24820156 -3.68279905 -1.97360159 -1.5508688 4.91528121 1.09923364 -0.12749587 -1.14641884 -0.57589211 0.76377429 -0.34324489] Distance 9.279813090624518 Each least square approximations [-4.83505907 2.23621557 -4.63286615 1.8551281 2.87709622 2.32432787 -0.59517541 2.17880216 -0.33112435 0.65905582 1.15707449 -0.81248446 -0.52755072 -1.27034127 -2.94552559 -1.09006599 -0.71217776 -0.75800831 -2.52728193 2.03374581] Distance 9.882090861669198 Each least square approximations [-3.63993799 1.24745288 0.32507571 0.89472459 -2.93740286 1.26562214 -2.36781598 -2.23090815 -1.27152163 2.60829636 -4.27868542 -0.95757185 3.01611415 0.6103506 3.46230024 0.36086363 0.63841728 0.97342138 -0.68549958 0.29081359] Distance 10.390338480989072 Each least square approximations [-5.35000404 -1.29875331 -1.03173425 -2.01737618 -1.18246258 2.07753585 -5.40462856 -2.11748825 0.86827037 0.91803968 -0.36669607 -1.79241182 -0.39749353 1.10781497 -0.05990743 -5.31115165 1.17068845 0.36372702 0.5121396 -1.17993381] Distance 9.114550189344087 Each least square approximations [ 4.40926438 2.7404526 2.27949551 -7.34279987 2.3051216 1.48926451 3.2762836 -2.57295868 -1.96949902 -0.54024241 1.35172795 -1.20148056 0.30676075 0.6851863 0.35548328 1.1950875 -0.26182389 1.49265135 1.51476722 0.66223875] Distance 8.371718918007636 Each least square approximations [ 4.39149748 1.11103939 2.80833255 -3.47672068 1.37668341 1.42853454 -0.82901566 3.84289788 1.39173456 -1.61014656 -0.61087631 -0.05407717 1.82554647 -2.63356273 0.39451393 2.05957989 0.16732585 0.84586708 -0.07888268 0.86118687] Distance 10.708751421161258 Each least square approximations [ 3.92642481 -1.14694229 0.29173284 -5.48049146 -0.69448328 -2.9766024 1.09094712 -0.12806787 -1.48399488 -1.22439147 -0.05510746 -1.3763438 -1.41960193 2.009037 -1.21762123 0.26948714 0.24723268 -0.89478767 0.69446637 0.05577303] Distance 11.120715869189603 Each least square approximations [-3.95235751 -1.04132665 5.68991292 -0.07132867 -0.96213052 2.41720903 -0.63025862 0.90500125 0.99257103 0.91599416 2.30123541 -0.18409112 1.42215659 0.03589989 -0.35835808 1.40749505 1.68471492 0.64095968 -0.98489812 2.43292066] Distance 10.822629431217925 Each least square approximations [-6.50290242 -5.44487495 -6.40023319 3.52238756 -1.03337701 -1.17425564 -1.54255185 -1.2209545 0.60745591 -0.29328445 -3.99322298 -0.15879926 0.14263485 -0.96846036 -1.60214463 0.05162551 -1.80910425 0.53245151 0.73248883 -0.52849509] Distance 6.306565109011773 Each least square approximations [ 4.28069448 3.98168052 0.61202928 -2.40985211 -0.68639652 2.27093286 -2.22594358 -2.58937863 -4.27845173 0.27945599 -2.01276371 -0.45753882 1.14420992 -0.8849355 0.36422073 0.22225365 -0.13621603 1.30904024 0.30638611 -0.81380968] Distance 10.519782052389886 Each least square approximations [ 5.75871479 1.20833851 -2.54781877 -2.0872244 1.53091611 -2.76317146 -0.43593509 -1.33637068 4.3829974 -0.84738532 -1.27565152 -1.43378808 -2.5297455 3.36030403 1.80866248 -1.07066727 -1.10308764 -2.94014192 1.93258412 -0.61341123] Distance 8.865769261300844 Each least square approximations [-5.90244487 1.67483574 -2.88307831 0.84808952 1.60993604 1.45558295 1.81588998 2.56517538 1.51543426 -1.16291382 2.30582274 -2.06420621 0.51111265 -1.66752727 -3.66374353 -1.65278254 -1.51874534 -1.55659092 -0.9000369 1.85760878] Distance 9.64589267172643 Each least square approximations [-4.20252537 1.5478213 -0.49839904 0.57618759 -2.37108998 2.28113799 -3.50307748 -1.97862909 -0.04404538 1.32553919 -2.08727498 -0.50524306 2.28493482 1.26319613 2.34327565 0.44868321 0.68640105 -0.16325192 -1.74304057 0.4576468 ] Distance 11.200248557728566 Each least square approximations [-6.03519651 -0.68783374 -0.66590444 -0.22524278 -1.63457854 2.83050188 -4.64700544 -0.44454294 1.6035536 0.91763691 -1.5708841 -0.71944372 -0.17859394 1.51383366 -2.12529316 -3.92864818 2.06195395 0.45556573 -0.92312984 -0.16985213] Distance 9.583317111586076 Each least square approximations [ 4.67039821 1.8425352 2.09990169 -6.14221762 2.4904489 0.4047334 2.98394283 -1.91851621 -1.57850725 0.14801295 2.1666584 -1.34159535 -0.15574315 -1.53015473 -0.73098805 1.78496768 1.52947917 0.34412998 -0.05306126 -0.96968053] Distance 9.535766355570711 Each least square approximations [ 5.51104007 0.94663511 0.90367485 -2.64622463 1.9499564 1.13723048 0.13995142 3.84199904 1.52897067 0.19575943 0.7479435 -1.32236372 1.68216554 -1.86562593 0.55798135 1.43072823 0.2828658 0.21007583 0.80404204 1.19946565] Distance 11.008875597920184 Each least square approximations [ 4.89060018 -0.61279118 0.33382593 -4.2114661 -0.6969004 -2.34221433 1.57776718 -1.35955774 -0.40778129 -0.77426134 1.05237663 -0.32008003 -0.57172565 0.43595315 -0.47790677 1.1580213 1.18488097 -0.47948371 -0.44298563 -1.44375865] Distance 11.631554037470575 Each least square approximations [-4.68498177 -1.19043565 4.86537484 -0.27958619 -0.82175293 1.13682109 -0.04759844 0.81707261 0.62462146 1.61266509 0.27383736 -1.26366981 2.17255602 -0.42813207 0.77095983 -0.57071213 2.0003953 -0.64003915 -0.41426523 1.69239828] Distance 11.315188571930252 Each least square approximations [-5.98925633 3.18850122 -7.36994854 0.9698796 -0.53883815 1.01737552 -3.08871519 1.62186962 -1.18447317 3.82488756 -1.03047653 0.80846592 -0.3353397 1.35870842 0.35553269 -0.76639854 -0.71048827 1.31379704 -0.51742011 -1.06036674] Distance 8.621520865759644 Each least square approximations [ 7.90187103 -0.51301192 0.51921713 -0.67354031 0.96710589 2.03898672 -3.91514626 -1.01676465 -2.22041634 -1.03181242 -3.66305577 0.05063615 -0.08126055 0.61858449 0.80985058 0.10948566 1.47545779 -1.63638062 -1.77898398 0.4689479 ] Distance 9.978568336925374 Each least square approximations [ 9.69455126 2.74488625 -7.49273202 -1.30524042 -0.55951987 0.03982386 0.74106474 2.12267647 0.1914822 2.00066353 2.48306514 -2.48478974 -1.85189002 -0.05097285 -0.89433077 0.70910838 -0.6421132 1.34294588 -0.73458023 0.63226232] Distance 4.915552401235687 Each least square approximations [-10.26390146 -0.41194151 -2.06180212 0.58339768 0.6654524 1.33014622 -1.77891535 2.01316018 -0.73742363 0.92489746 1.74456068 -1.24956882 -3.0509567 -0.59472421 1.30521575 3.24992408 0.19718205 -0.12635612 -3.35424765 1.42414753] Distance 7.236068134293999 Each least square approximations [-6.61677951 5.27774976 1.49666617 -2.28027474 -0.05442314 1.85510718 -0.37311227 -1.50985204 1.15134149 3.53514349 0.739737 1.39148829 -0.70105118 -0.40931624 -0.61706218 -0.07499421 1.22946859 -0.37453221 -0.223996 -0.91423493] Distance 10.408449437544094 Each least square approximations [-8.31685796 -0.98922245 1.2907919 -3.06155499 -0.62903004 0.18524293 -4.30136397 -1.72308671 -1.5685845 -3.26206979 -0.74047615 0.93496439 1.6819351 -0.62011097 1.63226414 -1.02779966 0.42545731 -0.03010164 0.19322801 -0.39691435] Distance 9.393671791086586 Each least square approximations [ 7.1187554 -2.97344096 3.38856236 -2.08945758 1.71548681 4.71381619 2.14297957 0.38266115 -1.13152925 -1.20321663 -0.22349189 1.35413854 1.12774903 0.28237344 1.11070128 -0.04009695 -0.79606964 -0.75521131 1.33384852 0.56073994] Distance 9.869170589131196 Each least square approximations [ 7.25439123 4.26930629 3.25884568 -0.42762599 1.4984659 -1.53393706 -0.61484927 2.18927653 0.59706427 -3.16470712 3.51708158 -2.0901695 -0.01345516 0.02278888 -0.46005912 0.77830532 -0.96448606 -0.09864535 -0.32561576 -0.90583523] Distance 9.58874765250908 Each least square approximations [ 1.05483286e+01 7.92427380e-01 9.50929454e-01 -1.75875068e+00 2.94467097e+00 -2.25443334e+00 -4.83054108e-03 2.05861426e+00 -1.71423865e+00 -1.73406893e+00 1.03393920e+00 -3.07037454e+00 -8.55652455e-01 -3.49711577e+00 -1.29165559e+00 -7.84127225e-01 1.51218968e-01 -2.43422789e+00 -1.13320071e-02 6.92882290e-01] Distance 6.415995380427932 Each least square approximations [-7.64441622 -3.38310007 2.56455577 0.82416571 -1.62557291 0.81039739 -0.84442616 -3.46878066 2.29172916 1.73812675 -1.29236737 0.69564802 1.54212737 -0.39041533 -0.37831382 -0.92940134 -0.23012714 -1.45308844 -2.67430988 0.11000127] Distance 9.833011344855555 Each least square approximations [-6.38541283 -1.08806227 -5.00614683 -1.26890057 0.90167798 -0.29412766 -3.24275852 2.35931307 -2.65238162 0.37746332 -0.12371312 1.42710908 -1.04398058 -0.31408966 -4.01391267 2.61074599 -2.01685697 0.87305461 -1.50482388 -0.13008952] Distance 8.332403533062136 Each least square approximations [ 4.72273891 1.91835111 0.69024914 -0.87664106 -0.75637067 2.03213271 -1.52065786 -0.87723773 -3.04470679 0.42613376 -1.41823392 -0.52488314 0.94236935 -1.59339037 -0.11652319 0.24837029 0.57585308 -0.60770665 -1.77071121 0.59776606] Distance 11.876395976046265 Each least square approximations [ 5.19007363 2.03868048 -3.85494819 -4.03210044 -0.27716335 -2.34666196 -0.60943798 -1.17590526 1.79685897 0.39811278 -0.76193981 -3.65129814 -0.30719771 1.65960005 -0.25728139 0.56807614 0.44061426 -1.19437854 0.95798751 1.02098979] Distance 10.091025361682107 Each least square approximations [-8.75289932 2.52703377 1.84495102 4.76573203 2.73971479 1.1985907 1.83994955 1.80787319 -1.19760979 -1.2185784 1.74126455 1.12600402 1.14248308 -0.59712548 -0.85251823 1.74099161 -1.54788552 -0.88431563 0.78990514 1.37843746] Distance 7.241811314284844 Each least square approximations [-5.34147491 1.53227576 -1.31665859 0.86968943 -2.51203749 -0.14619496 -2.84335538 -0.37743019 0.03430778 1.91471498 -0.94873705 0.64963831 -0.14675419 -1.56688344 -0.92271915 -0.54345791 -0.52606715 1.22296405 0.56795169 0.15913522] Distance 11.697654323028841 Each least square approximations [-8.20894952e+00 1.64062277e+00 -4.34755024e+00 -3.54693053e+00 -3.83768686e+00 3.81106502e+00 -1.33049361e+00 5.13586972e-02 -3.16883381e+00 -8.95742174e-02 -1.53476854e+00 -1.57716090e+00 -3.57915455e-01 -9.74527156e-01 2.89097123e-02 -1.06088644e+00 -1.20467274e+00 -6.01353898e-03 -9.04701248e-01 -6.05209984e-01] Distance 6.571020127839917 Each least square approximations [ 5.23182685 2.95266405 1.20264897 -4.6747449 1.52122422 2.09187389 3.34735436 0.07843106 -2.70180965 1.75001021 0.65978424 0.63997098 -0.67446145 1.38266176 -0.49783085 -1.68464943 -0.26197239 -0.82053691 0.16959205 -0.81142711] Distance 10.005829266447789 Each least square approximations [ 5.65195902e+00 1.48666616e+00 2.27278416e+00 -2.24948341e+00 -1.16167912e+00 8.51184357e-01 -3.01910484e+00 3.46034637e+00 2.19702845e-02 -1.38795712e+00 1.49854716e+00 3.79447962e-01 1.93368793e+00 3.17110931e-01 -8.40986536e-02 1.98431312e+00 1.16026331e+00 -2.47431322e-01 4.07762276e-03 1.33009748e+00] Distance 10.614861923637921 Each least square approximations [ 6.31441418e+00 2.61657041e+00 -3.23757487e-01 -5.12860420e+00 5.02975583e-01 -3.43837210e+00 1.92948481e+00 -2.35102444e+00 1.84179982e+00 -1.41173811e+00 -2.33533939e-01 -3.07903714e+00 -7.59307082e-01 1.70800283e+00 -1.52548716e+00 -9.25135853e-01 -1.23335550e+00 -7.22506425e-01 -1.87578319e+00 2.43886680e-03] Distance 8.595707078701212 Each least square approximations [-6.54553605 0.53413847 2.18609699 -2.83451623 -0.19187137 1.19574419 -2.09691883 1.28080741 1.35996016 1.92357691 0.36910353 -1.20764986 -0.19240546 0.74509044 -1.26214525 -0.62785316 2.19681973 -0.94504476 -0.57975964 0.31680675] Distance 10.77821673924244 Each least square approximations [-11.6798225 2.93687299 -1.29303843 -3.75620173 -4.91301658 0.64036545 1.17701765 -0.32128885 -0.54362371 -0.70991954 -1.11075349 -0.18383121 -0.28560969 -1.82861167 -1.22848615 -0.16463643 -1.26224491 0.03361447 -0.83491276 -0.71088765] Distance 3.2076295616095285 Each least square approximations [ 3.77185085 2.70481773 1.21784252 -2.08739152 -2.25118103 1.46884871 -2.8732542 -2.07917386 -1.25811348 -3.19640405 -3.43314558 -0.74191658 0.46865543 0.54340549 0.47621004 0.37010816 1.58967704 0.74792505 -0.57716284 0.88841797] Distance 11.426455848853807 Each least square approximations [ 6.31297434 2.80412296 0.36678711 -4.49201876 4.98746034 -3.07336452 0.46740263 0.54574344 2.75554525 1.4400348 2.96561452 -1.6135376 0.22192759 1.01541021 1.05826077 0.269256 0.75571848 0.20668887 0.39370507 -0.04763957] Distance 8.944287091160716 Each least square approximations [-8.55871932 -0.37814097 -0.75449361 -0.77200808 -1.1901646 -4.02804995 1.4482502 -0.06200676 -2.38940662 -2.11610852 -0.85031483 1.54017866 1.69030194 -1.17896182 1.2191813 -1.13629644 -0.32173306 -1.54097422 -2.5341976 1.87892963] Distance 8.940627346563446 Each least square approximations [-6.60757011 -3.78093552 0.55434117 -1.63808671 -0.18107296 -3.42609417 -0.1136295 0.54094751 0.13508275 2.45773052 -1.66492985 -0.73205072 -1.31103661 -1.01148967 -0.32897883 1.06883506 1.1714524 0.21635676 -1.77620743 -0.67032392] Distance 10.75036413110979 Each least square approximations [-9.09217534 -1.76937207 -2.46894134 -0.45402805 -1.80801883 2.16504782 1.06487985 1.22290672 1.52192597 -0.37745067 3.33296108 2.83557206 2.33992541 -2.16669853 1.01549293 -1.59988848 -1.42535964 1.60842451 -0.53195701 -0.06571474] Distance 8.000929212110657 Each least square approximations [ 8.87881584 2.40610561 1.40426711 2.60175198 1.86481766 0.97851551 0.44042534 1.12518981 -3.002836 -2.580695 2.6714834 2.33847845 1.05682723 2.26577574 -1.8360631 -1.05584324 -0.52401939 -0.44453036 1.37572391 -0.26475053] Distance 8.140190837201153 Each least square approximations [ 6.74950302 -1.15910633 -0.88822449 -3.43427015 -0.20214186 0.1466989 -5.71464592 1.33782289 1.4481423 -1.23734979 1.95379052 0.82716921 0.32265891 -2.10099877 0.16211899 3.08549651 1.05961462 -2.25408956 1.4641089 -0.38415946] Distance 9.071610568087127 Each least square approximations [ 8.29646506 5.80836458 -2.02487468 -2.84472992 0.5181154 -2.42334758 -0.52477143 -1.94285789 0.49624672 -1.14496548 -0.0756008 2.52542157 2.48032491 0.90598488 1.376923 2.05877533 1.59762761 -0.2290129 0.33680105 -0.34255431] Distance 7.6249304936005196 Each least square approximations [-6.99824793 3.23594437 2.35910908 -0.2402782 -2.18452198 -0.2852755 2.40795836 0.14727199 3.32826058 2.07289289 -0.17503047 -2.36471626 -1.3741828 -1.70281063 1.87487627 -0.32159265 1.99366825 -1.91117829 1.40705445 0.68870395] Distance 9.57847907890568 Each least square approximations [-6.38553569 4.25173246 -6.00440897 3.03471902 0.28545882 -2.52959798 2.5964076 -0.1562845 -3.20081908 -0.11406775 0.26491636 -1.01644926 0.69246605 2.00434694 -0.34279043 1.46306629 -0.37229348 0.44804979 0.90573921 -1.64210322] Distance 8.666625507235201 Each least square approximations [11.13471839 -1.40382494 -0.32031802 -2.049983 -2.06014807 3.10610534 -0.39102639 -1.71228393 0.04384426 -0.92662001 0.2659652 -0.65740475 0.98146272 1.80889049 -0.66276364 1.33049378 -0.64387753 0.75614062 0.30284801 1.61560941] Distance 7.46410734487427 Each least square approximations [10.05221838 -1.82369777 -3.01721885 -1.21244314 2.89848989 1.18411186 -3.04346766 -0.89289659 0.85408036 1.13877316 1.16784408 0.31806191 0.65944428 -0.10041777 0.88705735 0.57856997 -0.01908847 -1.36073434 0.64434125 -0.6094754 ] Distance 8.481609010976614 Each least square approximations [-9.03371625 -3.5422736 -4.31909579 -1.95309212 1.13084236 0.95076119 0.38909568 1.38404008 0.57252678 -0.70116061 2.68070764 4.49975034 -1.25165843 -0.24324785 -0.20695773 1.12361071 -2.33540253 1.51671368 0.61768339 -1.22632361] Distance 7.262576276156891 Each least square approximations [-11.10118781 3.46969889 -1.78209844 -1.8259165 -2.49144884 -2.08665353 0.05366595 -0.26468545 1.21262292 1.03930267 -1.57841998 1.41875333 1.75677901 0.6923575 -0.55332739 -0.04992264 -0.57537452 0.60467388 1.09701867 0.96639937] Distance 6.947043634097895 Each least square approximations [-10.04610613 -3.54854958 4.27377418 -0.78344479 -1.39704717 1.28942869 -1.58281268 0.8067425 -1.17662129 2.2662106 0.57367189 -0.80200126 0.30663054 -0.54416745 1.68602583 0.36512174 0.24344629 0.53339101 -0.15639022 -1.12851591] Distance 7.92324461591727 Each least square approximations [ 9.87683512 -1.30456 5.39765111 -2.31669383 1.00113476 1.46234918 -1.05387591 0.332417 2.47961347 0.67339419 -0.81005286 0.16245468 -0.60930143 1.82555134 -0.10929979 1.31926246 0.66106838 -2.65842767 0.95953833 -0.57423163] Distance 7.4048090048127175 Each least square approximations [10.38545351 4.43800306 -0.16008915 -2.72624576 2.19546638 -0.21567672 -1.82213254 -1.10000268 0.61025347 -3.26054928 0.07100108 0.64643535 -1.40074998 1.18794956 0.61435877 -1.30230378 -0.15400436 0.53988473 2.11943853 -1.5623706 ] Distance 6.776005554208523 Each least square approximations [12.16771615 -3.63153374 0.68796262 -2.16051426 -1.79364866 1.46609382 0.28917364 -1.50091681 0.38418935 1.29345449 -0.63167653 1.24441288 -0.92373123 2.15391967 1.11451755 -1.52267997 0.70151592 0.45149255 -0.63769582 0.73559113] Distance 5.088548871300303 Each least square approximations [-12.02945598 -1.69171836 -1.00708871 2.31738973 -1.22713901 1.53484425 -0.92541945 1.18938037 1.05324711 0.3904456 -1.36521534 0.32441433 -0.0357246 1.95173568 0.3351876 -0.22208 -0.57011427 0.84123358 -0.17709576 2.01605324] Distance 6.482713540325954 Each least square approximations [-11.65840476 -3.38337091 -2.96327701 -3.90204886 -2.58248073 -0.38864728 -0.12645875 2.12441047 -1.29728198 -0.70183753 1.38600749 -1.22261365 0.17619245 -0.16566791 -0.10167961 -0.09029562 -0.06368542 0.56950505 -1.74499252 -0.77718363] Distance 3.51598303208601 Each least square approximations [ 3.71590487 3.00706433 0.89854502 -1.93779304 -1.49804393 2.05357943 -1.41903116 -1.5518083 -3.90703067 -2.6507989 -2.47100693 -1.09620203 0.96472758 -0.48685576 0.471027 0.27036747 0.93854336 0.19123058 -0.34933702 -0.13740175] Distance 11.58937922178175 Each least square approximations [ 5.79688502 2.24081232 -0.93942171 -3.60095691 3.23820282 -3.16911352 0.50864485 0.18502325 3.12257902 1.64916947 2.94940705 -1.57156357 -0.37211342 2.32654655 1.04324546 -0.96032806 1.9405301 -0.35044787 2.53127842 1.34876472] Distance 9.38707258619348 Each least square approximations [-7.86073791 1.61146877 -1.29442421 0.87604335 -0.4476632 -3.16281347 0.97593816 1.5886692 -0.90555802 -1.31162462 -0.08139403 -1.07376647 0.74226675 -2.09998063 -0.4783829 -0.47819486 -0.18052525 -0.37100487 -0.40295368 0.79812036] Distance 10.683195810469787 Each least square approximations [-5.06647812 -1.93373442 1.12237942 -0.26507116 -1.07690469 -3.29069844 -1.49806241 -0.13154615 -1.14752518 1.70385979 -3.81102653 -0.18513419 0.88247166 -0.43224127 1.29344497 1.09139344 0.82506788 0.01755944 -0.90112735 -0.79852838] Distance 11.619068692453329 Each least square approximations [-8.50030647 -0.61029288 -3.62259924 -0.75870148 -1.5370979 3.42512037 -1.19677922 1.49701851 1.62199402 -0.61706535 2.21366777 1.88171677 1.29408815 -1.63655797 0.52469825 -3.45577092 -0.5819249 1.64305647 0.01738079 1.13839018] Distance 8.263041039557967 Each least square approximations [ 7.446021 5.82529142 0.55971693 -1.54893341 1.77826966 2.56474245 0.84790966 0.38666232 -2.29209854 -1.11728464 0.98792026 4.02594045 0.73513768 1.60839436 -1.78212376 -1.30883976 0.57196055 1.06736407 0.79179004 0.42267858] Distance 8.249658561939913 Each least square approximations [ 6.00124212 -0.15046272 -0.29428214 -2.98177278 0.61410878 0.36439449 -3.61440814 2.14495549 0.68402911 -1.35697922 1.41313887 1.72667732 1.8123118 -2.60666193 -0.0079607 3.39520928 1.65158436 -2.1694767 0.60500371 1.02839086] Distance 10.187623876259845 Each least square approximations [ 6.52682177 4.07596344 -1.59276282 -4.6247724 0.49477265 -3.02640107 0.02578094 -2.85213657 1.89605711 -1.50877552 -0.15686225 0.28956075 0.1407903 0.54640107 0.12086073 0.35863518 0.60652841 -2.00024545 0.12862954 -0.87684187] Distance 9.61543091780669 Each least square approximations [-5.67123928 1.18572366 3.28370489 -0.46527088 -2.20610393 0.38146953 0.96625033 -0.18545782 1.83606861 0.97725525 -0.29894231 -2.00934071 -0.19517698 -0.97608025 0.959171 0.04682141 2.92688444 -1.39947896 0.30169405 -0.52642679] Distance 11.529176254661524 Each least square approximations [-7.70943408 4.15390619 -3.59340097 0.8465561 -0.95941545 3.1119492 2.54650832 0.14317043 -2.2218181 2.42929357 -1.59529288 -1.53377792 1.18408627 0.80986914 -2.11525587 -0.74707978 -0.99090242 1.22779414 -1.82204088 0.21513372] Distance 8.154025756267188 Each least square approximations [ 6.98520253 -0.90112098 1.12198136 -0.31123705 0.03146512 2.44021642 -2.55620141 -0.22082855 -0.78296644 -1.37055423 -2.50639723 -0.31521262 -1.43369934 1.34752488 0.61152178 -0.1333145 1.39393418 -0.94592231 -0.17234833 0.96911908] Distance 11.052457476025154 Each least square approximations [ 7.56901975 -0.22110943 -3.8020312 -0.34819295 3.5699613 -0.26662151 0.46229808 -1.74515399 1.83395607 2.40522385 3.83747069 -2.8654913 0.72122114 -1.25405435 0.22374229 -1.74124019 -0.13351343 0.17493191 -1.27598888 -1.31661648] Distance 8.598697648923551 Each least square approximations [-8.95047011 -1.83662134 -2.14889513 -1.24944449 -2.67938921 -0.80079698 -1.17102155 0.77980289 -1.66478045 0.80864729 4.06141201 1.99527192 2.46030816 -0.7623344 4.14831128 -0.36149534 -0.54330488 1.21766731 -0.50064969 1.38604182] Distance 7.163195560535358 Each least square approximations [-8.40574151 1.21078272 -0.37653919 -2.31234683 1.8630583 -1.24373672 -0.76837362 1.32008446 1.05797329 2.56907347 0.30714948 1.71451655 -0.77711097 -2.13268806 -1.11182409 0.58731225 0.40958318 -0.31139767 1.04551594 -1.03747408] Distance 9.885130098332409 Each least square approximations [-9.97586614 -0.78008789 1.28759406 0.44220287 0.66959234 0.41240757 -1.43033397 -0.14860728 0.47469193 -2.05372202 3.59402194 1.90240485 -0.67588414 -2.41926086 1.63365272 0.22476023 0.08213771 -0.40938085 2.06312605 -0.87708501] Distance 7.919860834075042 Each least square approximations [ 7.96143526 -2.45960711 1.03639582 -0.46968279 0.36947337 3.18901161 -0.47046155 0.37541516 -1.75596967 -2.92585097 1.43809539 1.43425836 1.07736636 -1.36253149 0.64434014 0.49656909 1.5274194 -2.95103675 2.8562967 0.90415194] Distance 9.040774761301385 Each least square approximations [ 7.19649949 3.65365895 -0.69640014 -3.56472347 0.35861097 -0.9849234 -1.90875663 -0.01187961 0.28852531 -2.23181643 1.39372862 1.45256064 0.22726604 -1.31168274 -0.58674787 -0.25414937 -0.49874464 -0.89126673 1.01220087 -0.25212548] Distance 10.300322847056242 Each least square approximations [10.43560331 1.32969753 -3.6876428 1.10490169 1.59080617 -3.74995346 -2.14101481 -2.08900445 -1.72850896 2.26722913 0.46319849 0.8187514 1.72829823 0.2862462 -0.13122328 -0.12234667 1.53042876 -1.19392728 0.11830928 2.96167487] Distance 5.186651062356514 Each least square approximations [-9.29244913 0.19948031 -0.5190039 2.02324782 -0.47565604 0.48349183 0.46280369 -1.77996918 3.81052814 -0.71678117 -0.25744863 -2.05776461 0.31894945 0.74967608 0.27636136 -0.23615907 0.31682416 -1.7861517 0.01767846 -0.79203646] Distance 9.162705934137259 Each least square approximations [-6.63995037 2.50323186 -4.45272104 1.90212377 -1.17558527 -3.72561424 0.53469331 -1.62096374 -2.11631854 2.47788195 -0.64560176 -0.48892474 0.38819555 3.21575176 2.17862868 -0.0638927 -3.25535481 2.66481341 -2.50381884 -0.74380619] Distance 8.69617696411961 Each least square approximations [ 8.99236474 0.7143657 -3.51257227 -2.29604922 0.07663938 3.90056113 -0.96391712 0.73205846 -0.64011621 -0.58776346 0.12996141 -0.73524074 0.11308896 0.76701617 0.81057712 -0.70986942 0.14047227 0.58692237 -0.150713 -1.20660258] Distance 9.902068752932829 Each least square approximations [ 9.7606457 1.39249073 -0.41554856 -0.67878473 1.86905597 3.21656982 -3.41395356 -2.29188059 0.65175598 0.31632104 0.32700538 0.45341958 0.36029507 0.57203627 1.1948772 -0.64876409 -0.6785804 -1.68598488 1.0173384 1.38939435] Distance 8.979708679715783 Each least square approximations [-8.50324618 -2.66139513 -2.98838359 -2.29849752 0.58774902 0.43875977 2.30794917 1.3477568 2.98743729 0.17654883 0.49665134 2.7160727 -0.52953572 -1.23209863 -0.66866525 -1.24239174 0.28555477 0.28676158 -0.44318998 0.78197592] Distance 9.798648356654201 Each least square approximations [-1.07603282e+01 2.69297304e+00 -3.06648088e+00 1.95642653e+00 -6.74596202e-02 -3.32607492e+00 -1.90142715e+00 -1.02748938e+00 1.73808939e+00 2.04223846e+00 -6.54672505e-01 1.14504807e+00 -7.92119784e-01 1.07329319e+00 7.20448047e-01 2.80314797e+00 2.72743873e-01 -8.84154357e-03 1.42968469e+00 2.56324307e-01] Distance 6.7349025722204505 Each least square approximations [-8.5280769 -3.15908764 1.76552554 2.03218986 -2.34458497 3.25358601 -2.82488831 0.41078055 -0.23294843 1.54748615 -0.2014396 1.88031615 -0.46563344 1.17900937 1.33828551 -0.48294798 -0.88049863 -1.264121 1.56717714 -0.67161405] Distance 9.461165914206909 Each least square approximations [ 7.21692598e+00 5.21869051e-03 4.57484631e+00 -2.38151077e+00 3.26040856e+00 7.68885477e-01 -4.45051652e+00 -5.09123205e-01 -4.00558256e-01 1.33479507e+00 -8.73945786e-01 -8.37893254e-01 3.44100884e-01 1.62729397e+00 -1.19584001e+00 -8.11393487e-01 1.00020481e+00 -2.14330127e+00 1.04954435e+00 -5.99329322e-01] Distance 9.661594301766437 Each least square approximations [12.10119081 4.09289705 -3.42482118 1.53429105 2.69595995 1.38775025 -0.42247939 1.01279419 -1.46109788 -0.16870598 -0.53966443 0.95478214 1.97045793 0.53724723 -0.48550671 0.73616176 -0.43345387 -0.44538342 0.3978778 -0.51598964] Distance 4.673166909589141 Each least square approximations [ 9.94274043 -0.84787 1.8197919 -1.98890284 -2.96135159 1.64849588 -0.3542223 -3.71733209 1.38046845 1.91599597 1.42825376 -0.19401452 -1.06574417 -1.57638774 -1.01416729 3.54312371 0.58426243 -0.47210872 -0.92206478 1.72858449] Distance 7.556548736349166 Each least square approximations [-11.88911637 -1.49315388 0.02473674 -2.07899115 -1.99892863 1.04029847 2.49731132 -0.75912177 -0.48766835 0.95417058 -1.68850139 -1.77699562 1.35287995 0.93554531 -1.04156291 2.59376373 0.70531183 0.86859046 0.74154844 -1.38746383] Distance 6.118881667391401 Each least square approximations [-8.8004571 3.83479928 -6.95984277 1.93720522 -0.51327817 0.93510459 -0.35521224 0.87878538 -1.71149673 -2.47521165 0.69847488 -0.86558573 2.08163596 0.86815665 0.10434975 -0.25039698 0.13983275 0.16790276 1.45261434 -0.17203141] Distance 6.944145399759013 Each least square approximations [ 9.09788239 0.28851198 1.6466716 -1.52352806 -2.81890764 3.41403243 -2.87886455 -0.63525855 -2.59160217 -0.35654023 -2.53692477 -0.2615671 -0.77025463 -0.02117771 -0.47547444 -0.36064772 1.43899319 -0.31799386 0.81504395 0.39746646] Distance 8.875344844544236 Each least square approximations [ 8.94874675 0.15732944 -3.56905983 -3.35146249 3.9252195 -0.21620163 -1.37339095 -1.87687033 0.60376129 2.71350037 2.08267838 -1.05559864 -0.03931582 0.44967069 3.0624058 -0.9603458 1.47826298 -0.55138118 -0.37540695 -0.08758507] Distance 7.809249153272354 Each least square approximations [-1.01487286e+01 -2.58677328e+00 -3.47203394e+00 -2.25793850e+00 1.14432020e+00 7.18368003e-01 -4.04162142e-01 2.99103175e+00 -3.21672655e-01 -3.68682718e-01 3.98535568e-01 1.74369563e+00 2.54606253e+00 -2.63988515e+00 9.85747524e-01 1.34831686e+00 1.44092944e-03 3.22210354e-01 2.19968173e-01 2.29114519e-01] Distance 7.388049152002335 Each least square approximations [-9.43298500e+00 7.30853531e-01 -4.51417869e-01 -4.49176865e+00 -1.70622857e+00 5.39833439e-01 9.32054232e-03 1.45314456e+00 2.37667901e+00 8.34632422e-01 -5.81568657e-01 2.06875737e-01 1.64495673e+00 1.73172219e-01 -4.32133236e-01 -4.03453582e-01 7.21865261e-01 -6.53357471e-01 -3.60670317e-01 8.69443818e-01] Distance 9.240629093416807 Each least square approximations [-12.12890617 -3.36014769 2.04711002 -1.86985641 2.8910454 0.33309522 -0.51651691 0.86250723 0.5418688 -0.06030197 -0.86993048 2.26069776 -0.38084608 -1.63179592 -0.05462408 -1.70924485 1.25689443 0.97475033 0.38981057 0.50319753] Distance 4.673792260548324 Each least square approximations [11.04995867 -1.22928327 2.01131242 -0.97519691 0.9889358 2.20628993 2.70052962 -1.05050738 0.33246929 0.51726116 1.35697699 0.37080486 1.23813874 0.6859286 -1.30531696 0.70591721 1.18758066 -1.2742531 1.53805249 1.02196177] Distance 7.509083439869404 Each least square approximations [ 9.1491465 2.07904769 -0.01196837 -4.12594448 2.17062591 0.25020164 -1.34264493 -2.06182282 0.01363089 -1.58882395 2.5211796 0.08334398 0.51080718 -1.44805641 0.20920857 0.88802514 0.97368152 -1.3080791 1.01635632 -0.61711175] Distance 8.956141154034075 Each least square approximations [10.86578621 -0.98601834 -3.75151156 -3.14466997 -0.19338628 -1.92760115 -1.23328542 0.40258652 0.54936153 -0.91830198 0.48181768 3.07726071 -1.10920155 -0.20017651 1.89212236 -0.01766233 -0.02651591 -1.79348947 -0.31964889 2.17727302] Distance 6.328527049521953 Each least square approximations [-9.75343929 -0.31931503 0.64937485 4.34028424 -1.8504846 -0.82437581 -0.14365084 -0.34351729 0.78201637 2.79502813 -2.46253087 -0.72055755 -1.38534093 0.96500465 0.18784701 -0.20480922 -0.45192265 -0.85853053 -0.05890175 1.37539502] Distance 8.528736826329908 Each least square approximations [-5.32179899 4.99594495 -4.2942405 1.71305378 1.07364736 -2.54027243 2.83807827 0.9202313 -3.32908733 0.47360297 0.63103786 -0.70620277 1.8399754 0.21107154 -1.31714226 0.02912105 -2.85417734 3.29718304 -1.06257722 0.76906693] Distance 9.207712034130203 Each least square approximations [10.95510215 0.31695638 0.12065978 -0.91659826 0.09850247 0.77095958 -0.70311097 -0.48728067 0.72858697 0.20761314 0.12529568 -1.00874717 -1.40035332 1.08919634 -0.41245204 0.11061151 -0.69127275 -0.74162145 -1.49714521 -0.97848646] Distance 9.087594886245357 Each least square approximations [ 9.0689665 -3.96595843 -2.34557547 -1.58571089 0.4762424 1.78579791 -1.93167473 -1.26851409 2.30255971 2.13322795 1.22702373 -0.8458903 2.72943016 -0.61904118 2.4618984 1.22493705 -0.39437302 0.39299626 0.11579456 -0.75315463] Distance 8.423015220445807 Each least square approximations [-7.15080162 -4.08599914 -4.29083502 -1.85563435 2.00049193 1.9841366 0.92279304 2.27601442 -1.93940631 0.04982924 0.48068197 1.66614348 0.61838921 -1.80660782 1.11318137 -0.77494075 -3.11385841 0.73537699 0.0171561 -1.19014477] Distance 9.299911349156588 Each least square approximations [-10.86027121 3.20208136 3.58887478 1.22068818 -1.58032933 -1.50100387 2.19147381 2.84359688 2.6026313 3.9561474 -1.58824202 0.51261535 -1.5036671 -1.31300594 0.20424052 1.72557181 -1.53598138 0.53956007 0.95586612 1.21693454] Distance 4.072592677384998 Each least square approximations [-8.73160524 -2.93727168 3.80995562 0.22317821 -0.58391835 2.83790475 0.200814 -2.17141481 -0.38830774 0.72224959 1.80964061 0.62690523 0.60683189 1.23202195 0.19601534 1.69691642 -1.9113241 -1.50789286 -1.14331465 -0.96440277] Distance 9.173919569905982 Each least square approximations [ 9.01431712 -1.01805389 4.50337493 -0.69778302 -0.20071567 1.8382503 -2.85319467 1.48346563 0.37017898 2.51390728 -0.9467501 0.39154992 -0.67663417 -0.32872429 0.81352225 -0.90162337 -1.45090527 -1.98057476 0.8297356 -1.40092762] Distance 8.888473679960281 Each least square approximations [ 8.28851704 3.07285696 0.87788809 -1.56379598 5.12857257 1.82930817 -2.52569965 0.18503761 0.28766909 -3.85978696 0.55640576 1.13697019 -0.54335841 0.01385292 -0.63553568 -2.14804711 -1.41476427 -0.79843292 1.59327813 -0.92639177] Distance 8.28860571875089 Each least square approximations [ 9.51605891 -1.88363408 0.96206936 -3.96009994 -0.6672991 0.14173912 -2.32938305 -1.74058635 0.45118717 0.75438448 3.55349833 1.69237998 1.36252269 0.78995357 -2.58102956 -0.20134999 0.08644183 0.86192928 -1.03329292 1.64758733] Distance 8.027535754637446 Each least square approximations [-9.90325797 -1.55423454 0.86277473 1.50130892 -5.36969313 0.35686247 1.49745873 0.75554956 1.80569808 0.79072327 -0.32897923 -0.38899907 -0.61750672 2.69162217 -0.11298884 1.15096585 -2.02031989 0.69012379 -1.13386144 -0.13391881] Distance 7.734350188310762 Each least square approximations [-8.16861562 2.32764054 -7.23211366 1.6262559 3.15418741 -0.65949805 -1.76169014 2.87697427 -0.62485482 0.19778413 1.50634089 0.52398055 -0.35027363 -0.5231161 -1.99997607 1.08932268 0.24359234 -0.38057786 0.93398411 0.38170253] Distance 7.688037424995425 Each least square approximations [ 9.06849241 1.78941204 0.17263633 -3.12969434 -1.23699474 2.82722363 -1.96057726 -1.73393392 -4.35154847 1.5455134 -1.03922024 -0.43937541 -0.55192238 -0.68246661 0.10808926 0.64685222 0.86182692 -0.58966318 0.37342955 -0.63401035] Distance 8.981807464208414 Each least square approximations [ 8.87749109 -0.22749984 -3.90020718 -4.16114543 1.47075617 -2.17521045 -2.16510698 -1.0781174 0.04817035 2.68655465 -0.76868999 0.95239526 -1.4574169 1.73058161 2.11547085 -1.15871977 1.01867229 -0.62921005 -0.27644771 1.66272932] Distance 8.347365613795981 Each least square approximations [-11.18826266 0.95002852 -3.33304768 3.48342565 0.89862667 1.29963414 1.0721463 3.13215389 0.28072229 -0.86975252 -2.21785765 -0.47214732 0.04721276 -0.37104771 -0.98644472 0.997634 -1.89030415 0.02798969 0.21459592 -1.6978183 ] Distance 6.353990247862472 Each least square approximations [-8.00893607 1.44323679 1.18388467 -3.93132567 -3.19616169 0.58737356 -1.87697334 -0.92360393 1.67436008 -0.25234303 -1.26233291 -0.81374232 2.08939799 -0.15100382 -0.02800336 1.88581822 0.3318967 1.40170794 0.22520098 -1.06390035] Distance 10.168364788559982 Each least square approximations [-10.50304347 2.32642523 1.86482151 -4.13504111 -2.1011032 2.27854776 0.08369589 -2.26802663 0.02909894 -0.71131453 -2.87489882 0.89519308 2.04975942 0.42262382 -0.78554141 -3.4049146 1.13400962 -0.3110592 -0.89310641 -0.68156256] Distance 6.154061054013418 Each least square approximations [ 9.86250167 1.83956461 2.48956146 -3.08552342 2.1563735 2.64627643 4.28364438 -1.05713725 -1.1303581 3.63869981 0.81281981 0.33979269 -1.04546886 -0.53185658 1.15928119 0.33997258 -0.60793001 -0.07930878 0.22829084 1.01951596] Distance 7.117088937970938 Each least square approximations [ 7.74668923 2.45234435 2.92973953 -3.82955438 2.52164099 1.23918131 -0.59354583 -1.18223658 0.83260886 -1.29778081 1.63696351 -1.29026302 -0.40388916 -0.66604657 -0.78007342 2.30007876 0.54150348 -0.28688118 -0.03396497 0.1964979 ] Distance 10.255721432218298 Each least square approximations [ 7.98683387 -1.67632248 -2.89609443 -7.51032664 1.6319745 -1.00981895 -1.84178471 -0.45574322 0.81672766 -0.76151401 0.89338373 -1.67998677 -2.16348859 1.65876425 0.25981382 0.06751851 -3.67106799 -1.06806988 -1.88455246 0.15458566] Distance 6.964293801469452 Each least square approximations [-7.87665532 -2.27231635 3.98265909 3.27541005 -0.48046603 -0.13739201 -0.91765864 2.02177364 1.05508851 2.84959909 -0.38017268 0.6098543 -0.80896361 -0.15596827 -2.14365501 0.32333785 0.91988751 -0.80041986 -1.59887377 0.38328887] Distance 9.972357116074836 Each least square approximations [-6.30772303 2.60632646 -3.02893247 -0.79221249 -4.01302446 0.71510492 2.65733927 -1.56039578 -4.33180044 1.26461595 -1.03604626 0.99102926 0.33625645 -0.64222327 -0.23777498 1.06745775 -1.20631969 0.52161289 -1.42954492 1.0816863 ] Distance 9.987720960166524 Each least square approximations [ 4.29906318 1.4429965 0.85292169 0.07523102 -0.3445425 3.80916231 -2.01462987 -0.52296635 0.75300345 -3.28698178 -0.71997096 -0.06630979 -1.16421232 1.28622935 0.9359734 0.64978149 -0.18523717 0.48546377 -1.29386211 -0.76386986] Distance 12.34273374137835 Each least square approximations [ 5.09517112 0.58371047 0.02363501 -2.09928021 5.92338806 2.90563398 0.87908067 -1.16563543 2.90616257 0.30926053 2.882052 -1.40246782 0.74471245 -0.31595225 2.87581563 0.80844482 -2.99069278 0.19065252 -0.83229947 0.21447307] Distance 9.841175088824663 Each least square approximations [-7.0129835 -0.15686123 -2.36183802 -5.81237829 2.45557842 -2.07020468 2.15565779 0.57060714 -1.97861933 0.60504682 0.44889443 2.81812173 2.58419403 -0.69548152 1.69049317 -1.8466833 1.70646827 0.67000098 0.56659863 0.70914374] Distance 8.79972128253222 Each least square approximations [-9.62068983 -5.97666431 -0.17654685 2.18421215 0.23751723 1.99732821 1.5946152 0.93084536 -0.05343431 1.87014065 1.35286166 0.74729968 1.28745587 -1.01589741 -1.10325939 1.07262049 -0.4952095 0.28536038 0.25903696 -0.42676249] Distance 7.698920449070559 Each least square approximations [-7.74303008 -4.4645349 -0.66378123 2.28254879 -0.75126692 2.58042134 0.42851365 -1.91769424 0.96189283 -0.8174028 3.11218854 1.33433875 -0.10741623 -0.40603918 1.37949126 -1.89318214 -1.38700166 -2.40863071 -0.38495347 1.25733099] Distance 9.30224962909274 Each least square approximations [ 5.00048237 -0.70715974 4.49245873 -0.23170066 1.00237828 1.60888534 -1.32673193 2.26227312 -1.55321332 0.50456772 2.81477621 0.05216885 0.89478713 2.97124485 0.77142572 -1.88548321 1.86871761 -1.98113066 1.82158154 -0.40674025] Distance 10.947425105181646 Each least square approximations [ 8.4314969 -2.90314072 -2.63953724 -3.90669728 -0.63694234 1.39937306 -2.4392585 2.03668042 -0.84428589 -0.93565438 2.59169486 1.45131742 -2.56450518 -1.91342029 1.55197718 1.3056882 -0.13961212 -0.21762887 1.05258743 -0.01431855] Distance 8.437006787026508 Each least square approximations [ 7.75332112 3.02699125 -3.52133292 -1.40949524 -4.71372602 -2.60893616 -2.31046183 -0.69531999 -0.01225565 0.46376653 -0.27032227 0.43749303 3.20522916 -0.4579754 -0.76892597 0.70871791 1.57306682 2.47186211 -0.53610737 -0.68616647] Distance 8.45107886174948 Each least square approximations [-8.78271786e+00 8.36765018e+00 2.87970276e+00 3.54736123e-01 -3.68537724e+00 -1.83684705e+00 1.47651576e+00 -1.15627375e+00 2.16641687e+00 -1.11357001e+00 -1.32106540e+00 -5.55326177e-01 2.82021723e-01 -4.21547115e-01 -6.78902943e-03 -5.23357323e-01 9.02164093e-01 -1.30977886e+00 7.13210501e-01 5.07612877e-01] Distance 4.8447303855178365 Each least square approximations [-5.42046322 2.67552131 -5.04679396 2.19855214 -3.85741455 -0.64542669 0.93916153 -1.16436303 -1.86170051 1.58744237 0.15277149 1.01728481 0.06898439 1.84502696 3.16729699 2.69344212 -3.08726526 0.10249715 -0.33809997 -0.64819551] Distance 9.908671207412539 Each least square approximations [ 7.08018207 1.31789227 -1.40188664 0.86582323 -1.05991309 5.11932493 -0.69530605 -1.0016431 0.14857342 -3.5422097 -0.42837099 -1.49293149 0.85300783 -0.08655881 0.57554674 -1.32051992 -0.14413025 1.50949414 1.42890261 -1.83832549] Distance 10.557659165769483 Each least square approximations [ 7.34221629e+00 2.10441580e+00 1.27837850e+00 -2.83659846e+00 4.83987263e+00 1.36003017e+00 -1.79985824e+00 -5.92069904e-01 1.92238198e+00 -7.84811229e-01 -1.07899519e-01 9.81478335e-01 -1.00195570e+00 7.83679188e-04 2.04133583e+00 -2.14943886e+00 -3.75156189e+00 -1.45552492e-01 -5.51180210e-01 2.57628672e+00] Distance 9.34770868783782 Each least square approximations [-7.72777534 -0.88805017 -3.89544806 -4.23056231 1.73233348 -1.95518959 5.23138586 -0.18046491 0.59140382 2.40343123 -0.76529646 2.36383404 0.43200138 -0.8386078 -2.18444592 0.11749613 1.18874686 1.18672064 0.07304011 0.65444802] Distance 8.4464019597776 Each least square approximations [-9.41473641 -1.9572377 -3.43391261 -0.82443551 -2.53491 -0.54703451 0.58962694 -3.32661568 0.29206817 0.13726717 1.98287189 -1.47657837 2.93707274 0.8672508 -0.57537917 0.06270142 0.57680347 -0.67166401 -1.14235742 0.4648826 ] Distance 8.891666450154409 Each least square approximations [-8.40816824 -2.94402827 1.30281815 0.81067815 -2.92741505 -0.16433201 -2.94441172 0.08908953 -0.12923583 1.00166115 -0.23082177 2.46435616 -0.83766994 1.99371645 1.95826384 0.06420913 0.01409446 -0.54166716 0.45691833 1.03014773] Distance 10.205688609960882 Each least square approximations [ 6.08346458 -2.01831812 3.02916791 -2.14413665 3.83416135 -0.0887312 -3.29335618 0.3651108 0.8468589 2.10820728 2.20377256 -0.29352383 1.40170642 2.96004526 -0.04153289 0.30388094 1.23742451 -1.06155339 2.05287681 -0.98337727] Distance 10.538822702253581 Each least square approximations [12.41341412 -4.69100305 -3.35031867 -2.03648196 -0.61303282 0.1888451 2.89625992 0.05266554 0.2499989 -0.86925939 0.4784853 -0.7644404 -0.81128994 -0.41535928 1.24343587 0.33688642 -0.67058259 -0.52145286 -0.9260101 0.16645929] Distance 3.7912449443641263 Each least square approximations [ 7.96993389 -0.87804424 -0.74805542 -1.37140859 -4.42176505 -0.34210345 -0.94874829 0.54071689 2.89007201 0.86935305 0.87731796 0.72395841 1.67647277 0.02947223 0.95279977 2.25242849 0.29441655 1.83093492 0.3018253 -1.26881651] Distance 10.413810412128042 Each least square approximations [-10.30608525 4.88283862 2.40732813 -0.66495342 0.7355973 -3.9943847 -0.59301397 0.72798078 -2.36194399 1.13161476 -1.30277959 0.17093539 1.09898999 1.46119531 0.20457735 -0.34524159 0.23673162 -0.12656741 -0.38444359 -0.90451004] Distance 7.319460164129376 Each least square approximations [-12.10876512 2.29154102 2.01961136 -1.58326216 1.69721356 -1.39867675 -0.91142137 0.7850118 0.45866078 4.33479408 1.57970192 -1.27155468 1.42725277 -1.41918933 0.83466927 0.02040645 0.50082333 -0.0743695 -0.39975796 -0.97472294] Distance 4.136778687101535 Each least square approximations [ 4.63585749 -0.33847092 -0.55519195 -1.08200545 -1.17563033 0.98941963 -1.65750195 -1.1525999 -2.57784707 -0.50301949 -3.23321307 -0.31724256 -0.11469985 -1.46365548 1.20043867 0.29768241 0.68633485 -1.82037141 1.43514365 -1.64298506] Distance 12.323962350467628 Each least square approximations [ 6.55047406 2.26686215 1.5358649 -1.08847936 3.13046297 -3.59755664 -1.14403141 -1.1651956 0.31926782 5.01860325 2.95234946 0.79988652 -2.28764293 0.84613509 1.25813231 0.08022065 2.26092878 1.25629046 0.02182823 0.44115359] Distance 9.22036992415873 Each least square approximations [-8.20986808 -1.03565846 -0.84209019 1.32771011 -6.12257366 -1.60461765 3.32813604 2.27279514 -0.26562441 -1.3881572 -3.17990997 0.22364502 1.71003988 -0.67498889 0.84429018 0.46641127 0.59636498 -0.85521716 -0.46551036 -0.45255868] Distance 8.115159301347976 Each least square approximations [-5.49470575 -1.5220379 1.48077656 -1.61436603 -0.1996813 -4.01684581 -0.36454586 1.61461735 -0.88718304 -0.31957906 -0.83695553 0.94718178 1.50678508 -2.77095112 -0.23223661 2.53369539 -0.6741851 1.95019369 0.7727472 -1.39432995] Distance 11.364553116479765 Each least square approximations [-7.87339255 3.43296543 -0.47056172 -0.19703376 -2.2069442 3.59844143 2.38680006 3.72997024 1.99024052 -1.36524275 1.58414603 2.06914349 2.26285695 -1.00369138 -0.26418204 -2.66449574 -1.44980336 0.06424962 0.54049738 0.70928811] Distance 8.414521167779414 Each least square approximations [ 7.55899891 4.55366601 0.31825682 1.09109052 0.23858229 1.42013733 0.38078659 2.20477345 -3.97023834 0.20048659 0.69964403 3.73671267 1.40982472 1.20481039 -1.43236307 0.19064274 -1.18605391 0.19320524 -1.0449675 0.98102892] Distance 9.249661907058588 Each least square approximations [ 4.87913909 1.31685592 -3.69437674 -3.33348025 2.43854753 0.23322844 -4.27634126 -1.07619638 -0.3688747 -2.01266252 1.55982825 -1.33909223 0.35371762 -0.20404814 -1.33516469 3.87711395 0.88292977 -1.7978513 -0.33282594 0.15671962] Distance 10.285653926742091 Each least square approximations [ 6.36121228 3.23029718 -3.19308499 -2.99703672 3.21611117 1.72773515 -3.86263465 -3.5831558 0.92051694 -1.39762312 1.00955976 0.89078949 -1.46341489 0.32999698 -0.6852318 1.8057873 -0.59241345 -1.13243782 -0.75187525 -0.91984323] Distance 9.288640619150307 Each least square approximations [-5.82215221 0.10498387 0.03760966 1.22069097 -1.47526546 -3.5470641 2.32230715 -0.13403255 3.00216507 2.58817285 1.70346844 -2.18694196 1.42481536 -2.3546638 -2.54721964 1.82952053 1.55360444 -1.65829058 1.54872408 0.2280105 ] Distance 10.348611653993414 Each least square approximations [-7.96466802 1.66418898 -5.17534868 -1.38151982 -1.53118555 1.83745483 -1.12521392 3.76378742 0.32537096 3.94217116 -0.29080129 1.74348722 -0.99754883 -0.61581055 -2.77958257 2.21747795 -1.25501538 -0.69656366 0.87868627 -1.72614452] Distance 7.158417845826816 Each least square approximations [ 5.95532566 1.34581986 0.78756238 -0.70100474 -0.97942122 2.26315714 -1.35404072 -1.1138006 -2.72257065 -0.91565234 -1.68271569 -0.64129961 0.88557936 -0.3536784 0.11853459 0.58375709 0.97180863 -2.03322925 -1.68812358 0.50632453] Distance 11.72213275811511 Each least square approximations [ 6.39227451 3.26849814 -3.37880646 -3.7774612 3.13911938 -1.67664317 -0.35313406 0.36038881 2.89631231 0.39495864 3.03410549 -1.08847848 -1.83950697 0.97518822 0.71045266 -0.48832868 -0.56425494 0.30384799 -1.23546208 2.97607411] Distance 8.996542896849354 Each least square approximations [-11.91247316 2.68035909 1.20726349 2.14392987 0.06820038 -4.02937855 1.73393296 1.27520422 -1.83811184 -0.68672213 1.16381929 1.1810576 1.16269515 -0.42869457 -1.41057844 0.96360741 0.41505639 0.78341631 0.49767863 0.39604406] Distance 4.199059356192121 Each least square approximations [-6.48635021 -0.20874164 -1.61232694 -1.14119693 -2.31522942 -0.51928714 -3.78247802 -0.92427709 1.46453436 1.33701525 1.71152324 1.18070404 1.34749251 -1.99253288 -2.34796433 0.30570685 0.14093263 -0.17302122 -0.68223054 -0.43423716] Distance 10.896470573873147 Each least square approximations [-9.50391178 2.06623731 -2.20068398 -3.36973932 -4.41259203 1.49867674 -0.28293668 0.16688918 -1.0485542 -2.58033552 -1.4512638 0.54267311 1.09560111 -3.52551578 0.86277627 -2.2124224 -0.98758013 1.1672346 -0.2749855 0.92813817] Distance 6.369932967173144 Each least square approximations [ 6.59678952 -0.20531855 1.69731911 -1.52336307 2.63169493 3.10455578 2.1537626 -0.48219677 -3.20697006 1.99475866 0.88009141 3.99114071 -0.13393815 2.07417236 0.08664643 -0.7437698 -0.13579251 -0.56733131 -0.08758921 1.3759323 ] Distance 9.879704330897026 Each least square approximations [ 8.13400733 0.57847132 0.44352945 -1.09969531 -1.59210031 0.04181522 -1.28529589 2.51023617 1.93378708 -0.58603531 3.13847173 0.57411369 -1.19499892 -0.76820342 -1.08528509 2.62883027 1.2555122 -1.18497995 0.78843299 0.64029711] Distance 9.955936056656345 Each least square approximations [ 8.8807366 3.43881555 -2.70035073 -3.17757096 0.78986563 -2.67428905 1.69080208 -1.59340943 1.25401797 0.3610288 1.09424893 -3.49995403 -1.09108357 1.39898305 0.60043566 0.18434595 0.01276738 -1.23142159 -1.5545266 -2.06370965] Distance 7.599689935948539 Each least square approximations [-8.37213482 0.91714644 2.30875267 -2.87847667 1.19572688 -0.29424247 -1.04183553 0.69780912 2.90999789 1.0230451 -0.86692159 -1.21540122 -0.41544468 -0.76634461 -2.04788316 -2.8322479 2.53674663 -1.68279967 -1.72432111 0.17563193] Distance 9.014785505602777 Each least square approximations [-5.28855172 4.12919947 -4.31370305 2.45822755 -3.18605891 -0.55119931 0.16480032 0.47531345 -4.41656009 1.84444799 -2.45307328 0.38558903 0.40313105 2.0263016 1.04138083 2.50625429 -0.45024817 2.06632251 -0.10257618 -2.78006558] Distance 8.790189186116033 Each least square approximations [ 8.50997376 -2.85763794 -0.95527933 -1.65980585 -1.45290486 2.50234759 -1.09700143 -1.99465612 0.75206548 -2.1611601 -0.41130869 -0.60800959 0.8021966 0.82181727 -0.74631739 -0.74342068 0.44598056 1.99594524 -1.61504312 1.10655387] Distance 9.8253885999044 Each least square approximations [ 9.19266618 2.59538197 -2.5634727 -1.27693419 2.48768501 2.60153064 -1.80453058 0.82416126 1.02510476 0.11731464 2.98196259 -0.38447909 1.3340386 -0.98132152 -0.36148035 1.44331007 -0.79998959 -2.17961418 -1.29745029 0.72802005] Distance 8.459619003060828 Each least square approximations [-9.75338986 -3.08569843 -1.32983056 -2.99765328 0.86234684 -0.90941844 0.86151344 -1.14152974 2.15520578 1.3804441 2.08531959 3.16465671 -2.01872493 0.313108 -0.01355504 3.01220973 -1.10162999 -0.12552318 -0.35356588 -0.16264161] Distance 7.483520872747587 Each least square approximations [-9.37340854 2.6000819 -3.12293448 -1.17611421 0.14539222 -1.33874056 0.19783692 -0.77346187 1.61644785 2.11966216 1.95165213 3.74644829 1.67196821 0.90249577 -0.49556271 -0.27692346 0.20325135 0.68952058 -0.96213211 0.76318296] Distance 8.452790045614242 Each least square approximations [-8.53700025 -2.80203534 3.18069459 0.08904519 -2.63576325 -0.88749465 -2.33946991 1.95283573 -3.26528987 -0.32824792 1.10966133 1.63969338 1.84327587 -1.21181554 0.23176494 0.70583908 0.99569331 -1.63063309 -1.23793359 -0.76330375] Distance 8.764356199670178 Each least square approximations [ 7.07225417 -2.92521432 5.05336788 -1.76578561 0.00878865 1.72448699 -1.4567337 1.81922159 1.60556648 0.83354392 -0.92880204 -0.50055443 1.48675331 1.88387528 -1.00802867 -0.43140505 0.4934542 -3.7032002 0.71118737 -1.40635408] Distance 9.335059387424472 Each least square approximations [10.626082 3.52527924 -1.6045301 0.44002678 -0.72406425 -0.74926102 -3.02045545 0.65663576 0.67712336 -0.75446901 2.08337698 -0.55291774 -2.32027074 2.0270145 1.03474428 0.23138588 -0.29253408 -1.07510041 0.28080023 -2.86192681] Distance 6.783407415468071 Each least square approximations [12.23855683 -1.8358081 -0.45441544 1.38577282 -0.7242196 1.86612632 3.26110447 -0.51997091 2.5860775 -1.0452283 -0.50635534 -2.55089879 1.65369802 -0.50354846 0.49070723 2.00344245 -0.49799465 0.8654358 -0.06326738 -0.48005169] Distance 4.166045862138724 Each least square approximations [-11.26362264 -0.97271237 -0.0922971 -1.27457603 -0.16965376 -0.87020502 2.54823146 -1.73804855 0.73971608 0.51541251 -2.21705044 1.05877144 0.59208698 -0.72406376 1.15668531 -2.05416437 0.27757359 1.14614403 -1.95820947 0.16182682] Distance 7.2307471223596105 Each least square approximations [-6.92518778 5.15815486 -6.55816768 2.80962482 -0.27274047 -2.25223483 2.50058351 -0.94245975 -2.4938871 0.95507096 -0.5248812 0.61361034 0.11051939 1.07243394 -0.27586279 1.65993151 -0.09222893 0.9980958 -1.58575105 -1.75042953] Distance 7.253212569013283 Each least square approximations [ 9.09755952 2.04061277 0.55857288 -0.68956086 0.23523511 5.07185128 -2.94800713 -1.82608171 0.59184782 -2.27056941 -1.23893098 0.12547237 0.36892884 1.14176087 -0.02999242 2.42854876 -1.30222956 -0.46093564 0.341885 0.60994879] Distance 8.14939594340514 Each least square approximations [ 9.4819261 -1.84077281 -2.88890093 -2.74853305 4.44743542 1.53497899 -0.73092194 -2.43788458 -0.01484499 0.57369436 1.55102004 -0.10700559 -1.04592668 -1.21567672 0.39058147 0.91892675 -2.48835132 -0.20585933 -0.99940494 -0.17145888] Distance 7.572293350223658 Each least square approximations [-10.00711282 -3.41432138 -4.55074081 -0.8018541 1.85070495 -0.12314007 0.96129953 1.17922959 0.65304678 0.24006799 2.72251038 3.22074244 -0.60294694 0.17603364 1.02279146 -1.72363021 0.12981679 0.48232888 -0.2668633 -1.08190823] Distance 6.75626505315349 Each least square approximations [-12.07793732 0.72206959 -1.84162162 -2.80632611 0.57623331 1.3213384 0.01646223 -0.08316855 0.79445867 0.83928242 -1.11073841 0.31698606 0.69287982 0.22621989 -0.2215787 1.06199128 -1.50568269 -0.72480287 -0.76070002 0.22082473] Distance 6.417034394651533 Each least square approximations [-9.76810567 -3.15817036 4.46883877 -0.97782042 -2.2890341 2.56947458 -0.65838031 -1.47796848 0.34002841 1.7754313 0.9069068 0.76632924 1.13581686 -0.3336502 1.53445131 -1.03693387 -0.3038738 -1.94200994 0.83582104 0.81267612] Distance 7.295101881957379 Each least square approximations [ 8.42989374 -1.6188703 5.31171647 -2.13364759 4.32748339 1.67607019 -0.44971904 1.68908374 1.203369 0.52416959 2.41433049 -0.08589342 0.60798573 0.63941634 0.29805416 0.50335338 0.24201899 -2.17889052 1.21562849 0.04403811] Distance 7.919491067234393 Each least square approximations [10.64031891 2.8305282 0.68046229 -5.54446104 0.89243395 0.4342561 -1.2346381 -1.386319 1.2297758 -0.60442392 1.26038179 -0.58216128 -1.93859747 0.49575655 0.23236985 -0.1591847 -2.05708071 0.20666954 1.39371542 -1.11061043] Distance 6.043517388426882 Each least square approximations [10.82709754 -2.38029486 -1.47761501 -3.34681518 0.04050252 -2.28097122 -0.33670905 -1.36185497 -1.62604623 1.14310306 -0.36988673 0.60757214 0.9088826 -1.03662863 0.06610628 0.58321264 0.36248049 2.23170624 -1.5565879 0.28473028] Distance 7.138603187325688 Each least square approximations [-12.05552504 1.81031237 2.32400329 4.60352551 1.39744187 0.69271211 0.83308188 -0.3493031 2.50810465 0.78713426 -0.92499123 0.55989618 1.07441554 -0.06019005 0.89038166 -1.4336374 -1.16481658 0.02138434 -0.42124884 -0.23126316] Distance 4.074024360691248 Each least square approximations [-7.07430745 3.55654734 -7.44582019 3.64592686 -0.94517375 -2.37023131 1.31846119 -0.02046488 -1.85745365 1.06517385 -0.36509255 1.24049898 -0.48587667 1.89024617 2.59297848 2.54366267 -2.99145198 0.52153026 -0.70275211 -0.78562829] Distance 7.118368337536767 Each least square approximations [10.45541937 2.94955361 -0.79241625 -1.65883829 -1.705058 5.76070551 -1.36734049 -0.48753704 -0.37771407 -2.15823109 0.06179789 -0.56591473 1.21534679 0.23223225 0.68033821 -1.14977139 0.20974195 0.75133717 0.76419865 -1.11214645] Distance 7.312675632011466 Each least square approximations [10.52824609 0.10001474 -1.77746797 -3.90894286 4.03815569 1.72741924 -1.28909758 -1.96898126 -0.08591237 -0.71779528 -0.47449173 1.78559283 -1.21572337 -0.67088377 1.50380924 -1.41712522 -2.26395246 -0.87171463 -1.06920569 1.31818788] Distance 7.1356959235195045 Each least square approximations [-1.03919425e+01 -2.74650896e+00 -5.13045020e+00 -1.19449238e+00 1.85084236e+00 -1.28089028e-03 2.93705957e+00 -3.73876095e-01 2.55646263e+00 6.54395142e-01 1.07356142e+00 1.99216738e+00 -5.28558424e-01 -1.02085457e+00 -3.19902564e-01 -1.76967534e+00 6.51345500e-01 3.79255860e-01 -1.33434992e-01 -3.77782211e-02] Distance 7.158000464650237 Each least square approximations [-11.67661082 1.94796179 -1.93057527 -2.59900197 -1.31130405 0.23469191 -2.19534337 -2.76361882 2.22558613 -0.68415617 -0.21168356 -1.04082345 0.83631921 1.02168341 0.62680993 0.69365058 -0.60830739 0.17832477 -1.38305399 0.29754803] Distance 6.8934268265792475 Each least square approximations [-10.40349165 -2.83084485 4.61790985 -1.35986951 -3.03238432 1.12396251 -2.6511706 -0.75603845 -0.01220999 1.11520962 -0.84300708 0.63863336 0.76263753 2.446058 1.34784459 -0.30264506 0.09046017 0.10114823 0.72710977 0.80271136] Distance 7.377955372547293 Each least square approximations [ 9.44869294 -2.26141999 3.54552497 -3.79108668 4.76138473 1.06729853 -2.52518111 0.52088421 1.18155486 1.82935223 1.94540411 -0.8363534 0.46365459 1.17624472 0.31477395 0.30075855 1.27790391 -0.48266954 1.21406023 -0.61099681] Distance 7.577600768472581 Each least square approximations [ 1.35063031e+01 1.64051119e+00 6.89038341e-01 -2.70264605e+00 1.47852289e-01 6.51837939e-01 1.58220232e+00 -1.69844414e+00 1.32650767e+00 6.55904664e-01 1.19536464e+00 -9.96560773e-01 2.22001184e+00 1.19504899e+00 -2.80098123e-03 1.17307463e-01 3.23887490e-01 -4.30081925e-01 -2.48630623e-01 1.01345741e-04] Distance 3.725776215688984 Each least square approximations [10.18680943 -3.14506121 -0.22386552 -4.09842462 -1.87503942 -0.78587747 0.02874408 -0.27747544 1.48524756 1.71058924 0.46995099 0.02377855 0.63892897 -0.99651282 1.26589199 3.18224372 0.39166862 0.30386182 -2.01958874 1.34795559] Distance 8.037067579556654 Each least square approximations [-1.22448449e+01 3.41340612e-01 3.13130327e+00 1.80883913e+00 1.28326057e+00 -4.42175131e-01 7.17561961e-01 2.13380155e+00 -1.98136456e+00 2.49879166e+00 -1.68433321e+00 -8.27938581e-01 7.39555164e-01 -7.57049630e-03 -4.43337328e-01 -4.06306103e-01 -6.39783109e-01 4.91678460e-02 -1.49244481e+00 -5.86048978e-01] Distance 6.026383948851611 Each least square approximations [-7.26673983 4.1907355 -7.78127552 2.20103343 -1.72998806 -0.35380941 0.8157468 1.03229658 -2.59963002 3.07573695 -0.84764863 0.8216967 0.63872417 -0.47181018 -0.96248175 0.64267 0.48072011 0.35957084 -0.71236074 -1.35638923] Distance 6.9292039219897905 Each least square approximations [ 9.23336684e+00 1.40225074e+00 2.53461552e-01 -2.60014258e+00 -1.50608447e-02 3.35067853e+00 -3.00934583e+00 -1.29410155e+00 -1.04737350e+00 -1.30963267e+00 -1.37872554e+00 -1.19773661e+00 -7.66868388e-03 1.54967164e+00 -1.53857606e-01 1.22366510e+00 1.60708055e+00 -1.21467581e+00 -1.86232430e+00 -3.70814000e-01] Distance 8.784904060225262 Each least square approximations [ 9.82120568e+00 8.77236148e-03 -4.91718020e+00 -2.47276746e+00 3.03853476e+00 5.33937118e-01 -1.42592899e+00 -7.02802955e-01 1.51102269e+00 -1.02949852e-01 1.76638260e+00 -2.76066859e-01 -7.31173302e-01 2.90840487e-01 3.20015008e-01 -1.42550089e-01 -1.05219475e+00 1.42180326e+00 -1.78644075e+00 9.72365770e-01] Distance 7.656445175865121 Each least square approximations [-11.99872876 -2.76868259 -3.87963377 -0.23702107 0.57955231 -1.18769926 -1.25247913 0.93613973 -0.7419464 0.30011815 2.76777126 0.42956621 0.7453 1.44965589 -1.13830905 -0.04242292 0.21579547 -0.37592574 -1.12912226 0.78625712] Distance 5.0455438562880195 Each least square approximations [-9.67705597 2.74882364 -0.06559839 -2.76068981 -1.30580118 0.76101198 -3.15076285 -0.74190888 0.29852175 1.53215335 -0.73148606 2.65437759 0.652739 -0.19848141 -1.14510011 0.89912337 -0.34210516 0.20483123 -0.38143681 -1.43880198] Distance 8.622456676377581 Each least square approximations [-10.58939877 -1.85528736 2.69484413 -1.69662105 -4.16687964 -1.05738545 -0.43139623 -2.1829833 0.97672843 -1.42614901 0.27809774 0.1175931 1.03024437 -1.22629053 0.41320556 -3.11061713 -0.33736099 -0.92036092 0.20642722 0.34637438] Distance 6.719229884205562 Each least square approximations [ 8.96866999 -2.54035927 4.79896157 -2.82515665 1.91070915 3.34479095 0.68247372 -0.60209534 -0.99844967 -0.26625636 2.14029242 1.30498331 0.21740888 0.6525043 0.7112816 -0.7732608 -0.43942733 -1.36689075 0.27474953 2.02014196] Distance 7.8865640730765385 Each least square approximations [ 9.91796896 3.72114837 2.55936194 -2.83931252 1.54427088 -1.18890518 -1.35930698 0.81371439 1.50989891 -1.48148605 2.1004604 -0.61919696 -1.59154352 -0.25783079 0.70446592 2.17778914 -0.16639519 -0.17190531 0.58271912 -0.67358404] Distance 7.734397923431064 Each least square approximations [11.39694109 -1.83020406 -3.22665412 -3.36585433 0.76910043 -1.67263577 1.21633367 -1.07429117 -1.84107483 -1.05287462 1.57533807 -1.50496011 -0.54838817 -0.52697197 1.07122663 0.54239486 0.86519574 -0.44180104 -0.10395599 -0.92547234] Distance 6.069118699442788 Each least square approximations [-10.74582354 -1.70060291 3.191472 1.42578116 0.10777251 0.94213171 -0.78258913 0.30990372 3.15866804 1.38383062 -0.81612569 0.21760021 1.44032938 -1.08628338 -0.90787692 -1.78575746 2.21731177 0.03387635 -1.10661781 0.72109564] Distance 7.224038895931071 Each least square approximations [-6.85113048 5.98453481 -5.44913618 6.4243433 0.50744246 -0.65727454 -0.34060364 2.93464157 -4.26935933 0.62398105 1.03170435 -0.81250977 0.47690968 0.47286269 0.95489538 1.51297304 -0.67466613 0.24139333 1.3592397 -1.28380545] Distance 4.689546418392953 Each least square approximations [10.59922477 -2.83636951 1.38795512 -2.93821687 -1.92829179 4.27676447 -3.87331881 -2.65296282 1.37458695 -0.11079954 -1.29995999 -0.3251758 0.53858668 -0.2481084 -0.26836181 0.46495296 2.56019361 -0.54274558 -0.50241202 0.14279014] Distance 5.164564340166504 Each least square approximations [10.23127463 -1.77650361 -3.45592397 -2.67295297 1.6793117 -0.2612421 -2.19569462 -1.79394375 -0.63230726 1.89894642 0.69977372 1.14453687 -0.6244479 -1.03607717 1.17315238 -1.46359268 0.01323789 0.73044564 -0.38245716 1.12748583] Distance 7.908268979458967 Each least square approximations [-9.54311401 -5.00722251 -4.35026725 -0.98962753 0.50623057 2.22909998 0.67104182 0.01040977 -0.65976884 0.04456371 0.91688079 1.79947671 0.35703552 -0.6311491 -0.25424319 2.81666401 -1.62776342 0.54380474 -1.13462141 -2.66191288] Distance 6.859168840553377 Each least square approximations [-10.04968439 2.73869864 1.09153196 -4.60019767 -3.26018765 1.4701592 1.57489123 -1.29985491 1.77788515 0.06146266 0.44999541 1.94102427 0.93684063 0.71587177 -0.86383883 0.30052479 0.32531659 1.95561529 0.88169835 -0.07117705] Distance 7.158614046007128 Each least square approximations [-10.31162806 -2.16281379 5.76824872 -1.09937383 -1.0658957 -0.03378634 -0.3510162 0.39770773 -0.46360439 -0.0281019 -0.93081958 -0.14781916 1.99107912 0.98189499 1.19634939 0.9118416 0.0650899 -0.46439212 -1.44629995 0.48887843] Distance 7.4415421586283905 Each least square approximations [11.02175342 -4.74666708 3.28839517 -2.77523205 -0.51353328 -0.24237234 1.16844039 0.95221968 1.90020349 1.75806478 0.2047489 -0.17155966 0.09118442 0.94542181 0.48262313 0.16269656 -0.48818729 0.15471847 -0.14183681 -0.41879822] Distance 6.294270728971285 Each least square approximations [ 9.36839332 2.58889958 1.58356871 -3.7270061 2.83221199 0.6072727 -0.82794763 -1.81949369 0.35858863 -2.02195923 2.56706159 -2.17933531 -1.76842597 2.11843086 0.131376 0.7556171 0.41071202 0.24851334 -1.01871852 -1.35457553] Distance 7.938105958168783 Each least square approximations [11.08481372 -3.6507146 -0.95546426 -1.97433719 0.64054551 -0.03326365 -2.33299809 1.79654755 0.40097903 -1.54741016 1.91801816 0.71848328 -0.19511919 1.3209957 1.13133191 -0.1376684 -1.99700676 1.51175136 -0.77720874 1.01870535] Distance 6.729693698481989 Each least square approximations [-10.0301372 -1.11596132 1.9954549 3.22809076 -0.17360242 -1.44115724 -0.72334468 -0.03652851 0.19424259 3.77275117 -1.30421404 1.01909596 -0.20742989 0.10770376 -1.11021423 0.73158207 -1.81558706 0.77221451 -1.92717323 1.5466141 ] Distance 8.087940532523865 Each least square approximations [-5.4022859 2.44303307 -5.47563555 3.14148208 -0.3672621 -4.30943822 -1.55776468 0.39832645 -1.11214897 2.22725267 -0.18480448 -0.24957042 -1.55422587 2.27758743 0.22901002 1.17383424 -1.62560209 2.25322791 -1.32410627 0.91240704] Distance 9.151706677943606 Each least square approximations [ 8.39911639e+00 -2.04299964e-03 -2.89025285e+00 -2.52875425e+00 -7.71699305e-03 4.39039956e+00 -2.86093953e+00 -1.81684143e+00 -6.59254476e-01 1.43495424e+00 -2.19623351e+00 -5.51464390e-01 6.16929918e-01 -6.65170767e-01 6.56049138e-01 1.15944607e-02 -7.50324722e-01 1.64914593e+00 -5.90777228e-01 5.12085285e-01] Distance 8.766915287645647 Each least square approximations [ 1.16856096e+01 2.42407602e+00 -2.15651440e+00 -1.25217977e-01 -5.01022260e-01 -1.05559720e-01 -7.89971583e-01 -1.57464065e+00 -1.42964018e+00 -6.65356447e-01 -2.74236714e+00 9.53773795e-01 1.38623160e+00 3.15855949e-03 -1.47299222e+00 -4.91677609e-01 -1.06801702e+00 8.62174625e-01 2.30271420e+00 1.55573911e+00] Distance 5.510365787413922 Each least square approximations [-8.36879355 -2.80794206 -3.26692659 0.10867027 0.62429481 2.13094838 1.92198721 0.69648286 2.45897693 -0.28636541 0.81254206 -0.96126747 -3.61306173 -1.26365751 -0.3697763 0.69512603 -2.2711708 1.20543311 -1.85972879 2.43477692] Distance 8.305718093713088 Each least square approximations [-8.23302143 3.88970362 0.61889996 -2.43399179 -1.4104955 -0.39425692 -2.02952965 -3.07004934 -0.45092465 1.08185995 -0.19283407 0.97212307 -1.61070102 2.0201071 1.18823179 2.4433597 3.19643806 0.50910261 0.79711615 -0.41294467] Distance 8.54857646943111 Each least square approximations [-7.52118512 -2.03162267 3.62037061 0.07838112 -2.90378999 1.16624608 -4.1331184 -1.22123245 -1.17663495 -0.44669093 -1.07999544 0.34504629 2.45254966 -0.17738608 -0.12548343 -0.89228397 1.30203546 1.25085232 1.57646496 -1.68805875] Distance 9.229559151299659 Each least square approximations [ 8.26564318e+00 -7.82710992e-02 3.34769790e+00 -3.56811720e+00 3.16709202e+00 -3.65052897e-01 -1.48167669e+00 -5.04292088e-01 9.51161979e-04 3.64309174e-01 -2.29776335e+00 -1.01392257e+00 3.67213656e-01 -1.09594136e+00 -1.92409299e-01 -1.25297055e+00 6.57272046e-01 3.34399371e-01 1.71360148e+00 2.93152114e-01] Distance 9.37304379015848 Each least square approximations [ 9.30464938 3.91230529 1.92803692 0.20906834 2.91964341 -0.03095733 0.98244363 0.80919123 0.37830974 -1.13260549 1.30781699 -1.13217515 0.85664801 0.38114395 0.57229855 0.76692978 -0.69728726 1.03417307 -1.05707014 0.92833496] Distance 8.952410413645568 Each least square approximations [ 8.58292621 -2.69849035 1.38311271 -3.73685137 0.03517132 0.73317585 -0.02172431 0.13552875 1.23756842 0.27326907 0.74902595 -0.76951095 -1.67547892 -1.31712715 -1.81635519 1.43738277 0.58451054 -0.18278088 -0.01211616 1.990025 ] Distance 9.554955864468758 Each least square approximations [-8.58182311 -3.88976851 2.86036708 -0.02826858 -0.86486547 0.87695076 -0.17215981 -0.19496573 -0.1745807 1.71297069 -0.82925704 0.79746094 2.10769686 0.52437536 -1.51920725 1.80446007 -0.06797936 1.3754866 -1.30448977 0.23271315] Distance 9.429478593152217 Each least square approximations [-7.00243719e+00 3.23749361e+00 -6.18376601e+00 2.52841916e+00 -1.19079475e+00 -2.28505226e+00 2.25335315e+00 -4.22104562e-03 -3.31153819e+00 1.93253529e+00 -7.64583699e-01 7.77822479e-01 -8.93494011e-01 3.82191250e-01 -3.36187130e-01 1.62107915e+00 -1.91371068e+00 1.10637598e+00 -5.75889086e-01 -2.25950467e+00] Distance 8.116299205838768 Each least square approximations [ 9.39353489e+00 2.25832992e+00 -6.09819934e-01 -7.24622674e-01 -1.31003578e+00 5.02329706e+00 -1.59099479e+00 -1.07698664e+00 3.17219292e-01 -2.16952686e+00 -2.03805840e-01 -2.38132574e-01 1.87452696e+00 -4.10036664e-02 -1.78944840e-01 1.21903224e+00 7.08598519e-02 -7.05590214e-03 2.99973117e-01 1.08066047e+00] Distance 8.69249267258204 Each least square approximations [ 8.90602861 -0.13141564 -2.22518016 -3.87243513 4.93427654 0.64148276 -2.28800918 -1.87953549 1.01872572 -0.36014022 0.22046546 -0.56744007 0.04213777 -0.36043986 0.02963246 -0.602094 -2.38485707 -0.81453074 -0.70238 0.398013 ] Distance 8.354282982876587 Each least square approximations [-9.96885524 -2.62548098 -3.91859177 0.92192743 1.57970501 -1.40038767 1.73924322 -0.72899119 0.95813498 1.58871834 2.40202684 4.22255131 0.39684491 -1.75933951 -0.78150644 -1.46532399 -0.96444085 0.09338112 0.56667837 1.20891645] Distance 6.736070127042168 Each least square approximations [-11.27553943 1.04904125 -3.16061411 -1.66884251 -1.50841006 -1.28630345 -1.91234716 -1.90692212 1.45321115 1.53753376 0.3067272 -0.48529835 2.27254818 -0.39093207 -0.14874147 0.45812538 -0.17874893 0.3755623 -0.84435194 -0.2879651 ] Distance 6.933853388154984 Each least square approximations [-9.53009855 -2.55015627 3.59050611 -1.16141005 -4.69315637 2.17905274 -2.92484664 0.05922182 -0.13989593 1.67553653 -0.25050646 -0.31072859 0.78252413 -1.44355876 0.91429837 -0.3623782 -0.92048504 -2.11031829 1.15346771 -0.5551977 ] Distance 7.151913496341415 Each least square approximations [ 8.04473243 -1.85953208 4.15783259 -3.61824524 4.78371713 0.49560748 -1.50614306 0.09513242 0.47733271 1.30152011 1.29199165 0.04747708 1.2931031 1.44756922 0.30193869 0.16679447 0.70749298 -0.93700558 2.12118376 -0.92105623] Distance 8.571459239029405 Each least square approximations [12.14921994 1.65786946 0.07405513 -3.87340144 -0.82147283 1.56615157 -1.04636712 0.31535518 1.82406907 0.39062341 -0.69454108 -1.0658076 -0.87873336 0.41371994 -0.83898467 -0.99142061 0.32287437 -0.21218847 0.92357676 -0.96429223] Distance 5.682851815973468 Each least square approximations [10.57624322 -1.51453968 0.24649429 -2.57766816 -1.15808394 -2.64876956 1.69695423 -1.70933078 1.05360001 1.39340763 0.86323364 -0.152259 1.50619293 1.57712727 0.67873478 1.92974328 0.62628544 1.59280269 -1.14726286 0.66427637] Distance 7.69260930050121 Each least square approximations [-12.80906757 0.72729907 3.18843083 -0.74637141 3.51113421 -0.18509667 1.41894506 1.41239657 0.63634996 0.51089227 1.22245481 -1.03007082 0.26803119 0.03723033 0.47331838 -0.61589186 -1.53132468 -1.22420577 -1.12150509 0.58044083] Distance 3.25680522946542 Each least square approximations [-5.90324851 2.38777602 -5.84377375 2.42048468 -1.7766918 -3.94316516 1.54647033 0.37192829 -2.87482176 2.50306862 -0.8851457 0.06909481 -1.81699197 0.28143346 0.61155644 0.47521743 -2.77372751 0.49531802 -0.22285355 -1.8409222 ] Distance 8.9325722992313 Each least square approximations [ 9.32863738 2.16697595 -2.49825512 -2.43738796 -0.84668987 4.52355815 -1.04686649 -0.03673426 0.09340529 -0.56419344 1.76000845 -0.44958659 1.90071148 0.33246706 0.25807401 -0.29549308 0.68603943 0.74799158 0.38920235 -0.30878178] Distance 8.792121456131193 Each least square approximations [ 9.07937654 -0.23025591 -0.73492361 -3.29696563 3.62270956 1.43831668 -3.45474765 -1.10305306 1.30157319 -0.34251437 -0.34592064 0.47152748 0.50391001 0.5183038 0.94875092 -1.11380427 -2.69472644 -1.79460441 -0.86480036 2.36583588] Distance 8.268833405632256 Each least square approximations [-8.85332265 -1.55723293 -4.68239902 -0.93610159 2.39634106 -1.69637733 3.09442765 -0.33004144 1.74423434 0.22500976 1.07186361 2.65330971 -0.57364851 -1.82976353 -1.45750831 -0.74142276 -0.28513759 0.27632081 -0.03693816 0.63911946] Distance 8.493991552257105 Each least square approximations [-10.92465359 0.68974899 -3.22301819 0.98966888 -2.38724783 -1.770686 -2.68060417 -2.8607107 2.05198102 1.32751392 1.24026491 -0.34976636 1.49972278 -0.04994441 2.03677524 0.7348229 1.4929743 -0.07468 -0.6361231 -0.29133039] Distance 6.290318257504197 Each least square approximations [-8.1901913 -2.6073222 3.5875955 -0.72752297 -4.6051493 2.72309685 -3.12351599 -0.11891496 0.52074516 1.38861509 -0.07619983 0.55819789 0.37579036 0.04414607 1.00010686 -0.72742308 0.21546721 -1.5086801 1.18915934 -0.4088634 ] Distance 8.85983413595448 Each least square approximations [ 7.10970445 -1.6512821 5.36821197 -3.48933449 5.09969694 0.11021524 -2.76652154 -0.65841207 -1.15642348 2.21372109 -0.26612329 -0.73662453 1.14879456 1.28854515 -0.40111832 -0.41574681 0.77148912 -1.02545653 0.50166002 -0.84012922] Distance 8.433095572724357 Each least square approximations [12.49607517 1.38451431 -0.66996687 -1.07478802 0.77374527 2.36671187 0.4989091 1.9515801 0.66262887 0.49464084 -2.26669432 -0.15675218 -0.21297517 0.19550727 -1.54084637 0.82405194 0.30651755 -0.46930565 -1.20197339 -1.31908069] Distance 5.46334066266128 Each least square approximations [ 9.63119673 -1.53049217 1.53134267 -3.36989065 -2.3407834 0.26398314 0.62579624 -0.46252082 1.29746528 2.46628528 1.30297509 -1.79591761 0.46279894 1.37475461 -0.19733863 3.84918935 -1.10602599 1.55697661 -1.02454419 0.73411725] Distance 7.900503921921642 Each least square approximations [-1.18885528e+01 -3.20384751e-01 3.65557720e+00 -2.31268788e+00 9.42169511e-03 4.60983407e-01 1.01284276e+00 1.24321247e+00 -1.20666534e+00 1.06035709e+00 4.77550281e-01 -1.42420673e+00 -3.18583314e-02 -1.10757007e+00 -8.97500786e-01 1.11911504e+00 -7.33751549e-01 7.56321933e-01 1.69636007e-01 -4.99186834e-01] Distance 6.30979271503664 Each least square approximations [-6.30375915 3.78707418 -7.6917996 4.28749005 1.52052233 -2.36448539 2.47038922 3.04762143 -2.06463417 0.35639842 0.1062638 0.02289927 0.98711412 -0.26349549 0.35421927 0.41586671 -1.46759165 0.68429138 1.63144746 0.45383909] Distance 7.943646917862142 Each least square approximations [ 1.45879105e+01 1.75506081e+00 2.43161147e+00 -1.36838043e+00 3.81248341e-01 8.83909946e-01 8.80430760e-01 -1.18806996e+00 -5.05373816e-01 -2.99195924e-01 -4.27279370e-01 1.21567671e-02 -5.60405784e-01 -9.38743306e-02 -2.88703862e-01 2.75418168e-01 3.46341899e-01 -2.69855482e-02 1.23308401e-02 1.15394511e-01] Distance 1.1508720380093036 Each least square approximations [10.78457829 -3.49864929 -5.08536194 -3.22024765 1.90481046 -0.97220656 -1.58103431 -0.31477285 1.12424461 0.30301479 0.07511233 1.51444394 0.74558291 -0.23638793 1.90082548 -0.52114734 0.12767385 0.24085895 -0.71066983 0.08051919] Distance 6.968941975489776 Each least square approximations [-9.52528432 -3.89416025 -6.30540525 0.23512373 2.01684667 1.85979575 1.25680922 0.23768685 -0.23748374 -0.72778707 1.05784877 1.04132694 -0.38567766 -1.77693699 -0.40539226 0.46861473 -2.50709186 0.61166246 0.26811489 -1.80367859] Distance 7.610405636619471 Each least square approximations [-10.76504527 4.68782422 2.83009487 -2.30683677 -4.93117074 -0.5551348 -0.88108284 -1.01896244 3.55083282 1.15948837 -0.61678236 -0.11044495 1.27914211 -1.07152835 0.39972217 0.98570513 -1.40391181 1.5664913 -2.01679858 1.10792705] Distance 4.862216752409533 Each least square approximations [-10.23048611 -1.81836627 6.37221732 -1.40603295 -2.07214268 1.07413814 -2.37004857 -1.16403557 0.3193849 -0.66255779 -1.27170525 -0.70468486 1.02047579 1.44377729 0.61857212 0.02842941 -0.27887211 0.78624442 -0.58527409 -0.01123615] Distance 7.686382632059508 Each least square approximations [10.97220946 -3.23216309 4.26474274 -4.19203084 1.68450903 1.29670515 -0.8559352 0.13404133 1.87367205 2.99748926 -1.90544325 1.29079358 -1.14864846 -0.8795037 1.2591138 1.81434635 -0.91010622 -1.1214743 -0.16193307 0.99260955] Distance 5.43388857216566 Each least square approximations [10.40745567 3.18959137 3.58536562 -2.80775272 4.34971941 1.05939385 0.11997386 -0.53997388 -0.1235968 -2.62376697 1.60384524 -0.90031598 -1.22237071 -0.82764883 -0.89697426 -1.19283851 0.06201236 -1.05025218 -0.18482039 -0.55253018] Distance 7.317356096305264 Each least square approximations [10.79566979 -5.38049825 1.26891547 -4.79220042 -0.26278901 -0.77330196 -2.47005892 0.23952788 1.04475377 1.25562571 3.12613694 -0.21871953 0.35024843 0.89583934 0.67981929 0.20216427 -0.8399388 0.32716283 -1.22159309 0.93823962] Distance 5.937594793896863 Each least square approximations [-10.73440979 -3.53723424 3.30783855 2.63900364 -2.47432566 0.35869255 -1.92174592 1.11096855 0.90905462 2.89618543 -0.31971572 -0.16974024 -1.17051198 2.1607804 -0.14962131 -0.40002778 -1.44929318 0.25450596 -2.16207366 2.01110561] Distance 6.780790172089968 Each least square approximations [-5.85162821 3.87120425 -6.8429414 4.3695911 1.52283836 -2.32409143 2.05338494 3.36641551 -2.14877327 0.71236574 0.08422337 -0.43650874 1.30353174 -0.50178184 0.30932143 0.38713647 -1.31201485 0.94852719 1.85084879 0.54358357] Distance 9.047520947934439 Each least square approximations [ 1.51277895e+01 8.86131873e-01 1.14445146e+00 -1.56640916e-01 -1.71411491e-01 -1.11066609e+00 3.65208441e-01 -7.75321740e-01 -4.26227508e-01 -3.17816023e-01 1.19638259e-01 -1.20271674e-01 1.26219485e-01 -2.41634689e-01 -6.34296806e-03 4.06304171e-02 2.23824176e-01 -5.00787443e-02 6.59965604e-02 -5.85338849e-02] Distance 0.8487463330506587 Each least square approximations [10.68906556 -3.18077401 -4.96665985 -2.67379214 0.97603297 -1.22859659 -1.73625369 -0.06891002 0.92096156 1.01019043 0.53999581 1.94583982 1.56375014 -0.03767941 1.97199898 -0.27127757 -0.02759077 -0.14437888 -0.46195871 0.27127159] Distance 7.732997477324127 Each least square approximations [-9.28841883 -4.36218084 -5.49612719 -0.04952968 1.68359464 2.11236039 1.27878642 0.0412454 -0.1535717 -0.34241609 0.89520022 0.91348093 -0.48944465 -1.91213402 -0.2701661 0.95572383 -2.82173294 0.7252965 0.61772953 -1.7423147 ] Distance 8.433511253960573 Each least square approximations [-10.57704657 5.59032963 2.79521572 -1.91144909 -4.85997188 -1.81372697 0.14460774 -1.18524661 3.32678627 0.78694637 0.29189488 -0.13519609 1.1307884 -1.86514422 0.31923596 0.68985677 -1.24626514 1.62969055 -2.40957788 1.0714401 ] Distance 4.787417345166104 Each least square approximations [-9.95705418 -1.72050463 6.47408 -0.92874134 -1.85241577 0.90281453 -2.2719277 -0.63426732 -0.7517466 -1.23485078 -1.26220375 -0.62080344 1.39628172 1.46324761 0.50026732 0.55686922 -0.31228277 0.57095073 -0.297425 -0.23144978] Distance 8.376174089442532 Each least square approximations [10.76108533 -3.30451388 3.73441517 -3.89636716 1.26315259 0.79484963 -1.24557114 0.62692666 1.65020827 3.52963024 -2.5965107 1.15428374 -0.24753455 -0.71375316 1.49313612 2.24467734 -0.58307342 -1.86655878 -0.16177837 1.01062803] Distance 6.176494542872676 Each least square approximations [ 1.02590661e+01 3.49691877e+00 3.06057358e+00 -2.09447674e+00 4.10857374e+00 3.72268957e-01 6.30250635e-03 -7.48610197e-01 -6.04019050e-01 -2.92077622e+00 1.48963014e+00 -1.49074814e+00 -1.35864200e+00 -8.55875401e-01 -1.57102328e+00 -1.90422871e+00 -9.21165750e-03 -1.16544123e+00 -3.69490209e-01 -1.00947983e+00] Distance 7.797522124079299 Each least square approximations [10.86475358 -5.28091885 2.10659711 -3.95129942 0.22058558 0.04152025 -2.69302873 0.05355038 1.50354731 0.90081363 3.16333435 -0.23576935 0.37469505 1.19037207 0.4659535 0.10518928 -1.1661734 0.20194133 -1.08755068 1.24680267] Distance 6.464527371686725 Each least square approximations [-10.82302058 -4.14511789 2.20551076 2.18643844 -2.78028403 -0.11898132 -2.25488772 0.49402489 0.43579198 2.54649225 0.45071645 -0.42506877 -1.43645802 2.18020663 0.39638045 -0.0241684 -1.64195116 0.16544636 -2.65879249 1.81842887] Distance 7.068658627425376 Each least square approximations [-6.31058225 3.8352843 -7.82427712 4.23694307 1.55397232 -2.54090944 2.3511394 3.13272958 -2.07702655 0.28804325 0.21848623 0.02371911 0.82922376 -0.33854435 0.32917718 0.16250141 -1.5334685 0.70108658 1.80354263 0.33232403] Distance 7.854326584276737 Each least square approximations [14.63926911 2.14461151 2.35008474 -1.50155151 0.18439602 1.03755861 0.92126325 -0.55389704 -0.2527763 -0.2441929 -0.48525311 0.56209121 -0.19417317 -0.37830307 -0.3311671 0.16220728 0.71664013 -0.38718753 -0.05548506 0.01585198] Distance 0.7655187609961267 Each least square approximations [10.76074897 -3.65466919 -5.06441475 -3.45597644 1.93634489 -1.05357707 -1.50862994 -0.41773322 0.86398549 0.32390731 0.08013884 1.31154887 0.67996384 -0.29708938 1.98815202 -0.5592165 -0.01227703 0.31339864 -0.76070373 0.18849394] Distance 7.002628772323263 Each least square approximations [-9.56075994 -3.91311029 -6.32097833 0.47817428 2.22844047 1.83299472 1.15386566 0.32645584 -0.35212733 -0.8147397 1.03388301 1.15996569 -0.35423713 -1.92784204 -0.43838651 0.34395279 -2.3261632 0.59122673 0.38461072 -1.61159538] Distance 7.659468010756653 Each least square approximations [-10.82750265 4.74188267 2.74150783 -2.22945864 -4.95207611 -0.58958492 -1.08676751 -0.90919797 3.65892644 1.07309429 -0.55137734 -0.49496455 1.13052567 -1.06017987 0.57168754 0.77783979 -1.39457858 1.62785288 -2.07778719 0.81943119] Distance 4.909697318374401 Each least square approximations [-10.22482262 -1.93012745 6.36134857 -1.63149415 -2.13487815 1.28937514 -2.27705636 -1.28691051 0.33770139 -0.54992613 -1.49093366 -0.77048737 0.93053726 1.30290573 0.73278386 0.04281207 -0.32674349 0.61511826 -0.47494056 -0.07341761] Distance 7.72542302914047 Each least square approximations [10.92823706 -3.32718152 4.22727286 -4.22824435 2.04774987 1.26191847 -0.66197157 0.19732707 1.67184314 2.95746445 -1.7166183 1.2762213 -0.81841268 -0.83987723 1.40945277 1.77803894 -0.82135156 -0.91762457 -0.14706628 0.84603234] Distance 5.813269290054165 Each least square approximations [10.51708946 3.20202706 3.79971092 -2.93740645 4.19306156 1.0094673 0.22383059 -0.45252499 0.02917217 -2.48297349 1.28816857 -1.2305094 -0.83137918 -0.86153124 -1.27369238 -1.14130699 0.44256811 -1.13388062 -0.24838518 -0.80315764] Distance 7.247456336559208 Each least square approximations [ 1.07443007e+01 -5.17666044e+00 1.44082180e+00 -5.00984681e+00 -8.61142911e-03 -8.72432742e-01 -2.33465544e+00 4.02842790e-01 8.59536138e-01 1.26670172e+00 3.26771879e+00 -2.19116388e-01 2.34060612e-01 9.11920404e-01 7.93262792e-01 3.17214354e-01 -7.90813681e-01 1.22183322e-01 -1.22399878e+00 1.05960800e+00] Distance 6.1206560309210145 Each least square approximations [-10.85577492 -3.65219453 3.4328149 2.59310302 -2.31635705 0.47334204 -1.98888023 1.41797053 0.64662481 2.95781448 0.01564413 -0.43757802 -1.19407759 1.83343344 -0.21380843 -0.33568872 -1.70333245 0.06196743 -1.94948589 1.76337156] Distance 6.769472744237785 Each least square approximations [-6.41139872e+00 3.60863446e+00 -6.94771584e+00 1.69538276e+00 -8.79939221e-01 -2.86917110e+00 2.61865302e+00 -5.28229641e-01 -3.70225887e+00 1.67724322e+00 -6.60897801e-01 3.21890641e-02 -3.93203372e-01 1.08804847e+00 -7.86638106e-01 1.78870247e+00 -1.62342081e+00 1.66947836e+00 -2.56063569e-03 -1.47647631e+00] Distance 7.867588372310739 Each least square approximations [10.0951314 2.21386626 -1.63066287 -1.64714685 -0.88284904 4.91083456 -1.50409334 0.63446903 -0.03542003 -1.39508923 0.86559767 -0.31624212 0.6289576 0.77731704 0.36980002 1.22958117 1.21297857 0.61911942 -1.43617755 0.7819267 ] Distance 7.956926505074637 Each least square approximations [ 9.67105986 -0.74854238 -2.32744983 -2.92853231 3.80156512 2.34047343 -2.54390469 -2.52049688 1.28418537 -0.37675488 0.06065399 -0.58217942 1.16445957 -0.65754929 0.23142732 -0.66086901 -1.53788853 -1.08944378 -0.36393809 0.60000042] Distance 7.983625215264581 Each least square approximations [-1.00259931e+01 -1.94851170e+00 -4.45601532e+00 -1.14611564e+00 2.63822827e+00 1.46114381e-02 1.16602575e+00 4.62107959e-02 -1.21112885e-01 -1.61278983e+00 2.03145534e+00 3.93120833e+00 -1.09031731e+00 1.17139441e-01 -5.34877882e-01 -1.17383282e+00 -1.00042378e+00 7.61802181e-04 1.07906113e+00 1.39946405e+00] Distance 7.073603606772718 Each least square approximations [-11.7815967 2.35956025 -2.98056575 0.02783865 -2.62243074 -1.50504449 -2.52718313 -0.8323923 0.6555247 1.05116982 -0.90764971 0.27135196 -0.60784365 0.82548269 0.28372098 0.69367646 -1.11890983 0.68278185 0.81392727 0.49682421] Distance 6.072894883418951 Each least square approximations [-9.58510668 -3.0831699 2.82825211 -0.83209164 -4.12498829 2.02099365 -1.70140638 -1.27586803 -0.60352376 1.98721259 0.23308428 -1.19815303 0.33124439 -0.34500293 2.45013376 -1.17907971 -0.41356955 -0.11386299 0.81688929 -0.84821037] Distance 7.8956905775814015 Each least square approximations [ 8.33378654 -1.21585297 5.4667126 -3.34669088 4.41880723 0.78115374 -2.4343665 -0.28457699 -0.9446356 1.29476903 0.62065282 0.33993372 0.2546079 1.64568761 0.18121167 -0.14735927 0.84122721 -2.08081687 1.39152755 -0.73585444] Distance 7.83970019126166 Each least square approximations [ 1.22759647e+01 3.47653893e+00 9.97491967e-01 -1.75001034e+00 6.98331047e-01 1.77610216e+00 -1.11651871e+00 6.48780356e-01 1.36897811e+00 -3.63406428e-01 -1.80774232e+00 -1.30591750e-01 9.39015557e-03 -7.02147305e-01 5.67738731e-01 4.08544311e-02 1.15918725e+00 -9.16450487e-01 1.05000573e+00 -8.60691865e-01] Distance 5.5447373293166935 Each least square approximations [10.92528507 -0.90104812 0.25421087 -4.49614614 -1.95455289 0.1427527 0.80147504 -2.00543302 -0.22274595 2.19880571 -0.26910451 -0.48357798 0.73948481 1.36568157 0.63774863 1.22963226 1.31221916 0.85077754 -1.60845795 0.77317649] Distance 6.994406813371414 Each least square approximations [-13.29566729 -0.38308301 1.19839655 -0.27766913 -0.27932044 3.13078774 0.05067053 2.60487685 -0.13680806 1.18757614 -0.0771448 -0.26168957 1.00830494 0.3274896 -0.0224184 0.81645748 1.55693643 -0.47253942 0.7218727 -0.4512707 ] Distance 3.3560337680858865 Each least square approximations [-3.58594136 2.85421951 -6.02249267 2.55798943 -0.59539227 -3.68353756 2.11863387 1.88827883 -0.97890831 1.70294573 -0.97184178 2.79159914 -1.63082551 0.85304645 0.70639125 1.93095049 -1.81446398 0.95851387 -1.92871528 -0.56075703] Distance 9.750572941129727 Each least square approximations [ 8.71075560e+00 2.18040449e+00 -1.00144359e+00 -2.46827616e+00 1.72422627e+00 3.52377644e+00 -1.38087559e+00 -6.49861271e-01 8.68703061e-01 4.41135879e-01 1.64874024e+00 2.85888691e-01 2.57363956e-01 1.60292666e+00 -3.49164429e-02 1.03075840e+00 -3.66321849e-01 7.66166081e-03 -4.41434915e-01 4.45916297e-01] Distance 9.793047007978611 Each least square approximations [ 8.14101082 -1.86020654 -3.0766166 -2.65149311 1.17406336 4.16143339 -1.29243841 -1.10249119 1.05285622 -2.38829491 0.18861136 0.73253934 -0.69305379 -0.48678914 0.7588246 1.36838563 -1.87951366 -1.78943754 0.5196922 2.61964748] Distance 8.780340034542201 Each least square approximations [-7.8261489 -2.26426163 -3.39301114 -1.05362143 4.14929766 0.48246804 1.64288663 0.28096998 0.44118358 -1.82614036 2.63392133 0.27394301 -0.68938412 -0.57141771 1.99263067 -1.76292022 0.62751871 0.76146248 -0.37909107 -1.59562425] Distance 9.381628744623134 Each least square approximations [-10.8436559 2.33837867 -0.18190739 3.39328842 -1.17793702 2.71448546 -3.4322746 -0.86758456 1.4145756 -0.08353441 1.14489347 0.57547397 -2.09657118 -0.097881 0.16591541 0.89455205 -0.48190969 -0.66283272 0.22910507 1.26358408] Distance 6.498689115486381 Each least square approximations [-6.97684688 -3.40255454 3.15810303 0.16155122 -3.08718529 4.1363258 -1.43783851 -2.49223959 0.14432291 -0.97675965 -1.47400835 -0.58821161 -0.60638006 1.46612053 1.48895543 0.91773126 -1.00583885 -0.29322546 -0.54575393 1.19259845] Distance 9.605533520322552 Each least square approximations [ 6.18520055 -2.31947765 6.44491969 -2.2572905 3.31832091 2.19205086 -3.22618934 -0.19501994 -0.99237136 2.65905404 -1.38639428 -1.65323982 -1.50607831 0.63002011 -0.08076106 -0.88690623 1.06646614 -1.0085294 -1.28695349 0.92036383] Distance 8.48337499810276 Each least square approximations [ 9.66202083 2.9439149 1.85672123 0.6261194 3.77771109 0.82393242 0.68086829 2.09849065 -2.04009034 0.89886261 1.77194823 1.09143838 -1.05006483 1.76172136 0.04282943 0.56657447 -0.88100847 1.31735615 1.46954731 1.16341188] Distance 7.987077506491223 Each least square approximations [ 8.67524777 -2.15117842 2.55232971 -4.56116113 -3.32524762 -1.2627523 -1.31115395 -0.7613383 0.46436906 2.95440559 1.28252359 -2.0075919 -0.89467555 -2.73202147 -0.37026777 1.38625853 1.20549068 1.48869851 -1.9627562 0.22541099] Distance 7.392847850490994 Each least square approximations [-9.64843688 -0.68391873 2.73703187 -0.29849197 -3.70052641 2.12938384 -2.1401217 -0.43604987 0.05142491 2.28871575 -3.42000789 0.26535243 0.30794047 -0.76642715 -0.08118114 -1.41334011 -0.02447947 1.3607538 0.93050368 0.36217837] Distance 7.914785991631369 Each least square approximations [-5.40694361 4.9873031 -3.81018909 5.0597035 1.29472493 -0.27871679 2.06704676 2.78936018 -3.75663276 -0.79052757 0.11628736 -1.30717278 2.48363889 1.96566076 -0.28689205 -0.49670935 -2.15800667 1.58524386 2.6848721 -1.09882763] Distance 8.698069510999598 Each least square approximations [12.90225644 -4.04124549 3.28152804 1.06869026 -1.38363445 0.69095282 -1.93301524 1.73956863 0.34852363 -0.36359808 -1.08704239 -0.12439616 -0.93950519 0.41353325 1.04263516 0.39841569 -1.12661876 0.80165665 -0.04362011 0.28186246] Distance 4.060566637229933 Each least square approximations [ 9.73175494 -2.82631515 -3.87098073 -0.37426712 1.61125474 -1.6120704 -1.07913557 -0.45049318 1.26377162 1.93993648 1.76995956 0.71064548 3.07640131 -1.97377656 1.15923095 0.13516781 1.50302162 -0.47463355 -1.0334221 -0.76418297] Distance 8.594066190825124 Each least square approximations [-7.81036952 -4.98203632 -3.63767954 -1.00914828 -0.0321458 2.62587037 1.5257985 0.40339668 -1.74997042 0.19486178 1.06014169 2.52730507 -0.18347426 -1.64212284 1.06943958 1.85687556 -3.63686112 2.14022351 1.98804905 -0.79145235] Distance 8.735933004885677 Each least square approximations [-9.33310798 5.38838269 1.46439143 -3.94312884 -3.73147846 -1.98506824 1.89846307 1.73666843 2.98528144 0.15955368 1.59529466 1.73021254 1.44479182 -1.1889162 -0.14552452 -1.15542952 0.40142199 2.50319234 -0.38130261 0.49550906] Distance 6.451874214856998 Each least square approximations [-9.56923245 -1.5374267 5.78067614 -0.33339481 0.39565654 0.47773324 -0.7430852 0.55274596 -1.53926312 0.54298447 -0.8136185 0.29868974 1.96354541 -0.36965882 1.17800855 2.99639547 1.5963446 0.7556033 -0.28669889 -0.85365091] Distance 8.699953817254661 Each least square approximations [ 9.87670959 -3.98579178 2.471209 -1.92465072 -0.87091701 0.12004342 -1.18133007 2.27222432 2.80958181 2.07935889 -2.57735243 0.71078147 -0.55567721 -1.32800062 0.68727811 1.87159681 -0.221118 -2.64557187 1.88280324 -0.05742393] Distance 7.71420458082194 Each least square approximations [ 8.75264447 3.63151287 0.75840667 -2.34865934 4.03021772 -0.46969626 -1.20122374 -2.06184389 -0.53762562 -4.26370859 1.68086705 -1.00612173 -1.82669587 0.14164953 -0.89333295 -2.46197929 1.91569102 -0.84821288 -0.63788466 -0.70445889] Distance 8.380729723684315 Each least square approximations [10.93889101 -5.01832705 1.472044 -0.84024457 1.26110986 1.10077091 -3.07762451 -0.47590973 1.86361392 0.51211517 2.1852092 1.44144426 2.94351973 0.68344682 0.68758053 -1.86638486 -1.12205853 -1.64385333 -0.46580313 1.59120256] Distance 5.957728083703089 Each least square approximations [-10.45409056 -3.55683903 -1.09959229 3.24184024 -2.40994437 -2.35052882 -1.69899292 -0.87366103 0.33171873 1.79153122 -0.34414426 0.38406958 -1.16335039 3.40986395 0.98671518 0.2813704 -1.55234882 0.10611064 -2.34403034 1.92493543] Distance 6.943808788519959 Each least square approximations [-7.23462712 -4.88088007 2.53750512 3.11889519 -2.68761013 -4.76760345 -2.29303958 -0.89027943 -2.27419422 -0.84743581 0.88674269 -0.51006875 1.32515578 -0.79270435 0.70773887 2.05234377 -0.96679849 1.31456583 -0.65379788 0.40615201] Distance 6.723830628983697 Each least square approximations [ 1.81624402 0.24788112 -1.60990748 -2.0485112 -1.9725997 1.17186536 0.05508921 -0.96390552 -0.2949819 -1.11209785 -1.12136567 -1.21203118 -0.33105522 -0.23386457 0.47098147 -0.2055614 -0.98539694 1.85914683 1.32221467 -1.84499186] Distance 12.666058040458134 Each least square approximations [ 5.10779051 1.01304417 5.11991979 -1.08091658 -1.52459448 -2.48652169 -1.96146279 -1.42468446 3.68430034 1.39967558 1.16666437 0.70455899 -1.03880248 0.53572824 -1.2832337 1.84524377 1.19813584 -0.65650989 1.78548351 0.20768538] Distance 9.645946659067098 Each least square approximations [-3.28372755 -2.49511098 0.91039436 -1.11490793 -2.75155787 0.15965797 2.41550253 0.86774339 1.00394021 -0.24538154 -1.59042117 -0.77704897 -2.03831734 -1.88816008 -3.51831865 -1.16922604 -1.91675987 -0.8762917 -1.08692859 0.12053437] Distance 11.236686317136828 Each least square approximations [-2.69684864 -0.37103116 1.00284483 1.9147959 -0.83486767 -3.44455606 -0.24067938 -0.65475882 -2.26169512 -1.79611738 -3.01993594 3.37971198 1.24790552 2.07823993 1.41820336 1.15411135 1.78021708 1.32247384 -0.67724326 0.23838633] Distance 11.052777704715327 Each least square approximations [-4.25925166 -0.33104149 -2.26653349 3.90818485 -3.13580291 2.0413812 0.4559784 2.85419824 1.65901428 0.58064857 0.43709448 0.06933733 2.83485678 2.13226137 -0.99615135 -1.0371203 1.7868509 -1.44012982 0.96381127 -0.09211954] Distance 10.279838210755123 Each least square approximations [ 4.47246404 6.72443073 0.27322961 -3.25434184 -0.68355188 -4.86542576 -1.02924822 1.33266914 -0.65061961 -2.37083174 1.40131331 0.22937809 -0.01034289 0.22064994 0.49091426 -0.47592839 0.02662148 0.39669326 -1.93544426 -0.15079139] Distance 8.687204465104559 Each least square approximations [ 3.2014397 -0.14262605 -3.46220123 -1.35113878 1.43467152 0.08747098 -2.81659367 1.32211864 0.92461646 -0.64155054 1.50023356 -1.14351601 3.01631708 0.11270254 0.19882602 1.1981266 0.79953555 1.38869581 -0.61410967 0.95517441] Distance 11.650545914785322 Each least square approximations [ 2.35275149 0.90400431 -0.13258177 -1.94935394 0.32202641 2.20962603 -0.12515463 -3.11060521 2.36257843 -2.36731728 1.43269338 1.52531348 -1.46370366 0.89140543 -0.72235204 1.93699977 0.48325206 0.92893401 -2.75812922 0.13211298] Distance 11.596863998747157 Each least square approximations [-2.72905783 0.62795548 0.10410051 -0.69536006 -1.75984052 -1.71713244 1.38893324 1.22006219 -0.20052187 1.78162233 1.76193065 -1.51354715 1.97541987 -1.48990159 -0.3080899 1.89328138 1.61525722 1.43887152 0.13889261 -0.43602118] Distance 12.236528159196277 Each least square approximations [-4.39029761 2.18205525 -6.35568428 3.04689861 -1.49698827 -2.35532696 2.77165913 0.16139568 -0.4514519 1.49488305 -0.51764604 0.98524866 -0.04164641 2.7520031 3.13741304 0.76915644 -3.00874819 0.81666925 -0.9669947 -0.01375012] Distance 9.780827252676806 Each least square approximations [ 8.86935091 2.35389956 -1.31989209 -1.71741821 0.74234922 4.50741479 -0.92877442 0.39773217 -0.69980149 -0.60827419 0.99402323 -0.78767135 -0.47403796 0.84878634 0.30974841 -0.71712049 -0.21677403 1.365012 0.58129255 -1.77428429] Distance 9.849438613870255 Each least square approximations [ 8.7130622 -0.44706492 -0.52654362 -1.50331466 2.82309388 3.18944728 -2.22277185 -0.56641124 2.34109212 -2.20673668 -1.11723443 2.10959954 -0.39464745 -0.2707769 2.32903501 -2.85252504 -1.32284467 -1.19808199 0.29191289 2.6444569 ] Distance 8.663500656487734 Each least square approximations [-7.13136673 -0.90899835 -5.59858899 -3.23071908 2.02207647 -0.61895731 4.40923526 0.60071237 1.32213494 -0.38177246 -0.50368909 1.04022904 -0.40994414 -1.81269555 -2.26915641 -1.21142315 0.35264658 0.58714922 -0.11235631 -0.10160049] Distance 9.256734251758667 Each least square approximations [-9.59930475 1.20642115 -0.88169081 0.30187695 -3.26098776 -0.13077297 -2.60229907 -1.30829489 1.62979052 1.53686092 0.78168526 -0.60733293 1.00007031 2.54077311 0.66283188 1.53765951 0.49655337 -0.21060087 0.0927597 0.73316069] Distance 9.30150305568947 Each least square approximations [-7.03081696 -2.34896323 4.13570181 1.7871864 -2.50717635 1.47735478 -3.57051803 -1.1044603 2.21175263 1.32157525 -2.16004403 2.87558416 -0.92999296 1.5512646 1.90200477 -1.38257241 -0.27520043 0.85925778 -0.35644214 0.17324505] Distance 9.496738553184528 Each least square approximations [ 6.46599946 -2.35689819 4.94417989 -2.47457852 3.63218898 1.10287456 -4.28297841 -1.30962069 0.66279622 2.53529298 -0.48058846 -0.71280055 -1.45517964 0.40453631 -0.81131845 -0.68552728 0.94201329 -0.22348376 0.53637683 0.45036562] Distance 9.611128735350354 Each least square approximations [11.55332334 -0.41162701 -1.42081655 1.65634007 5.16153886 2.13264923 3.82498443 -0.07903244 -0.03050376 -0.25245828 -0.77720993 0.66801905 -1.61946124 -2.3163274 1.43402088 0.59538275 -0.40521874 -1.52853647 0.61851932 0.80902238] Distance 4.2342509744110455 Each least square approximations [ 7.90481778 -2.70893609 1.11683264 -3.33460514 -4.46264808 0.85635846 -1.90642712 -0.40607988 1.62914612 3.32838862 2.50577842 -0.05802867 0.3958385 -1.03614082 0.77377385 1.94398699 1.11783531 0.34020839 0.49506434 -1.43686046] Distance 9.01558990675518 Each least square approximations [-9.81901886 -0.81908058 3.00342716 -0.98095625 -2.08017587 -0.61494885 -0.13093965 1.2384614 -1.03952646 1.48503841 -3.41635775 0.6696824 0.98069616 1.76117372 -0.65729539 0.49914233 0.71065973 -0.72139782 -1.09881986 -0.73113691] Distance 8.9987047202825 Each least square approximations [-8.60833301e+00 5.55003121e+00 -5.42486389e+00 2.41440797e+00 -8.36655379e-01 -2.91281105e+00 9.93520122e-01 7.44254429e-01 2.74744473e-01 -3.16090516e+00 1.69455887e+00 -2.52137000e-01 -1.11293118e+00 -7.69645636e-01 -1.01088306e-03 9.77717790e-01 -7.28508218e-01 -2.48717094e-01 9.71879961e-01 5.48664273e-01] Distance 6.398939618532288 Each least square approximations [ 9.43821203 2.5775949 0.03354085 -1.54417933 -4.12182721 4.07887545 -2.90059675 -1.74078061 -0.3714213 0.20536482 -0.27004809 -0.33538651 0.53164631 0.24912088 0.75395444 1.20815351 0.06155913 1.41925806 0.925633 0.33499564] Distance 7.781919561779222 Each least square approximations [10.10991508 -1.566564 -0.96431836 -4.99673893 3.17290204 -0.74804065 -1.62143622 -1.79054551 -0.45027294 1.5745339 -0.50888456 1.05601948 -0.23888307 -1.14107956 1.29808364 -0.67681563 0.15362523 -0.21108752 1.25218769 0.53479968] Distance 7.27732173543546 Each least square approximations [-9.11125395 -4.40841234 -4.62859546 -0.07596843 1.52821673 0.29275457 0.63957104 0.8184731 -0.8178608 -1.58441874 -1.23614878 0.65669756 -0.27946463 -1.77900338 -0.22823662 -1.28859148 -2.13939293 0.24568106 -1.64599238 0.23366929] Distance 8.036755905616607 Each least square approximations [-10.52512994 0.39414333 1.4214421 -4.36266677 -2.51210663 -0.55394826 0.55270879 -0.9325996 1.6263812 -1.00497395 -1.61201366 -1.41347139 -0.64532435 1.41819749 0.49319246 0.70940161 1.69417654 0.88364934 -1.03607614 -0.56637626] Distance 7.2947026170876885 Each least square approximations [-1.04985983e+01 -3.35518331e+00 3.92331529e+00 -1.70768701e+00 -1.31236199e+00 1.40883649e+00 7.25609475e-01 -1.33439882e+00 1.19419359e+00 1.34718450e+00 -5.49324927e-01 7.01047088e-01 3.04293148e+00 1.42065664e-01 8.14827125e-01 -3.75801942e-01 -9.65054868e-03 1.19942257e+00 -2.86432996e-02 -5.05898458e-01] Distance 6.917259986321881 Each least square approximations [12.5024794 0.1614312 2.88555131 1.40824432 4.18986191 -1.30241756 0.47056888 -0.9400734 0.50192395 1.08734506 1.51555614 -0.42387255 1.01904834 0.74670256 0.20752222 0.80430399 0.35118062 1.25673923 0.54639711 0.09658609] Distance 3.775206760493732 Each least square approximations [ 9.43176160e+00 1.44663414e+00 2.72729091e+00 -4.69943320e+00 2.50218803e+00 9.45182800e-01 -9.39341459e-01 -2.25347171e+00 1.47220400e+00 -2.75576149e-01 6.53082560e-01 -1.26811111e+00 -2.50990778e-01 1.25424557e-01 -3.53622404e-01 8.18757392e-01 8.74381606e-01 3.87013898e-01 9.06001148e-01 5.14761924e-03] Distance 8.299871562310145 Each least square approximations [ 9.16628024 -1.18305802 -0.40653175 -6.50751398 1.13549649 -0.60303548 -2.2958169 1.13823337 1.29827165 0.39186448 0.78621732 3.20419844 -0.38233881 1.61190944 2.36788606 2.09304388 0.45298653 1.12248137 -1.35914943 1.29228186] Distance 6.547690982183974 Each least square approximations [-9.54919481 -0.7352435 3.1828107 4.16928144 -0.35529182 -0.34986451 -0.81801255 2.4408934 -0.39305763 3.1716625 -1.300687 0.13108786 -1.33579068 -0.59256351 0.04075042 2.3280558 -1.09187441 0.47602464 -0.80304169 1.55527199] Distance 7.706138287984905 Each least square approximations [-6.3124497 3.77391955 -7.54664199 3.00046454 0.62960083 -3.2632354 2.52080046 1.11868186 -1.89123098 1.13193405 -0.43701754 -0.12388743 0.28502405 0.56638391 -0.36463318 -0.21540775 -0.32905115 1.50050606 0.33795518 -2.12209569] Distance 8.417663263849049 Each least square approximations [ 1.24593475e+01 1.72863552e+00 -1.22444002e+00 -8.39180980e-01 -1.23573758e-02 2.92137123e+00 -2.39775451e+00 1.43099991e+00 -1.52302289e+00 -5.63810920e-01 -9.24121618e-01 1.21950848e+00 7.70293309e-01 2.04711649e+00 -4.76759004e-01 1.85464978e+00 -1.74026161e-01 -3.81465678e-01 -5.52294999e-01 1.87942846e+00] Distance 5.289025740621482 Each least square approximations [10.7227598 -2.55020819 -4.91115404 -2.17854695 2.10556369 0.62603542 -2.03679198 -1.0424306 0.7699792 0.10165437 1.00576975 0.14812832 1.2611392 0.44970198 -0.35984467 0.06801981 -0.63341134 -0.19728669 0.46053567 -0.56192271] Distance 7.565481506133784 Each least square approximations [-10.05484215 -4.22690567 -5.46618145 1.80205823 1.4347685 0.85292643 0.49067883 1.01534662 0.05936839 1.00606167 2.2985187 1.47647484 -1.66762065 -1.10835609 0.22402482 -0.47207116 -1.65662361 0.41647778 0.98172865 -0.01631649] Distance 7.027167412246268 Each least square approximations [-11.11850932 6.06177138 0.68023254 -2.0464902 -2.18810395 -1.55435525 -2.37867241 1.29126861 1.00111157 1.83687117 0.44578509 -0.25542912 1.91980967 0.15925741 1.22139482 0.96435139 0.69214927 -0.03435654 -1.84910302 -0.59036545] Distance 5.254300119062961 Each least square approximations [-9.7329513 -2.09700252 5.52510363 -2.04251699 -3.52875602 1.63686081 -2.45012493 -0.89251032 0.04583761 0.88649248 -0.32156688 0.14152312 0.95390801 -1.20377201 0.36386981 -0.45441833 1.49172907 -0.96876332 0.55742765 -0.69581051] Distance 7.671355792988113 Each least square approximations [ 9.1811562 -1.91148413 5.3739105 -3.29488508 3.85987236 1.55068865 -1.49142299 -0.17864807 0.6410766 1.47621209 -0.63592252 -0.26409524 -0.10201117 -0.40107954 0.2543326 0.4501874 0.24981717 -2.12238611 1.81711944 1.01896156] Distance 7.907148204103448 Each least square approximations [10.96079035 5.04926424 3.0926812 -2.1234535 3.69925024 -1.42499063 -1.27266729 0.32016043 -0.61682418 -2.61647127 -0.61598046 -1.31210053 -0.87913775 -2.12695174 -2.24794385 -1.22999002 -0.04260305 -0.75936873 1.13777246 -0.32642909] Distance 4.6755002803832255 Each least square approximations [11.33433211 -5.23726062 0.78206851 -4.11275384 2.08147992 -0.94086671 0.20593514 -0.80828412 0.13602022 1.79657122 1.54641461 -0.49239285 0.50153655 -0.34837126 0.43279592 0.17894677 1.49519771 -0.27245636 0.06316167 0.61806714] Distance 5.802688256424453 Each least square approximations [-12.27524471 -5.89982389 2.96323926 1.89145508 -1.81846266 -0.83102328 -1.56975711 0.43599399 2.52137809 0.35935665 0.9979748 0.55288067 -0.52527116 0.420361 0.87291775 -0.81494549 -0.92250001 -0.46923498 0.01484301 -0.10964797] Distance 2.6315985663836283 Each least square approximations [-5.53660385 3.9308458 -6.90612234 4.67382417 1.92742383 -2.90985308 2.55171334 3.63027396 -2.03951454 0.56514033 0.10879377 -0.13117787 0.82661148 -0.39297434 0.3933269 -0.128875 -2.10704175 1.02010624 1.56506543 0.88504126] Distance 8.352094816919806 Each least square approximations [14.94407851 1.41597444 1.58026097 -0.8315167 0.57149745 -0.26663468 0.12745909 -0.03751915 0.1104972 0.55742428 0.65825613 0.17136719 0.12960269 0.28354095 -0.43134677 -0.76398086 -0.29982527 -0.28774871 0.47173301 -0.06741045] Distance 0.7195861382856843 Each least square approximations [10.74683192 -4.1609487 -4.66239545 -2.74676416 0.9668579 -1.0064057 -1.73693158 -0.2041112 0.85245266 0.4799881 0.04336872 1.90551249 1.35613954 -0.29003289 2.24370731 -0.35702152 0.05440972 -0.01555248 -0.62485223 0.37691244] Distance 7.224764204377654 Each least square approximations [-8.96168801 -4.36763416 -6.03822451 0.10305465 1.83480376 2.30142033 1.27120439 0.19947403 -0.23020511 -0.81615553 0.92383542 1.03953026 -0.34473126 -2.48215671 -0.34258795 0.38452425 -2.73956096 0.92056641 0.62724202 -1.84914609] Distance 7.997695779555382 Each least square approximations [-10.88036486 5.33757422 2.86522914 -1.80532354 -4.75022235 -1.27992027 -0.84657098 -0.77234285 3.34049166 0.97130897 0.26914215 -0.20549307 0.71695241 -1.56869208 0.44131805 0.29676313 -0.9620239 1.64918114 -2.28052219 0.85486705] Distance 4.753554893057271 Each least square approximations [-9.83128682 -1.70143173 6.95081306 -0.8392452 -1.7906092 1.33310385 -2.13504853 -1.03708457 -0.07164649 -0.98015112 -1.64573007 -0.69406275 0.43588148 1.51295653 0.54591373 0.79811037 -0.23205681 0.63911879 -0.3771541 -0.23546633] Distance 8.005617224611957 Each least square approximations [10.65036597 -3.64407623 3.75218965 -4.19866084 1.64692698 1.16105826 -1.69081204 0.74610547 1.31184385 3.22943909 -2.35037066 0.7931196 -0.48760667 -1.49048402 1.56213134 1.64671232 -0.9029908 -1.41688169 -0.3929198 0.73337194] Distance 6.015103775239618 Each least square approximations [10.16778479 3.58880088 3.21168855 -2.33213117 4.82838859 0.99847023 0.83755075 -0.66994199 -0.6058023 -2.80011052 1.29412378 -1.31207013 -0.88189238 -0.63340679 -1.63818752 -1.8684351 0.4219947 -1.0204267 -0.48915195 -0.87040767] Distance 7.27001200202231 Each least square approximations [10.58162291 -5.57240119 2.11552567 -4.29462476 -0.05284079 -0.22512916 -2.74673626 0.40295294 1.1408204 1.87257582 3.64816445 0.02386701 0.03973853 0.93816768 0.16220646 0.2450659 -1.17178413 -0.17090518 -1.33757014 0.94422947] Distance 5.88504584971033 Each least square approximations [-10.63258076 -4.25977693 2.73659639 2.48319764 -2.70800961 0.15675071 -2.27180435 0.99457914 0.32570934 2.86237403 0.31248794 -0.83634382 -1.37436884 2.34076149 -0.09558417 -0.09398291 -1.72223806 0.25500364 -2.35606847 1.66328704] Distance 6.731460492370768 Each least square approximations [-7.8629759 6.91089501 -2.66946905 3.36304182 -1.68095479 -1.73989066 1.34314446 -0.14627122 -0.86610553 -3.21614284 1.48321196 -0.96117359 -1.84410887 -0.34605474 0.66663929 1.308128 -0.73744319 -0.22480776 1.51035102 0.52511316] Distance 7.368031343765728 Each least square approximations [ 9.42085945 -0.14812424 0.69569166 -3.98159354 -3.19049139 1.87174708 -1.64768897 -1.34440475 0.58997262 -0.22753575 -0.6065314 -0.13746932 -0.44206261 1.55412792 -1.21390113 1.27937268 0.9606327 2.56044047 1.30206769 1.1377618 ] Distance 8.528841271047447 Each least square approximations [10.02944407 -1.26988099 0.41508903 -3.58255499 2.11825379 0.6790729 -2.44855682 -0.65649719 0.95198222 1.59065412 -0.18680603 1.92806642 0.76800133 -1.8053998 0.84593697 -0.72233693 1.35034982 0.19431978 0.45382604 -0.70087557] Distance 8.462636485694357 Each least square approximations [-7.78254199 -4.82979251 -4.20114291 -2.27266697 -0.68028262 0.84811907 0.27101751 -0.97209743 -1.36873081 -1.12206127 -1.1672243 1.9453324 -0.72486774 -1.75466488 1.06499981 -0.62102838 -3.3691726 -0.82090883 -2.99943358 -0.71907933] Distance 8.317555696531029 Each least square approximations [-9.57994272 0.82767152 2.25570324 -3.39435321 -2.25602896 -1.91931651 1.49191156 0.49196103 3.44810575 -0.83455805 -1.03272365 -0.06837875 -1.08298226 2.06785985 -0.4549259 1.27307911 1.51456181 2.04866129 -1.01627173 -0.14578229] Distance 8.015226805895486 Each least square approximations [-9.57402958 -3.06932132 4.15095523 -0.10512061 -0.18164708 -0.08794821 1.28470242 -0.51782284 1.76139383 0.76565689 1.07057925 0.71953819 3.86055971 0.56162863 1.37055866 1.42008907 0.13873245 0.54343579 -1.09343358 -1.62733524] Distance 8.007805712881634 Each least square approximations [12.51095635 -0.44723753 3.55759527 3.14471495 0.14308293 -1.46714754 -0.87937537 -0.53665255 1.67073017 -0.1487261 -0.18750124 -2.98235897 -0.30590012 0.53471879 1.00104767 0.77565999 -1.28782 0.52463023 0.58425721 0.12384134] Distance 3.8096165371599557 Each least square approximations [ 8.3973207 1.79996157 1.30536023 -2.16243164 3.42375508 0.31554741 -2.40040257 -2.30673405 1.51436665 -1.88611985 1.3561893 -0.69020993 -1.19293046 0.69975497 0.39652732 -0.53361161 1.34499604 0.23940733 0.72582263 -1.20978866] Distance 9.778372493623717 Each least square approximations [ 9.39217158 -1.55045421 -0.37173479 -4.27055212 -0.05034919 2.0190257 -3.0168344 0.83784963 1.81664369 0.10406103 1.61596594 3.19598319 0.75768589 1.73209564 2.29723599 1.64701835 0.91269419 0.83177062 0.14197794 2.524602 ] Distance 7.385091917339628 Each least square approximations [-8.68621014 -1.50022262 1.00118096 3.1524669 -2.67998912 -0.60092459 0.38455035 2.71246421 0.01369692 3.09238903 -2.08358829 1.06114665 -1.66271882 0.012612 0.85294837 2.08823841 -2.28398911 0.68881253 -0.53058248 2.76127235] Distance 8.535991885446448 Each least square approximations [-8.01366276e+00 -5.75375250e+00 -5.48918166e+00 1.42653805e+00 -2.92808235e+00 -6.89671809e-01 -1.48556188e+00 1.16568125e+00 1.79633624e-02 -9.77990056e-01 3.38180151e+00 1.03842265e+00 8.75468579e-04 4.63053967e-01 -2.84426520e+00 5.16889757e-01 5.07652244e-01 -1.95398025e+00 -1.58787083e-01 -1.10687705e+00] Distance 5.4304134716696595 Each least square approximations [ 3.63610224 3.20993459 1.04804614 -1.88115795 -1.90685042 2.74567119 -1.39794683 -1.35008432 -3.53282743 -2.51501139 -1.52343892 -1.18852869 1.71792067 -0.38630041 0.06580106 1.15133417 0.43376451 0.19699873 -0.18419971 0.39296046] Distance 11.334245098639258 Each least square approximations [ 4.7850173 0.63842142 -1.74421632 -3.87046471 2.23794115 -2.93326675 -1.35683963 -0.33647373 2.96185247 0.40392811 2.05571274 -1.92099392 -1.46037765 2.3453632 -0.13950803 -0.39399467 -0.62838025 -0.62783059 2.16853933 1.83065838] Distance 10.419592600853765 Each least square approximations [-6.17232915 0.71256091 -2.33298177 2.15765479 2.16821141 -3.54960778 1.14325221 2.30056186 -1.15793691 0.43196169 1.71288368 -2.86167438 -0.40353012 -1.16164699 -2.06436667 0.98905004 -0.90772933 -0.14168229 0.84454619 0.54002752] Distance 10.252245907499153 Each least square approximations [-3.82779526 0.73585401 0.83275823 0.79832606 -2.27257345 0.30058219 -2.79541027 -1.46617437 -1.10270725 -0.14825347 -2.91065518 1.10176737 3.05092932 1.17747343 3.0658288 -0.55864146 1.8238628 0.18998413 -1.87331737 0.79533239] Distance 11.330791791007789 Each least square approximations [-7.15342335 -1.47717316 -3.16242843 -1.81299809 -3.03996959 2.62137615 -2.63423211 0.73108147 1.87362973 -0.19337705 0.88329079 -0.21616968 0.97716921 -1.19183701 -0.7759181 -2.74800986 1.83436664 0.6962605 -1.27064765 2.48170481] Distance 9.066935264258914 Each least square approximations [ 5.48979805 3.93512608 1.76332021 -4.76168073 1.65674511 0.55191082 2.47335708 -1.27329984 -1.74223868 -0.04820417 2.13963239 2.37901428 -0.38392755 0.5684914 -1.09084674 -1.05515686 2.41187985 1.31808245 0.79102759 0.81610145] Distance 9.585117295064029 Each least square approximations [ 5.43368654e+00 -2.72113023e-01 1.75929473e+00 -3.44072270e+00 3.92960041e-01 -5.34242476e-01 -1.92615744e+00 4.69059527e+00 7.91118786e-01 4.59724468e-02 -3.71169941e-01 5.25523348e-01 5.50312277e-01 -1.36255156e+00 -5.26795556e-01 2.08099990e+00 1.58794819e+00 5.97546535e-01 3.55474113e-03 1.95126995e+00] Distance 10.666980979427008 Each least square approximations [ 4.97103128 0.30208895 -1.12546464 -4.72215691 -0.10703132 -3.70128123 1.26957595 -0.60860765 0.88882607 -2.23648622 0.16601817 -1.44086476 -0.70188468 1.16362568 0.49868993 -0.24090426 0.06388838 -0.35347642 0.35712515 -0.95330828] Distance 11.12155396402846 Each least square approximations [-4.73632989 -0.11992051 5.44244177 -0.42513347 -1.14042049 -0.31428902 -1.39623492 0.4917797 -0.69525795 -0.06624592 0.00923581 -0.48829798 0.669571 0.08736619 -0.30482318 -0.94145635 1.53498521 0.85731094 -0.42755245 0.53306748] Distance 11.722024792001179 Each least square approximations [-8.15442223 6.31198956 -3.03624298 2.54461504 0.39991788 2.56520883 0.18861958 2.57664516 -1.17887285 -2.49715176 1.56723595 -0.06652805 0.70695559 0.08887737 -0.53707719 -0.15918832 -0.72276622 0.1423516 1.90054716 1.57498682] Distance 7.8046427004769585 Each least square approximations [ 7.85119932 -1.37093112 3.01010142 -1.3006435 -3.48326176 1.54260701 -2.69262312 -1.96932486 -0.63101959 1.86114548 -1.466871 -0.32244976 -0.94345151 1.47624636 -0.77431387 -1.6609623 1.84502441 0.53115021 -0.28138602 -0.11404709] Distance 9.88239220382299 Each least square approximations [ 8.87081103 -0.78017151 -1.39867604 -2.36046088 2.79481672 -0.42418254 -0.93235752 1.23226266 -0.70843388 2.91753388 1.97203918 -0.78985205 0.20478984 -1.28466396 2.73071381 -2.00446581 3.31016503 -0.6345044 -0.55506634 -0.13607605] Distance 8.849473100946145 Each least square approximations [-7.73188785 -3.28383199 -3.66228975 -1.92622773 -1.93058498 -0.14714632 -2.08036685 1.35608546 -1.25517412 -1.8991482 -1.08391513 0.01543324 3.00695645 -3.21447511 1.48941175 2.91586002 -2.50960753 0.78883783 -2.32498687 0.24444541] Distance 8.213259197294414 Each least square approximations [-7.48185744 0.33201328 3.84507071 -5.93900848 -0.51300203 -1.0144763 1.51891138 0.18663131 3.02577325 0.80466602 1.36048834 0.93209705 -1.24251264 0.8450219 -0.9486706 -1.04697088 1.23996495 2.48718938 0.41183595 0.43691352] Distance 8.90282096354285 Each least square approximations [-10.19603526 -1.72606158 3.46260887 -2.17440727 3.49404441 -1.42200807 1.32573056 0.35572109 1.91361919 -2.99969642 0.97533012 1.81523945 1.76744449 -0.98137234 0.08322569 1.43164588 -1.03644794 1.72726944 -0.51107656 -0.75217887] Distance 6.796665240804764 Each least square approximations [12.86198597 -2.7213687 -1.34915375 2.54078188 -2.77558979 2.25560078 1.07939057 -1.6471446 -0.02077976 -0.55723688 0.28300548 0.18309558 1.41160526 -0.24704457 -0.05696654 -0.34597514 1.73672173 0.05173657 -0.0601213 -0.81596798] Distance 3.135024943548706 Each least square approximations [ 5.81505479 2.43471781 1.03347429 -3.16913118 2.25507562 0.90623404 -1.35109237 -3.29245935 0.89886743 -2.12710273 2.92567081 -0.60214127 -1.66030966 0.36130122 0.40043003 -0.00848412 1.46390468 -0.50562305 0.57693177 -0.01761904] Distance 11.155239055126508 Each least square approximations [ 9.15091225 0.74872595 -3.50294511 -2.61324645 0.36898603 0.17414317 -3.85676796 2.44812777 0.86440892 -0.68747415 1.82858811 2.50593703 -0.02210259 0.6475861 2.20463525 1.18223981 -0.60241673 -1.99156221 -0.59512637 1.52706101] Distance 8.057882781996831 Each least square approximations [-6.34461611 -0.99251139 0.82245366 4.31235539 -1.5738678 -1.62423768 0.72018365 0.70699598 0.70880664 2.61455698 -3.14656731 0.4276113 -2.77994134 0.92311747 0.12263378 2.37370463 -0.60284893 -0.6174464 -1.66233168 3.35745479] Distance 10.041009801904398 Each least square approximations [-4.2580909 4.46019127 -1.37507946 1.87989478 -3.77280657 2.58475854 -0.68734815 0.61565535 -4.09025307 3.84148845 -2.84535342 -0.89607299 0.38068813 2.22494408 -0.55608893 0.75876293 0.01842207 1.21846875 -1.3084975 -1.99774614] Distance 9.747300681053023 Each least square approximations [ 5.60666386 -5.37723712 -0.59523275 -0.65117777 0.2170853 0.02106064 -2.52181353 -1.32621798 1.57210091 -1.41652881 -2.21361055 0.55352372 -0.69715864 1.73045618 -0.38186556 -0.11790407 1.35265733 0.57691816 -1.83123075 1.68278947] Distance 11.08216499460067 Each least square approximations [ 7.00627728 4.08217931 -2.56965126 1.75810671 1.52781563 1.7198203 -1.07383267 1.83509219 1.35850002 1.31384683 4.63880378 -1.3663743 1.33420029 -1.24877045 -0.38108265 0.62734069 -0.69936749 -1.95657684 -0.6161203 1.02489421] Distance 9.58847427291634 Each least square approximations [-7.94662994 -1.58581273 1.81837766 -4.29352267 -1.89082898 -1.97847242 -0.16617748 -1.15350691 0.26490436 1.31149222 3.45158901 2.83605037 -0.2103248 0.74555376 1.21265075 4.55076418 -0.76088657 1.47600578 -1.17793921 0.8000939 ] Distance 8.25929877765263 Each least square approximations [-6.85259725 0.78810462 -3.52857858 -0.34427598 2.03865228 -2.17662349 0.82475197 -0.42454076 1.04887609 2.94012852 4.01432955 5.55209955 0.06817094 -1.35435661 -1.87044779 0.11563678 0.97082227 0.33569602 -0.24573765 0.31839702] Distance 8.979124764525942 Each least square approximations [-7.33882951 -1.88007782 0.14533185 1.87660359 -0.72156251 -1.37252219 -2.17434135 2.69170502 -3.45073057 -2.17370781 2.53308821 2.57653634 -0.01728979 -2.73150794 1.26562575 2.06548285 0.09071387 -1.2954352 -0.57123108 -1.33223098] Distance 9.574053521324926 Each least square approximations [ 4.9105394 -4.08633957 3.47806232 0.15221887 -3.00991442 1.78401338 -1.21655152 1.5146731 -0.66757357 -1.12536658 -1.29544101 0.33901642 1.69448215 1.6157385 -1.05985582 0.5550544 0.5650705 -3.96714016 1.6247863 0.5434246 ] Distance 10.74342138429864 Each least square approximations [ 7.47238492 3.03425639 -3.86909593 1.82487939 -2.30831061 -0.74403111 -1.93074032 1.68742144 -1.22445599 -2.66866751 2.62171393 1.34936121 -2.83506889 2.09354207 -0.29091843 -0.40567431 -0.45291886 -1.40235827 0.06351063 -1.9697089 ] Distance 9.052050411497463 Each least square approximations [11.58666944 2.4066241 -0.45285472 6.3205889 -1.75859716 0.51419789 1.93922031 -0.03383687 0.48625649 0.82092448 -0.21002267 -0.39994203 -0.19572488 -1.14547244 -0.87414721 -0.3372638 -0.80440487 -0.36053626 0.96887291 0.52480131] Distance 4.5967522979840725 Each least square approximations [-8.72204291 0.49008397 -3.32396462 -3.11373722 -0.41572937 -0.72437108 1.50550016 -3.94364809 2.83070848 -1.23452589 -2.82772377 -0.71705507 -0.46587881 0.74795436 -0.34249818 -1.3494828 -0.72917098 -0.21188137 -0.60091512 1.00675205] Distance 8.688640052499808 Each least square approximations [-1.21374424e+01 2.16207117e+00 3.91625578e+00 -3.41748699e+00 -1.36822833e+00 -9.37574085e-01 -3.06496249e+00 6.64080283e-01 3.93403037e-01 -1.60722502e+00 -9.62334183e-01 -4.06786400e-03 -2.91928178e-02 1.22516691e+00 9.70486565e-01 -3.22966184e-02 -5.99786930e-01 -3.19219513e-01 1.57748258e-01 1.62522273e-01] Distance 3.9162249631676063 Each least square approximations [ 1.94996217 -0.18147447 1.03332805 -1.72481285 -3.56996296 0.51594257 -2.02856149 -0.8525245 -1.7755031 -1.42912477 -3.75491153 -0.07415283 -0.09954839 -0.84516461 0.61330436 -0.99323657 0.62443332 1.29659456 1.56896741 0.18854831] Distance 12.722714151098153 Each least square approximations [ 5.60390894 4.70227874 3.65739539 -3.37694668 2.51175812 -4.65344697 1.80440009 -0.73758976 0.83267974 3.89667766 2.99014829 0.2475537 -0.39878666 -0.20288982 0.6288383 0.72946214 3.80878215 0.17443697 1.08105545 -0.03179119] Distance 7.860004291817316 Each least square approximations [-6.76379844 -0.63839182 2.60650994 -0.31551526 -4.31426906 -1.22885205 2.76767312 1.10188322 0.21510235 -2.99787893 -3.11317261 0.7217223 0.52765339 -2.59504172 1.54849537 -0.05593374 0.11931382 -0.61804646 -1.48989675 0.64543264] Distance 9.990665578601265 Each least square approximations [-3.68604545 -3.61322333 0.18509486 -2.52270954 -0.07463582 -4.64293665 0.99097415 2.54684455 0.54738286 -0.15686077 -0.42931905 -0.02835525 -1.68854885 -0.56741774 0.14708482 1.03925195 1.7942402 1.40839026 -0.83294767 -0.46548334] Distance 11.856810740496638 Each least square approximations [-7.08225218 0.75372873 -2.76538891 0.50012735 0.91952884 3.36714597 2.13383262 4.34134398 0.69378146 -0.42160882 1.36896199 2.64336242 3.76696778 -2.50387111 0.42879084 -0.8706878 -0.31325269 1.74397991 0.00998327 0.48037179] Distance 9.222421070666194 Each least square approximations [ 7.88235685 4.98901523 -2.07559267 2.89734072 0.41064956 -1.43942315 1.6702473 2.46078506 -2.8013526 -1.28296013 -0.20391069 1.35694384 0.6717167 1.39530276 -2.56729012 -2.44993941 -0.94226079 0.03587556 0.52468197 -0.73723888] Distance 8.641012925642999 Each least square approximations [ 3.96778376 -0.67320041 -3.34609639 -1.46708382 1.08993737 -0.15898163 -5.81346649 -1.57858072 0.82892883 -1.03614127 2.82642364 -1.4027376 1.85676264 -0.02106478 -1.07328791 4.21390978 1.53809504 -1.69673495 -0.57216106 -0.02760615] Distance 10.337283426955082 Each least square approximations [ 5.49226097 5.68625201 -1.50693185 -2.26596395 3.53699265 0.82202701 -2.0437407 -3.10718732 2.98634097 -1.41125012 -0.74798904 2.87439619 0.91482358 -1.0155929 0.60358348 2.02896994 -0.27927731 -0.96188319 -0.58506461 0.5362319 ] Distance 9.429619184502597 Each least square approximations [-4.0166732 1.66908634 -1.43064684 0.61297813 -1.90686507 -2.65027785 3.29499109 -0.30126257 2.44170128 4.02795559 0.05792396 -1.85099131 0.14822823 -2.40034643 0.48429252 0.7976839 0.74560467 -1.27484314 2.02845788 0.69135508] Distance 11.469920391339299 Each least square approximations [-11.52987302 -0.66927685 4.52640618 -2.54699461 3.21422776 1.09856979 -3.52832656 0.73323218 0.5134977 -1.03759714 -1.65286167 0.23635732 -0.99207486 0.21054889 0.29568144 -0.93716171 -0.1679422 -0.3510836 -0.64336995 -0.2145566 ] Distance 4.136035790034126 Each least square approximations [ 0.84790628 -0.71567258 1.49334141 -0.84854336 -2.39501569 0.05434538 -1.91712575 -1.00065078 -3.32931747 0.54793986 -3.64526755 -0.07754677 -0.30110323 -1.30231208 0.69228379 -1.45804397 0.67644407 -0.15758612 1.9972536 0.29993841] Distance 12.668783474424854 Each least square approximations [ 3.81898884e+00 3.74706169e+00 2.11485024e+00 -1.35358418e+00 2.24933127e+00 -4.95545401e+00 2.48965249e+00 -1.69772722e+00 8.56519923e-01 4.83487955e+00 2.24438758e+00 9.66678818e-01 -1.19235991e+00 1.57696585e+00 6.69047664e-01 1.56118460e-03 5.70133802e+00 -2.24492828e-01 1.29799267e+00 1.86755252e-01] Distance 8.147841840626542 Each least square approximations [-5.67805304 2.34535413 2.265741 1.63819126 -5.71566908 1.3001594 2.26625308 1.01332379 0.97365174 -2.4031518 -2.45183424 0.18243982 1.69224762 -3.01178422 1.67444701 0.01623727 -0.80223631 -0.78086946 -0.25645766 0.31999448] Distance 9.680836305818197 Each least square approximations [-1.53975373 -2.76157339 0.62012283 -3.11576304 -0.04013888 -4.27343465 -0.36076435 3.46698996 0.17063694 -1.00194983 -0.6803545 -0.29965654 -0.37374157 -1.60787008 0.46305168 1.30939174 1.70275838 1.37691632 0.59229779 -0.54826247] Distance 12.105242904458692 Each least square approximations [-5.9073557 4.90041976 -2.3856236 -0.30662162 2.42766093 4.06214722 1.11029494 3.79534965 0.6947016 -0.68851008 1.35329225 0.60732227 2.75464544 -2.44726091 0.22504387 -1.35500102 0.19271797 1.05961084 -0.02024812 1.55766172] Distance 9.153757619592668 Each least square approximations [ 6.20775648 6.11367069 -4.31993362 0.77027308 -0.94514797 0.447279 2.57517823 2.22878459 -3.27238251 -0.23424291 -0.03376038 0.00865799 0.72876058 -0.03167193 -1.9876922 -0.86538931 -1.51426435 0.76737112 0.61429394 0.56873567] Distance 9.0159265832482 Each least square approximations [ 1.35117165 1.02185938 -2.96405972 -1.62248732 1.07778915 0.52020738 -4.90761728 -2.37529381 -0.0314924 -1.297058 2.40371184 -1.41270339 2.01662595 -0.53392054 -1.49391876 4.44468707 2.47364894 -2.16406635 -1.08510192 1.32496746] Distance 10.6653165215789 Each least square approximations [ 3.23684337 4.56820924 -2.42028735 -2.30711971 4.16941255 0.4069721 -2.47086496 -3.97640745 2.69239219 -0.8104758 -1.12623631 1.16400107 0.36484576 -0.08980387 -0.03803563 1.13235333 -1.6517032 -3.12882955 0.36134262 0.46159873] Distance 10.095473877625093 Each least square approximations [-1.84079683 -0.0317413 -1.52615985 1.16980183 -0.99789892 -2.57145357 2.93978388 -0.90914024 2.54140388 3.41583635 0.55825924 -1.59179708 0.15145721 -1.88491428 -1.06036263 1.01982706 1.86593494 -3.04735875 1.92724473 0.90128392] Distance 11.855612959124674 Each least square approximations [-5.89234969e+00 3.56503010e+00 -3.97098720e+00 1.45100526e+00 -2.07068558e+00 -1.11709336e+00 9.32527119e-01 -8.13654314e-01 -4.61611194e+00 2.98671914e+00 -9.53821777e-01 -2.23408727e-01 4.78151157e-03 1.40605441e+00 -6.35760035e-01 1.81969122e+00 -1.49381814e+00 2.80624557e+00 -3.75680405e-01 -2.84040719e+00] Distance 9.43806271590898 Each least square approximations [ 8.73330478 -0.78230181 -3.00075648 -0.06732007 -1.15464252 3.62332556 -0.1215757 1.28268542 0.25097576 -1.83438868 -0.04264007 -0.02608352 0.97838288 0.63336017 -0.33206142 0.65325269 1.33362115 0.31236952 -1.08493704 1.43515234] Distance 10.207459775888434 Each least square approximations [ 8.07464354 1.90917532 -1.22370471 -1.57821252 3.39244928 2.38807655 -3.03426559 -2.41273663 1.48583245 0.91234392 1.52999304 -1.64936312 1.81726723 -0.69997636 -0.85935336 -0.46163477 -1.71075939 -1.6677001 -0.42970395 1.00752998] Distance 9.582203321324942 Each least square approximations [-9.78386501 -2.12081367 -0.87933295 -1.13599122 0.39173912 -0.72322789 0.85561071 -0.42852059 0.20342456 1.46331288 2.64389063 5.6560795 -0.09353836 0.06618593 -0.68418038 -0.0712966 -0.70105673 0.68771265 1.50360545 2.05032473] Distance 7.9804220758342925 Each least square approximations [-10.43808919 2.80750634 -5.37568897 0.86376919 -1.16212356 -4.06226855 -1.07021907 -0.11502606 0.75058063 1.15753924 1.65700305 1.20075045 0.83815703 -0.01273845 -0.89232512 0.72681477 -0.80893541 0.93375447 0.79077906 0.05127342] Distance 6.393838178172908 Each least square approximations [-8.89426052 -2.36064508 1.19985114 0.15349094 -4.20878792 0.9531852 -1.69807684 1.26608479 -2.56883524 1.35936059 0.04182374 -0.35484915 0.4207447 -2.15052445 2.1195966 0.21714923 -0.78640571 -2.40567632 1.62317914 -1.26229494] Distance 8.879295949610482 Each least square approximations [ 6.47925564 -1.34279469 3.83567332 -1.86390522 3.02894858 -0.15159315 -2.93324755 -0.32631745 -0.60175685 1.66312836 -0.26519096 0.3372249 1.1026205 3.15080918 0.1292447 0.18642633 0.81385714 -3.41346345 2.88046247 -0.85610534] Distance 10.045646265724105 Each least square approximations [ 1.19050794e+01 3.26312209e+00 -2.79515131e+00 6.85432130e-03 -1.67812816e+00 1.47396104e-02 -2.39584269e+00 6.90825687e-01 6.98468825e-01 -6.68242245e-01 -1.45386235e+00 -5.89209004e-01 -4.26053667e-01 -3.29031550e-01 -1.44615734e-01 -1.20700121e+00 1.14546178e+00 -7.11760765e-01 1.11323371e+00 -4.67005843e-01] Distance 6.243400181559883 Each least square approximations [11.10878276 0.70380033 0.35542477 -0.24592849 -1.22810031 0.39120137 2.10208084 -3.76326461 2.03596997 1.87926745 -0.31975358 -0.54429659 0.86132546 1.4883768 0.05053779 1.33103194 1.05967804 0.98941219 -1.24976827 1.17007002] Distance 7.380752672356425 Each least square approximations [-13.56527803 -0.10769716 -2.25461838 -3.69779041 1.49310104 0.29483823 0.80112166 0.89818044 0.41228448 -0.76373828 0.52504275 -1.13049693 0.43105399 -0.36860967 0.43441819 0.37948795 0.39266521 -1.10543444 -0.18307313 -0.49068078] Distance 2.341457794233733 Each least square approximations [-7.07364936 -4.54169021 -2.4333151 1.72153258 4.29129316 -0.63102041 -1.14026719 -2.41414505 -1.74053251 -0.55886611 1.43964192 0.09387345 0.53969072 -0.38476036 -2.23479596 2.450241 1.5827968 -0.93102849 1.74165078 0.37486087] Distance 7.998919694981931 Each least square approximations [ 4.62325852 0.64506701 -0.40886667 -0.29391988 -1.27144826 0.40704703 0.67773815 -1.19566828 -4.59784268 1.56213047 -1.10423104 -0.15110598 0.03187744 1.03958216 -0.64161133 0.60921749 0.72363791 1.06410269 -0.65454334 -0.49714936] Distance 11.753504732326618 Each least square approximations [ 4.91620832 0.35060511 -0.2531985 0.54774844 1.76687365 -0.59526413 -2.4667224 -0.2680003 0.81451779 3.45208354 0.79046507 1.36006688 -0.74858642 3.29644791 1.40369135 0.01608451 2.68431779 -2.5189637 2.59480553 -0.27309883] Distance 10.477558696166737 Each least square approximations [-4.42501096 2.75213833 -3.26195634 -0.11170711 -0.99676889 1.51778706 1.66677283 3.40990997 1.5892235 -1.69672893 0.34428396 -0.5947769 -0.01155786 -1.46138572 -1.26168306 2.65294769 -1.40184247 -0.57715194 2.1746451 -0.73627735] Distance 10.637493709177196 Each least square approximations [-3.76840056 1.63399516 1.16868509 0.59214634 -1.74342604 -2.01245746 -0.83851863 0.38509603 -1.25489689 -1.40621807 -1.67321618 0.25998125 3.6363814 -0.02273445 2.82563113 1.8750631 -1.76129778 2.6001408 1.80043262 2.884309 ] Distance 10.666948465779363 Each least square approximations [-6.00714071 2.48743998 -1.24960146 -2.02472553 0.52509374 2.5737104 -0.5968502 2.2880948 0.8931322 0.24197196 2.00629153 -1.74367716 0.88208112 1.95835348 -1.11757023 -3.25241164 0.6299052 0.14383652 -0.37419262 0.80799722] Distance 10.338325310846232 Each least square approximations [ 5.84748726 6.22451386 1.0124718 -4.55547691 -3.09502942 1.83509767 1.21837989 -0.7709494 -2.59367386 1.36546875 -0.21421523 -0.7873439 -1.69553967 2.51835533 -0.46208077 1.97326443 3.50096518 -1.05024809 -0.07468353 0.1637212 ] Distance 6.867630038435076 Each least square approximations [ 3.57413547 2.96955165 -1.2066122 -1.72453114 0.69692164 0.90549942 -2.73122148 -0.98541703 -0.56382523 -2.69759618 -0.19008147 0.56003678 -0.01976962 -2.34657026 0.81479158 0.52510442 1.26539454 0.05255471 0.94252331 2.44491678] Distance 11.587021228895098 Each least square approximations [ 3.81960782 -0.37231421 -2.12519994 -5.52662549 -2.47917197 3.15270115 -1.32189926 -1.20240279 0.90939113 -1.03277555 -2.04266158 -0.6101065 -1.71082866 0.34033465 -1.49795967 -1.35209111 -1.08695018 -2.12736767 -1.84543898 1.08319474] Distance 9.998632326960756 Each least square approximations [-4.04853566 -1.0205115 -0.32836797 2.2859483 -3.74031865 0.29577817 0.43285478 1.98184659 -0.4236705 -0.18503972 0.26727987 0.17728847 -1.95710966 1.10621682 -1.22550137 1.96377432 2.94350993 -0.71345508 -0.15042403 2.16659088] Distance 11.282821860115835 Each least square approximations [-6.62869465 3.13023614 -4.11729115 -0.50478705 -4.22531662 1.30262262 0.54886025 0.30263232 -3.67710597 1.45408576 -1.98379445 0.81483709 -0.96911863 0.53965204 0.27333013 0.60569039 -0.75859344 0.83955587 1.2005586 -1.43343368] Distance 8.946270747008874 Each least square approximations [ 5.82143519 -0.55649038 0.38102951 -1.13443354 -1.33981788 1.76303524 -2.27932251 -1.38549476 0.44875844 -2.78917887 -1.42496723 -0.44401242 -0.26255332 2.29237041 -0.16506929 -0.59702876 1.86124252 0.16970848 -1.78482776 0.92048154] Distance 11.247911965799217 Each least square approximations [ 7.44376419 2.94270947 -1.23403621 -2.01044578 3.34920768 1.88644158 -0.18543318 3.20140583 2.29259606 0.14794014 2.57117247 -2.06548877 0.58594354 -0.72207532 2.87847605 -0.33211592 -0.80278473 -0.98308022 0.12314467 1.63077949] Distance 8.556429068577 Each least square approximations [-7.68732416 0.42778591 -2.45054897 -4.33627398 0.78631019 -1.22958208 0.99542384 0.40793574 -2.52149427 -1.59067096 1.57675097 1.73148191 -0.19658068 -1.38838924 1.39482605 2.73359856 0.65121226 -2.07969525 -1.28099264 1.70679784] Distance 8.670234441075214 Each least square approximations [-7.9919299 -1.48141101 -0.83240762 0.28368319 -0.59962724 0.69526693 1.67600587 -1.71778135 0.69308305 2.76929352 1.43660341 0.74532557 -1.09491547 -0.22697731 -0.29102692 -0.89746348 0.33235197 2.15383017 -0.04375919 1.8835706 ] Distance 10.146764928269446 Each least square approximations [-7.53992794 -3.63914198 -0.13881252 -0.57825621 -0.41451684 0.96647505 -2.37638161 0.33134226 -0.53335145 -1.96546935 1.29473117 2.42544072 1.5282618 -0.62032442 2.6549435 -0.50867285 -2.40821602 0.10087377 -2.42178628 -0.77111448] Distance 9.289381827100764 Each least square approximations [ 6.98651692 -2.0290805 4.99353589 0.29560075 -1.64459548 2.69823624 -0.94925537 0.8558609 -2.85048597 0.11700119 0.5382125 0.45648346 1.2585032 3.34709894 -0.02723332 0.67120058 0.69168866 -0.0531467 2.21163911 -2.35796594] Distance 8.673461983344074 Each least square approximations [ 8.27541889 -0.47549578 -1.13769997 -0.19070276 0.22143268 0.81409394 -1.9716307 1.46097254 1.09548036 -1.85593098 2.14088762 0.01387801 -2.83674389 -0.54224149 2.60748613 -0.31564062 0.96523572 -1.51248325 0.99235178 -1.03959715] Distance 9.543646658216069 Each least square approximations [10.38422849 4.13024959 0.45351646 -0.63243251 -4.3002589 -1.30883624 -1.87754777 2.46838932 0.72941295 -1.88828731 -2.5537848 1.13786501 1.47489612 -0.99884383 -1.10120808 0.30561644 1.1141067 -1.06258433 -0.35572966 -1.03466719] Distance 4.725031586822245 Each least square approximations [-8.38959159 3.1265296 0.78924406 -1.30268085 -3.08613213 0.89243891 1.55192049 -0.93894946 0.37309833 1.268729 -2.85340154 0.31830723 -0.29269099 0.03802769 3.16362636 0.05220216 0.11227682 -2.6877281 -0.33267345 2.51184552] Distance 8.232179765440506 Each least square approximations [-7.63301102 -4.76673368 2.2008417 5.89325091 0.38342555 -5.20977541 5.09435179 -0.07602416 -1.07644483 -1.6285302 -0.1377291 0.86845475 -0.01845731 0.55103045 1.0046051 -0.73245693 1.379126 0.30176398 -0.04227395 1.54186787] Distance 4.427533395868897 Each least square approximations [ 3.90354066 1.96285516 0.35438369 -1.09320244 -1.06904914 2.45514034 -1.92923953 -1.23101613 1.70465472 -0.7481592 0.31307359 -0.1084404 0.14217529 -0.16712771 0.19579412 -0.53592609 -1.58146452 1.82231464 2.66995628 -0.45246155] Distance 12.421404872648035 Each least square approximations [ 5.29141966 -3.69252711 3.47961428 0.11241659 3.30719446 -4.2814177 -2.54291857 -1.28088682 0.29712503 -2.46833085 2.32892411 2.88884245 -1.05731747 -0.69243496 -0.55589594 1.26873117 2.23933518 -0.90695941 3.77301249 -0.28357597] Distance 8.33460824496738 Each least square approximations [-1.76998689 -3.52285073 -4.86983635 0.5609869 -2.73543631 -0.01468269 3.71740668 -0.887464 2.45539025 -3.4035118 0.57433532 -0.68345875 -0.45902803 -2.12898148 -1.13269642 -0.86297454 -2.82912145 0.89181641 1.50299786 -0.71815207] Distance 10.285765604457351 Each least square approximations [-4.69205774 -0.49982975 2.79180084 -0.96390469 -1.3787319 -2.52326549 -3.45741519 -0.80298008 -2.9428077 -2.81329399 -2.67710452 1.17515614 1.40729675 0.29707839 1.72624492 1.31809598 1.89998812 2.18691334 -0.38896885 1.39819902] Distance 10.48582075697499 Each least square approximations [-3.90875417 0.7311046 4.17956305 4.38113786 -2.78368848 4.51166791 0.44817604 3.28666026 4.29800167 1.20243055 1.87219873 -1.55613536 -0.10105164 0.36333299 -0.70471597 0.33461223 0.56319477 0.74728101 0.08750209 0.03354022] Distance 9.227732951877357 Each least square approximations [ 5.52446844 3.23938923 0.48972218 -4.45225805 0.18647213 -3.32576793 -3.19396953 2.73030381 0.03274385 -2.84156346 1.2484061 -0.11454511 -1.66497514 -2.38282652 -0.34722897 0.57456814 2.27396095 2.59158347 -1.53925998 0.01882329] Distance 9.032306664604409 Each least square approximations [ 3.36632851 1.04391389 -1.57017118 -4.76962707 4.34128258 1.77307451 -1.66700988 -0.66361545 -0.42279342 1.61394084 0.23167621 -0.19433028 1.04659005 -0.93742384 -1.57094061 0.04401063 1.27601199 0.21791151 -1.00141083 1.28985471] Distance 11.388897329982356 Each least square approximations [ 2.70113058 -3.02689697 0.34480368 -2.1470243 -0.60502019 0.32518189 -1.47006832 -1.76285698 -0.93207829 -0.17577717 1.64837765 2.92542951 0.03904842 0.30092185 0.60416783 1.9367276 0.01774927 0.81639073 -2.11923386 -0.34576071] Distance 12.475047698631037 Each least square approximations [-3.2950208 -0.96646372 2.35663168 2.72140924 -0.62196 -0.88702957 0.6444021 1.073058 -0.26061207 2.6039333 0.88783021 -3.62692656 1.23041904 0.05495958 -0.55908681 1.48871223 0.61737042 0.74390727 1.00535363 0.78188732] Distance 12.220051498824335 Each least square approximations [-6.69174901 -2.57360054 0.58001881 5.97942912 -0.6019048 -5.91378158 5.67402062 1.56543708 -0.45890092 -0.60138428 1.11306972 3.26940244 -0.54029425 0.48823785 1.38769472 -1.68144855 1.38277654 -0.2167994 1.17825329 0.50050862] Distance 4.909937042446612 Each least square approximations [ 5.47692203 2.45689219 0.45920539 -1.53030657 -0.48152308 3.32704274 -1.8479235 -0.71731153 2.16545636 -0.80791599 1.02327534 -0.24091714 0.18973978 0.48272204 0.26629913 0.01963067 -1.38899828 0.78045544 2.4947709 -0.12357342] Distance 11.557715888741724 Each least square approximations [ 5.88754045 -4.33232392 2.32037579 -2.09924083 3.52525776 -2.95405574 -2.95686198 -0.57747055 0.04150687 -2.55664564 1.41076285 3.04375734 -0.93583497 -0.78037453 -1.08281594 1.47714921 1.20523552 0.39808788 2.76292969 0.51872545] Distance 8.795587599590894 Each least square approximations [-2.99202703 -4.64547592 -5.74243124 1.41141062 -0.73738813 -0.98717118 3.14830268 -0.74761479 1.5543535 -2.63110299 -0.37895009 0.09492342 -1.28482924 -1.58594978 0.11497112 -1.057577 -1.9118702 0.77338321 1.10992483 -1.43263228] Distance 10.156075229387493 Each least square approximations [-6.17486916 0.12036033 3.48577623 -0.91788917 -1.74001772 -0.80524754 -3.97156146 -1.12761547 -1.84318753 -3.3184679 -2.21140609 1.02420083 1.28792978 0.79249238 0.59254196 0.82467238 1.5256708 1.64786559 -1.65654284 0.92591329] Distance 9.939461249452384 Each least square approximations [-4.08507254 -0.71040672 5.98122376 2.66699848 -3.97102922 4.31415153 0.66244057 1.74321551 4.18470681 0.19205555 0.22862448 -1.65894826 -0.27710793 -0.25901846 -0.68051876 0.75407167 1.01507803 0.53506633 -0.49111577 0.82794845] Distance 9.013926049157101 Each least square approximations [ 5.95498701 0.90405653 2.01464986 -3.83536665 2.10233281 -2.83244531 -3.40567099 1.85826568 0.55860826 -1.65173875 0.86531628 0.23480287 -1.87496032 -1.856676 0.19897215 -0.24990371 1.15888168 2.70555472 -1.77391694 0.37435923] Distance 9.87727950982859 Each least square approximations [ 4.83157803 0.98937937 0.05614834 -4.82053066 5.03603048 1.41530056 -1.22400847 0.02604565 -0.64995706 2.56530515 0.66282105 -0.81309334 -0.37101048 0.42481993 -1.99894368 -0.4543098 1.94737343 0.76082816 -0.33554941 1.00476298] Distance 10.412368223637882 Each least square approximations [ 3.68825519 -4.31161805 0.69601653 -2.9059691 -0.66429855 -0.69553591 -1.42138067 -1.04442388 -0.77667194 0.28029865 2.18201715 2.17960224 -0.1535921 0.35160503 0.98376519 2.31109716 0.20969156 1.16265591 -2.06448214 -0.59312009] Distance 11.625139556337933 Each least square approximations [-4.53077888 -1.51709715 4.0160001 2.67538614 -0.3648107 -1.13115241 0.0432388 1.21202721 -0.78033494 2.77135296 0.15720944 -3.09202086 1.60506498 -0.35711637 -0.8526179 0.39638671 -0.2644864 0.86972325 1.10170864 0.85310291] Distance 11.390019571561089 Each least square approximations [-6.17854908 3.78586141 -4.4078763 1.55812942 -2.64516987 -1.54144077 1.26615194 -1.64962412 -4.51002999 2.51940424 -0.40587737 0.35386133 -0.88209657 0.9651744 -0.522683 3.12966362 -1.74734132 1.60730594 -0.45904962 -2.08070851] Distance 8.84755617011799 Each least square approximations [ 8.25471907 0.47978915 -2.463867 -0.77234912 -1.57156257 4.54431668 -0.40423781 0.15000435 0.60318184 -2.62678664 -0.02613423 0.06573117 1.3363994 0.61459756 -0.02167743 1.17601717 0.91207403 0.70215358 -0.72549251 1.11437751] Distance 10.149860743266805 Each least square approximations [ 8.21740519 1.76200356 -0.4120892 -2.62384177 4.27837671 2.16917574 -2.69242465 -2.31111111 1.30655682 0.37528111 1.04084085 -0.57129104 0.80460228 -0.57303043 -0.39606971 0.33864654 -3.42556078 -1.02326811 -0.90742241 0.84190769] Distance 9.119722920461077 Each least square approximations [-9.87736466 -1.62105734 -1.89164222 -2.4801995 1.67009588 -1.17887218 1.73053598 -0.93296852 0.10906589 0.75458289 2.22790987 5.62367754 -0.54653164 0.72998578 -0.85176226 -0.54467264 -0.68881954 0.72841079 1.18089832 1.6253857 ] Distance 7.296795533957103 Each least square approximations [-11.0203262 0.69793828 -5.12372351 0.59681825 -1.6744067 -2.73541917 -0.80300311 -0.89013857 0.25099399 0.44594966 1.10077383 0.3004409 0.46149929 0.36355893 -1.25112776 0.77757749 -1.06976473 0.50962968 0.48212476 0.84997068] Distance 6.969098661642358 Each least square approximations [-9.18152352 -3.15405428 1.34968461 0.23751497 -4.35756192 0.95374806 -1.23651247 0.33439409 -2.20729381 1.94928017 0.53072847 -1.20118743 0.90323992 -1.28595401 2.57301382 -0.37447683 -1.06367668 -1.54449429 1.26429634 -0.350611 ] Distance 8.528952498184934 Each least square approximations [ 6.92526031e+00 -1.00444979e+00 4.28180274e+00 -2.11543753e+00 3.88343906e+00 -3.47114201e-01 -2.57927262e+00 4.32478852e-01 -4.52734007e-01 1.29838453e+00 1.08569046e+00 -1.48036141e-01 9.05020875e-01 3.50402131e+00 5.46168648e-01 -2.50867476e-03 9.91096023e-01 -3.57623104e+00 2.21523594e+00 -1.27552767e+00] Distance 9.201186432800045 Each least square approximations [12.37715736 1.19770754 -2.09191136 -1.41983306 -2.25547665 0.38753143 -2.33270361 0.44045537 1.84697194 -0.36263313 -0.80700646 -0.94333946 -0.47334259 0.16233423 -0.09140742 -0.89910785 0.7333262 0.10510974 1.28752737 -0.98392987] Distance 5.835569104520992 Each least square approximations [10.66366501 0.93456111 -0.37706268 -1.5805405 -2.85313569 0.24927182 1.96174918 -2.85876226 1.44576669 1.44969072 -0.480063 -0.37492614 0.94822029 1.41230866 0.45333979 0.96555359 1.12496796 2.23072956 -1.74548118 1.19332176] Distance 7.649526513221577 Each least square approximations [-13.37412892 2.76474315 -0.87670326 -2.38828298 1.12196646 0.90589882 0.80786387 1.81102965 -0.26775039 0.47341855 0.91227143 -0.89700882 0.50341776 -0.09264392 0.40405763 -0.14306837 0.43071147 -0.53522116 0.11418751 -0.25218015] Distance 3.6538269688366265 Each least square approximations [-7.09918349e+00 5.56401101e+00 -6.17059835e+00 4.72004472e+00 2.76424721e-01 -6.94560620e-03 1.79831495e+00 2.34465291e+00 -2.86283942e+00 -1.26786883e+00 -6.40379369e-02 9.30482376e-01 -1.80939047e-01 3.35613608e-01 1.63676857e-01 7.07252401e-01 -1.06726152e+00 -4.90941428e-01 1.67638389e+00 9.79688567e-01] Distance 6.617017930908725 Each least square approximations [10.49616335 0.4014476 3.1931368 -2.70783987 -2.08504384 2.7958592 -3.34701873 -2.21646905 0.35670556 0.83380798 -0.36498633 -1.32676222 -0.96793286 1.95293327 -0.52028851 -1.04030395 2.35766197 0.86391578 -0.66417508 1.39709281] Distance 6.0945774058201385 Each least square approximations [ 1.02901909e+01 -2.33860173e+00 -3.35413828e+00 -3.36509918e+00 3.08090463e+00 2.92969149e-01 -1.56550466e+00 8.76789331e-02 8.10900663e-01 -1.23213112e-01 2.09613391e-01 5.88061840e-01 1.69958356e-01 -8.19749240e-01 1.71456170e+00 -1.75698542e+00 1.48829117e+00 8.42513462e-03 -4.38882358e-01 -2.43057184e-01] Distance 7.387543496953699 Each least square approximations [-8.53262795 -4.01734697 -6.07790136 -0.66473164 0.52272074 0.9807381 -0.12272091 0.25880373 -0.69051669 -1.79066808 1.22709228 1.30399428 1.30384652 -2.24744915 0.88639131 2.0249741 -1.92806611 0.51767341 -2.68996369 -1.20684432] Distance 7.207702328160862 Each least square approximations [-9.67363798 1.78295163 3.38863917 -4.33830382 -2.65871532 0.90263194 -0.70645169 -1.23357441 3.16897564 1.60476846 -0.04056254 1.1303395 -0.21356922 1.10145973 -0.77029188 -0.26212085 0.69624533 2.46013665 -0.20596735 0.96270013] Distance 7.10702620968779 Each least square approximations [-10.1069041 -2.5729087 5.83866691 -1.97891362 -0.05012188 -0.03809304 -1.39004401 -0.15638144 1.74200998 -1.91189054 0.41526334 0.62734848 0.62935412 0.67505186 0.64383795 0.55270075 -0.40642719 1.59643537 -1.6375418 -0.91757913] Distance 6.855584491186958 Each least square approximations [12.3335069 -4.79452694 2.42589055 -2.50563021 -1.65388199 1.23177499 -0.25432194 -1.41457664 1.15278326 0.06461022 0.26793559 -0.39182881 -0.57432911 0.31411741 -0.55307361 -0.78658255 0.16361979 1.21201947 0.09686684 -0.10484176] Distance 3.5760601768915983 Each least square approximations [ 8.63965529 2.54540108 3.20615113 -3.10076674 4.08077815 1.76449894 -0.55020865 -1.35973382 0.86991766 -1.74288422 2.66976858 -0.15826268 -1.74696833 0.47144933 0.87986747 -0.28369002 0.58112925 -0.22431565 0.33634696 -0.25147931] Distance 8.498539822130889 Each least square approximations [10.60035472 -3.2828676 -1.20098653 -2.93649413 -1.0430813 -1.32083166 -2.65732338 2.63475795 -0.40473189 -0.05130791 1.65513023 1.28186409 -0.21991873 1.02521834 1.78346998 0.92430113 0.03200871 -0.60814251 -0.72740322 1.77320564] Distance 6.857572715578343 Each least square approximations [-8.6477224 -2.00760514 3.57264166 3.20973364 -1.68114761 -0.03932607 -0.30922904 1.39333219 1.25365829 3.66725954 -2.84159143 0.66102784 -1.35862986 1.291057 -0.26658675 1.41248754 -0.70297088 0.22773689 -1.7456351 3.17148294] Distance 7.82899234733593 Each least square approximations [-5.69275779 4.08378124 -6.26697997 3.2187823 -0.43931939 -1.9365222 0.97775127 1.43281661 -2.72903234 1.86888716 -0.96694883 -0.14593078 0.46433246 1.1774228 0.49294854 0.27303742 -0.32943949 2.15614407 -0.02680293 -1.52771991] Distance 8.638775250500665 Each least square approximations [10.82062768 -2.00999915 -1.01395824 -0.78169277 0.150304 2.91039805 -2.05037319 -2.23735419 -0.42902502 -1.44582687 -0.49371785 0.20843622 0.85433825 0.76000772 -1.47150921 -0.56176578 -0.37519898 0.26272473 -0.33286936 1.65950762] Distance 7.16354873030274 Each least square approximations [10.21941724 -0.58317947 -4.57461518 -1.03574435 1.83539858 1.60293164 -2.02769665 -0.35090164 0.37983909 0.1076175 1.70153074 0.34545814 0.71023336 0.35392143 -0.4061445 0.49355682 0.42047673 -0.52109354 0.38424135 0.79031841] Distance 7.670115672489847 Each least square approximations [-9.91348908 -3.92397198 -3.7659858 -0.54340122 0.98377947 0.96166002 0.08117808 0.43890265 0.63364267 0.65803986 2.33466037 1.45724208 -1.60793025 0.11279019 0.460634 2.1146858 -1.27290654 0.76517782 0.09110057 -0.68893429] Distance 7.251542239369441 Each least square approximations [-1.04872032e+01 4.85906613e+00 -1.02606296e+00 -2.20945050e+00 -8.37228761e-01 -5.83127189e-01 -9.02696530e-01 -4.06213327e-01 3.21466024e-01 1.57682842e+00 3.75823955e-01 2.73115922e+00 1.63313630e+00 -5.36209869e-01 4.66668286e-03 9.20219658e-03 7.25796575e-01 -3.16229534e-01 -7.23478931e-01 5.62885919e-01] Distance 6.711917057457167 Each least square approximations [-9.47458252 -2.38713027 4.60052982 -0.80587847 -2.11476492 0.7022112 -2.40899083 0.24230087 -2.14334904 -0.20927517 -0.14774509 0.36301271 0.19673506 -0.8799039 0.36060429 0.35656912 0.89324429 -0.11461619 -0.73486402 -0.26022435] Distance 8.113027054819062 Each least square approximations [ 8.51626543 -2.84795068 4.82484186 -2.7979161 1.26351149 2.42793296 -1.64083665 0.64178221 0.90054522 1.75445022 -1.45506716 -0.72596714 0.39540474 0.39921109 -0.30200076 0.34977353 -0.18846175 -1.91560713 0.64498652 0.18920945] Distance 8.224906369855384 Each least square approximations [10.31592023 4.97890931 0.72491855 -1.34555835 2.34615507 -1.50981404 -1.3573069 0.18876389 -1.39259817 -1.98002768 1.59062243 -0.12767716 -2.20470857 0.91712216 0.33005495 0.06942989 -1.29156535 -0.47993328 -0.28930073 -1.28089039] Distance 6.337094730330669 Each least square approximations [12.16478005 -4.67570956 0.40831316 -1.4643905 0.40089816 0.04756166 0.82558455 -0.87738942 1.34053409 -0.09663373 -0.4480163 -0.75630088 0.05290039 -0.16024688 -0.30973085 1.11369403 -0.12425784 0.05966678 1.45392703 -0.91755488] Distance 4.5299931965168225 Each least square approximations [-11.35135038 -3.56845125 1.16786062 0.90595555 -1.35726873 -0.6286158 -0.49651486 -2.30084972 1.68755924 1.04577375 -1.3644396 0.44107548 1.08641924 1.31870998 0.26652029 -1.53951731 -0.29583077 1.23410018 -1.09863326 1.36040859] Distance 5.799421241914898 Each least square approximations [-5.83314659 3.66687803 -7.9043103 4.14582078 1.58592802 -3.27233843 2.70486789 3.08069965 -1.65123856 0.74775621 0.09283561 0.07492379 0.7580173 -0.70124871 0.38474408 0.12141435 -1.51546755 1.04905631 1.13052948 0.7770046 ] Distance 8.326826672404454 Each least square approximations [14.97204062 3.05537614 0.7839415 -0.08803321 0.65595484 0.16605192 -0.07970701 -0.23672781 0.35012133 -0.12186882 -0.54878539 -0.0544858 -0.2103185 -0.28964965 -0.62835967 0.05844389 -0.14720475 -0.21286221 0.14002 -0.25111791] Distance 0.7446866316870003 Each least square approximations [ 1.10263966e+01 -3.99547033e+00 -5.11183089e+00 -3.05696489e+00 1.29366509e+00 -8.04480169e-01 -1.53328217e+00 -2.54070562e-01 6.89825966e-01 5.50051659e-06 1.38354007e-01 1.61803625e+00 1.15413995e+00 3.73134058e-02 1.93418628e+00 -2.39968370e-01 -5.90592405e-01 2.84901538e-01 -2.57343024e-01 9.06333898e-02] Distance 7.057278260585125 Each least square approximations [-9.48464946 -4.17511873 -6.39393842 0.48116417 2.47943127 1.89737769 1.26290592 0.20636979 -0.01172138 -0.71435499 1.05774988 0.69896363 -0.64818531 -2.07702923 -0.46784308 -0.0609924 -2.44509241 0.6801082 0.68422213 -1.44929336] Distance 7.767785071559317 Each least square approximations [-11.27328679 5.15737031 3.02110156 -1.9686571 -4.63360121 -1.08588626 -0.8167349 -1.39607682 2.94010178 1.07940471 -0.37410398 -0.67203325 0.76737723 -1.74048693 0.67543988 0.50670335 -1.26278559 0.90262458 -2.34509804 0.87776768] Distance 4.576796762576519 Each least square approximations [-9.96001715 -2.02566392 6.73787995 -1.25033876 -2.57895333 1.55093285 -2.51306153 -1.63055657 0.09862919 -0.77644946 -1.34487553 -0.69257369 0.69735295 1.38153888 0.60582528 0.13887505 -0.40526966 0.44877396 -0.06812164 -0.22871777] Distance 7.868228366618706 Each least square approximations [10.51893589 -3.1369048 4.30788143 -4.27773642 2.72995905 1.26797984 -1.51445393 0.65803333 1.34849722 2.98543167 -1.55735129 0.93462191 -0.12540809 -1.09473085 1.57915302 1.63577103 -0.28411163 -1.02370992 -0.32956298 1.02281695] Distance 6.669538601338485 Each least square approximations [10.67604236 3.47335107 3.89401159 -3.06156438 4.22446089 0.82116353 0.73218365 -0.29714797 -0.59335596 -2.5048167 1.38916083 -1.21743126 -0.95492424 -1.06635478 -1.52670988 -2.09690716 -0.13624756 -1.03316187 -0.24610122 -0.85595582] Distance 6.77455273046606 Each least square approximations [10.61735913 -5.15110805 2.04908453 -5.08100366 0.08477833 -0.90058384 -2.22440265 0.42683826 0.52076832 1.46734303 3.30709318 -0.1831001 -0.08079148 0.63705012 0.29775813 0.54262704 -0.65608692 0.17839324 -1.19148053 1.16105343] Distance 6.608023249846778 Each least square approximations [-11.08518958 -3.79695228 3.60174765 2.72921132 -2.34195098 0.57902506 -2.52726523 0.81562512 0.6149089 2.43595158 0.38674678 -0.77227711 -0.83971008 2.13626697 0.08037376 -0.25546469 -1.83706646 0.02783723 -2.2854932 1.23777445] Distance 6.571961801299616 Each least square approximations [-3.02274864 3.03749463 -3.45862791 2.0595019 -0.89254416 -4.18522951 -2.34732059 -1.35683407 -1.33226043 3.23339934 0.27027388 0.14009787 -0.86341528 2.94620724 0.63131549 0.44948869 -1.57454527 2.34787548 -1.12849753 0.50525986] Distance 10.695722787304364 Each least square approximations [ 5.42075889 -0.63908606 -2.7097713 -2.04423293 1.62937326 2.64885574 -2.56698471 -0.16320083 0.15419133 2.13630451 -2.33798127 -0.479986 -0.08126225 -0.43841552 -0.15130284 0.6602102 -0.34788718 1.58248833 -0.72712125 0.86808703] Distance 11.577866530540497 Each least square approximations [10.72758403 3.06721452 0.33528684 2.82793221 -2.18963262 2.43915788 -1.47890326 0.57320153 -1.17247249 -2.76830488 -2.16811059 -2.35521171 0.36147864 0.0582343 -1.14922934 0.09155046 1.879028 2.06638509 -0.10702244 -0.64930687] Distance 5.626489869339529 Each least square approximations [-5.66473647 -1.88090067 -2.26816129 -1.19345433 -0.83323616 1.1425214 -0.08058161 1.59409442 2.19977715 -0.16779758 0.25820479 -0.91368013 -4.06393489 -1.22097372 -0.08903546 2.86872453 -1.81203513 -0.5907822 -3.26572124 2.07756667] Distance 10.446482950292378 Each least square approximations [-5.5584935 3.44421201 0.27027116 -1.49226311 1.02070751 -0.90339393 -1.62367947 -3.04625464 0.52472874 2.67024775 -0.33432521 3.00075629 -2.08269382 1.99101234 0.85117066 1.19839982 2.65499417 1.49506488 1.60907478 0.47760613] Distance 10.420143359035828 Each least square approximations [-4.51055622 -2.14507361 2.05101428 0.22819553 -1.2451907 0.04380613 -3.78697328 0.01001399 0.66088948 -0.30238533 -0.08842112 1.12638837 2.00967668 -0.79780077 -0.17781487 -0.50761723 0.51241526 0.31870914 0.76211947 -4.20595881] Distance 11.661694262543731 Each least square approximations [ 5.58120156 0.08180095 4.20665209 -1.39363775 0.14495389 0.86816296 -2.47329143 -1.37231682 0.14191986 -2.82494382 -2.96172581 -1.51653298 0.44113632 -0.75356269 0.41163421 -1.53854786 0.88376603 0.83220386 0.24305978 -0.28124613] Distance 11.088086582577256 Each least square approximations [ 6.46417856 4.90257137 -0.18391831 1.96781136 2.24307658 0.27884302 -0.1366664 2.11016183 0.50701282 -1.76731603 0.92704191 0.17010411 -0.5695105 1.37163927 1.63284071 -1.02979121 -1.83352154 0.8695925 -1.27811546 0.56455613] Distance 10.531828239769744 Each least square approximations [ 7.18571146 -0.74425757 1.07196204 -1.62549193 -0.778961 2.96939378 1.73061246 1.5083017 0.2441196 -0.74954054 1.21781751 -0.86812131 -1.8707428 -2.22981125 -2.38322437 1.40421943 0.96745868 -1.63177609 0.55387857 2.20498306] Distance 10.39595086856258 Each least square approximations [-6.08208338 -3.91791988 1.17511645 -0.67261283 -1.40229563 1.34603689 2.02541895 -0.70087439 0.64670348 0.33330855 -1.78220616 1.44195821 2.37928213 0.99532246 -0.96710647 1.88807946 -0.29602616 1.41570516 -1.13711634 0.49692371] Distance 11.107792036903787 Each least square approximations [-6.64474533 3.17566425 -7.96737319 3.22706755 -0.90191383 -2.26397554 0.80223247 1.17547921 -1.33848797 1.93302777 -1.03116075 0.17549737 -0.37318332 1.11463199 1.67680204 2.27092603 -1.12694981 2.10649555 -1.33401166 -0.4625927 ] Distance 7.854213149723857 Each least square approximations [ 1.10877533e+01 6.24879359e-01 -3.06214576e+00 -1.99566879e-01 6.41540777e-01 5.75343026e+00 -2.60437747e+00 -2.18330121e+00 -8.81125950e-01 -1.62429570e+00 -5.67994364e-01 7.14332759e-03 1.40379048e+00 7.90434649e-01 3.72561562e-01 -5.50305845e-01 8.51537905e-01 8.49766511e-01 2.51738899e-01 4.57263366e-01] Distance 5.92912747041704 Each least square approximations [10.86781008 0.14662822 -4.53765108 -2.78146714 1.95305528 2.04176567 -0.90576875 -1.63042826 -0.45821363 -0.6098684 0.96709738 1.52578462 -1.01213671 0.87952404 -0.29579549 -0.79471584 -1.80937148 -1.10685619 1.45355833 0.91239445] Distance 7.052023273932056 Each least square approximations [-11.00923741 -3.51115716 -4.48558527 -0.17012387 2.00229735 1.08153678 1.24863388 -0.08280367 1.63318969 1.1308389 2.29849072 0.26142691 -1.69036027 -0.02140753 0.55209468 -0.16341809 0.05824146 0.9380843 -0.43047791 -0.2887629 ] Distance 6.884214529109693 Each least square approximations [-11.86544063 5.0670396 -1.38918433 -2.22460629 -0.24307164 0.25364183 -1.44314359 -2.76317208 -0.79684379 -0.06181942 0.4662035 -0.95262734 1.22991273 0.26988875 0.50394042 0.48993237 0.95129246 -0.58252391 -1.01132033 -0.5095925 ] Distance 5.648339826455244 Each least square approximations [-10.46111746 -2.61884269 4.37997036 -1.37075106 -3.29804725 1.11689501 -3.58970803 -0.86792353 -1.57278656 -0.42973976 -0.48685245 0.46656871 0.74347653 1.63646663 0.68020272 -0.21339183 0.56923305 0.17383186 0.46328731 0.72870531] Distance 7.098232198851062 Each least square approximations [ 9.13885896 -2.45640526 3.85979841 -4.06028857 4.57242722 1.72290332 -2.63542967 0.70923619 0.52615446 2.41955029 0.8897062 -0.81962445 1.11400287 0.92400125 0.19055202 0.55759902 1.69067271 -1.568083 1.52141611 0.54140317] Distance 7.15785898814717 Each least square approximations [12.75528234 3.87919671 2.03450208 -2.3002975 0.4177633 -2.58901116 1.18137292 -0.20456408 -1.79884169 -0.73630021 1.69287414 -1.2689734 0.46336893 0.1297643 -0.02708888 -0.02098618 -0.36482267 0.08901487 -0.25043158 0.40862441] Distance 4.136258465285508 Each least square approximations [11.44664841 -4.0076285 0.70843841 -3.24401734 -0.33743565 -1.49396004 0.30141983 -0.62024062 1.22604263 1.1362868 -0.61913995 -1.07812233 -0.76251823 -1.69078398 0.29897653 1.94660834 0.37909871 1.0947382 0.0482196 1.17684081] Distance 6.792281202357366 Each least square approximations [-12.48599788 -2.28518561 3.16918964 1.56651269 0.06868925 -0.541218 -1.97927378 -1.75091846 -0.91554986 0.80217461 -1.10684548 -0.8206568 0.90999329 -0.29299384 0.13537635 -0.12693271 0.42092672 -0.18435783 -0.96690948 0.07079086] Distance 5.922543967262909 Each least square approximations [-4.29822715 3.50512794 -3.97205955 4.10552394 0.26083348 -4.45836314 -0.21358661 1.31877959 -1.55899888 2.3804347 0.62984267 1.31692186 -0.34411738 1.24148582 1.1102213 -0.49132624 -4.1742816 0.79620702 -1.31634548 -4.10334184] Distance 9.23794539275671 Each least square approximations [ 9.09041965 -0.76755853 -1.75151784 -2.93032125 0.04752351 3.3151137 -0.94241752 0.63237471 -0.07909035 2.84818802 1.14905172 -1.3746965 -0.66714815 1.61862185 -0.17770081 1.17582682 -1.06901329 0.14379024 0.75285478 -0.73188813] Distance 9.758059661775805 Each least square approximations [ 9.99627833 -0.58001847 -0.52425362 -1.20089407 -0.58320377 2.49822953 -4.78176743 -0.3926052 1.72996151 0.14149186 -0.86223662 1.40450843 1.85503194 0.02925817 0.60045826 -0.91938466 -0.04205653 -1.06879279 -2.26806946 3.21121458] Distance 7.867438035998187 Each least square approximations [-7.65881063 -2.7922636 -3.16894075 -0.90080652 1.10439566 -0.95489759 2.7919144 1.58479698 2.11154379 0.58100342 -0.1960444 1.93286544 -1.33321242 -3.16725621 -1.38565309 0.89326077 -1.73475206 0.27723355 -1.10109473 -1.0635699 ] Distance 10.10842013720579 Each least square approximations [-8.93540549 3.19273318 -1.17980481 0.06508617 -2.66952988 -1.43295801 -1.96164046 -0.29830513 2.92125226 2.3753281 1.06427851 3.23571421 0.40157266 2.64523744 1.04838334 0.65956891 2.15640796 0.92245914 0.69170094 -0.43709641] Distance 8.675453858628115 Each least square approximations [-6.71941942 -2.05434848 4.96940031 -1.04923204 -2.94303443 2.35082881 -2.45228462 1.06230597 0.73028108 0.68350012 -1.58153382 1.39696067 1.46356492 -0.32564007 -0.08453795 0.48725018 0.88659515 -1.42467164 -0.13185316 -0.66833263] Distance 10.617469129900291 Each least square approximations [ 7.07268757 -1.77259355 5.15147434 -1.64314876 1.90206494 0.8439335 -2.73324765 -1.80243662 0.34937821 1.46694003 -2.56470455 -1.20453655 -0.73292899 -0.02049459 -1.345436 -1.06606297 -0.81798935 -0.26575449 -0.58925143 0.09708095] Distance 10.39796766021683 Each least square approximations [ 9.97848639 3.47210058 -1.27212136 2.71417321 5.0388055 2.98279868 0.63348309 0.72807313 -0.2083283 -2.37314614 -0.39340398 0.36535231 -2.3519655 2.38091316 -0.59248831 1.01788298 1.09213787 1.51695977 0.50809898 0.78852215] Distance 6.457508603739471 Each least square approximations [ 9.11920729 -3.03887112 2.09282735 -2.17241937 -1.34193893 2.92472326 -0.34599878 -0.17675722 2.77388557 2.74859697 3.21397894 -1.7556148 -1.60430838 0.90480337 -0.88378586 2.97078438 -0.01079303 -1.65794166 -0.88720025 -0.12259445] Distance 7.952491066722413 Each least square approximations [-9.63374641 -4.04356282 1.76618991 -1.71703926 -1.17873311 -0.97364388 1.13836955 -0.10944844 0.57163996 1.97100469 -1.77852803 2.81519146 -0.03075987 0.66205527 -1.56503613 1.44084333 -0.06047063 1.56887695 -0.95926477 -0.10436513] Distance 8.82722457682924 Each least square approximations [-4.88769365 4.22674172 -5.48122312 4.65722082 1.24071525 -2.37439756 1.60935716 3.32162006 -3.00179483 1.2588947 0.58294442 -1.13341946 1.56659861 0.11397304 0.37061037 0.98996338 -1.04394916 1.76798651 2.37817682 0.0741786 ] Distance 9.478849936373225 Each least square approximations [14.71753329 -2.51868193 -1.22090198 -0.34549922 -0.69065171 -0.22161851 1.07720596 -1.25915054 0.08970111 -0.39922928 0.64977093 -0.2423345 -0.08737412 0.01632655 -0.50609814 0.14727099 0.0271336 0.37878545 0.03230778 -0.18521086] Distance 0.9347244037574516 Each least square approximations [10.76067879 -2.54198993 -3.9544293 -1.30754106 -0.1820644 -0.2558644 -2.49643986 -0.02611288 0.44845122 1.6054299 1.17218934 2.44845018 2.54403402 -0.06923932 1.58343325 -0.47036813 -0.14600323 -0.32585833 0.1291678 0.75502336] Distance 7.988686330468613 Each least square approximations [-8.83018666 -5.06168803 -4.53465157 -1.34198586 1.03622237 2.53496081 1.05664411 -0.02390388 0.11340332 0.47728243 1.0361358 1.35635297 -1.24694662 -1.52337251 -0.11642616 2.22335649 -3.10663476 1.09003008 1.04120925 -2.26554189] Distance 8.136498836940897 Each least square approximations [-10.50003303 6.21689787 2.11984452 -1.78041749 -4.3024236 -2.5831785 1.67618821 -1.70879954 2.1797077 0.05931334 1.29279655 0.9410727 1.14799422 -1.33176149 -0.20781643 0.5542944 -0.57567725 1.44410336 -0.78254645 0.67513441] Distance 5.301216565387401 Each least square approximations [-9.49264403 -2.04381662 6.58086719 -0.09262482 -1.49556422 0.15319695 -1.98368439 0.25356352 -2.33386083 -1.58111488 -1.05244675 -0.63416362 1.91905621 1.50504422 0.7065339 1.16292063 0.18917992 -0.16593134 -0.17327957 -0.67056237] Distance 8.255684045774268 Each least square approximations [10.34346751 -3.20686402 3.65612464 -3.22674726 0.25955031 0.16467713 -1.86969227 0.9533055 1.94465801 3.59762293 -3.53147244 0.68776597 0.16262073 -0.15630227 1.76732015 2.77287948 -0.27320667 -2.6546752 0.08830499 0.33745876] Distance 6.040999056386638 Each least square approximations [10.20098612 3.96322674 1.60206385 -0.98042645 3.5511968 -0.6373109 -0.03483612 -1.39454541 -0.87121306 -3.1655878 1.48746436 -1.73095313 -1.823633 0.10319076 -1.16445484 -2.57517234 0.13108015 -0.33839949 -0.71508541 -1.36407325] Distance 7.857757643809668 Each least square approximations [ 1.11278319e+01 -5.63412955e+00 1.92411405e+00 -2.26016344e+00 -1.54264934e-01 1.68975608e+00 -2.83474108e+00 5.89852788e-03 2.78691636e+00 3.78254917e-01 2.21786432e+00 -4.13767007e-01 -1.38181576e-01 1.51217911e+00 -3.36470049e-01 -1.87666783e-01 -1.22383674e+00 6.79777391e-01 -1.14568849e+00 1.50815910e+00] Distance 5.789646377883787 Each least square approximations [-11.07458129 -4.18316114 0.22847963 1.78431177 -2.82183865 -0.68353485 -2.13480251 -0.27987329 -0.6569799 1.64511302 0.45082054 0.19780396 -1.10700075 2.02040612 0.67122544 0.70869848 -1.4635691 0.73157113 -3.16843771 1.35153216] Distance 7.013445185332956 Each least square approximations [-4.84113136 4.94180525 -3.7148247 5.4407505 1.26472355 -1.37062661 0.21552155 3.69147672 -3.64653127 1.67696461 0.82086045 -2.05999266 2.11504903 0.47719787 0.72325912 0.82245259 -0.72171543 2.03228241 3.09113284 -0.72949748] Distance 9.325534963696887 Each least square approximations [13.7437004 -6.31329386 -1.10149221 -0.17154775 -1.34302106 0.70449786 0.29821747 -0.46852427 -0.25495289 -0.37746813 -0.16915594 0.44803176 -0.08480991 -0.26273577 -0.67284283 -0.36707599 0.0334864 -0.55308532 0.54510086 0.08712019] Distance 1.6529442456136363 Each least square approximations [ 1.02481720e+01 -1.70571829e+00 -3.44606506e+00 -5.13409401e-01 -8.73488600e-01 -5.24348972e-01 -2.54283024e+00 -8.76946374e-01 1.36656180e-01 3.04605410e+00 2.13419539e+00 2.20001747e+00 2.53995911e+00 -7.00454368e-01 1.24369705e+00 -5.13193213e-01 2.94132417e-01 -2.16236378e-03 -4.00162214e-02 8.95813453e-01] Distance 8.964456672049073 Each least square approximations [-8.67087982 -5.8669801 -2.8357373 -2.06536435 -0.43476906 3.36711193 0.79707237 0.1706153 -0.40289501 1.31878114 1.08542496 1.65732072 -0.93472861 -1.49009164 0.43470813 3.52878412 -2.78884454 1.41941437 1.42815194 -2.60417734] Distance 7.9223424266754146 Each least square approximations [-9.66974459 6.6547758 1.53648706 -2.33330375 -3.96487541 -2.44829005 3.03159106 -0.35116502 1.56357712 -0.35092565 2.87096732 2.08070476 1.65961649 -0.98505036 -1.31025793 0.16007535 0.29061578 1.36057937 0.37965037 0.62817425] Distance 6.1104992745024145 Each least square approximations [-9.49174473 -1.71812925 6.36384739 0.57363938 -0.19839498 -0.45610629 -1.13281557 1.6925537 -3.40310326 -1.75458948 -1.38266741 -0.51713272 2.22876617 0.83716864 0.81971409 1.75015812 0.76922266 -0.7356468 -0.02586921 -0.4016607 ] Distance 8.440227665514191 Each least square approximations [10.03479078 -3.8071535 2.47370801 -2.40212842 -1.07825606 -0.60938089 -1.31677896 1.2925426 1.85159289 3.51158634 -3.65233619 0.58974278 0.76503326 -0.05221889 1.58765922 2.8743329 -0.79391048 -3.27648834 0.45711394 0.20937679] Distance 7.2517099274041055 Each least square approximations [ 9.29776041 3.90872416 0.09995385 -0.37072676 3.70796741 -1.31040494 -0.68518041 -2.19145644 -1.1656938 -3.79670578 2.14402264 -2.51685773 -1.89557455 0.82462425 -1.56152589 -2.59360052 0.26134859 -0.11154908 -1.18140565 -1.31920217] Distance 8.430320115333286 Each least square approximations [11.33041069 -5.54296113 1.21488183 -0.21599588 1.11197994 2.47579853 -3.47290053 -0.10728714 3.66773761 -0.68632797 2.13463084 0.05615041 -0.51911132 1.61927981 -0.44224224 -1.05841677 -1.1047278 0.57199842 -0.74455432 1.80179213] Distance 5.3795793912701635 Each least square approximations [-10.67673639 -4.20801647 -1.95640286 1.66342356 -2.8481289 -2.37568034 -2.02494744 -1.42955995 -0.51887205 2.21250878 0.70459309 0.64612084 -0.6861441 2.02004601 0.27993487 0.79429542 -2.03964866 0.79929267 -3.68735887 1.23778282] Distance 6.897938822413053 Each least square approximations [-7.08409175 3.11641257 -4.45624838 1.64448604 -2.75260779 3.53090883 -0.92668457 1.82898131 -0.63665174 4.05535038 -0.73510005 -0.49039373 0.38852714 -1.27044545 0.02140426 3.22867285 -0.21085569 -0.20155177 -1.25874428 -0.51038044] Distance 8.272282262524662 Each least square approximations [ 6.28967637 -0.47496422 -0.11647788 -0.74652127 -0.39083717 2.10445745 -1.78171216 -1.70262454 -2.17175326 -0.42304374 -2.12459858 -0.93353915 -0.3303162 0.5554385 0.17175035 -0.22981892 1.36005891 -0.88728323 -1.07449742 -0.66801842] Distance 11.868419320149869 Each least square approximations [ 7.05061126 3.60427259 -2.96826515 -1.36533062 2.76055626 0.15726298 -0.78614238 -1.0243094 2.86976524 1.11376397 3.2209637 0.57897516 -1.83101069 0.08832019 0.98780268 -1.49727895 -1.66411231 0.15371404 -2.2405791 1.9657601 ] Distance 9.260617195005253 Each least square approximations [-11.98652912 0.67524694 0.67003443 -3.28489223 -2.01543338 -3.02690877 -0.28439592 -0.8723211 -0.89729181 1.54886376 1.41748744 0.76874653 2.53226866 1.04916911 -2.55234932 -0.13586146 -0.37368008 0.59540905 -0.21278471 0.2211291 ] Distance 4.124608612388182 Each least square approximations [-7.40563668e+00 -6.21257323e-01 -2.55891235e+00 -1.65772928e+00 -1.60634805e+00 -3.72753491e-01 -2.18090590e+00 -3.66479536e-01 6.62641746e-01 8.68769959e-01 2.64322267e+00 3.01020558e+00 1.64341522e+00 -1.31144178e+00 -3.08609524e+00 1.47345683e+00 1.69882068e-03 -8.19238886e-01 -2.88573413e-01 -7.09537387e-01] Distance 10.006923590781431 Each least square approximations [-10.68391826 0.80141685 -1.23021246 0.66285829 -2.56627202 -3.0335748 0.32289899 -0.44477466 0.44102889 -2.69106312 -0.15992878 0.2782075 0.6703936 -1.54079372 1.11813588 -1.77373803 -0.88590491 -0.81976526 0.76965591 1.08274709] Distance 7.488466550296754 Each least square approximations [ 7.041302 -2.01747852 1.06656075 -0.45801513 1.2034802 2.5360646 0.40487074 0.22577339 -1.93546317 1.02023529 2.39327376 1.66324773 0.64553361 1.71499326 1.58687378 0.00811586 0.5040506 -2.74142018 -0.02708303 3.75376642] Distance 10.137994000218109 Each least square approximations [ 8.87822776 0.57519462 -1.91721109 -0.84190988 -1.96500285 -0.7613882 0.27639487 0.83808191 0.77607008 -1.46591209 3.92180445 0.77871483 -1.4000482 -0.47349863 -0.89481284 2.70975019 0.1950765 -0.82977805 0.74997504 0.64722336] Distance 9.346527411094234 Each least square approximations [ 9.70976206 2.75474005 -5.22882058 -0.32551751 -0.52694519 -0.45598358 0.95563795 -1.41785698 0.60263752 1.44318144 2.95794327 -2.24299915 -1.37521711 0.35332507 1.77673106 0.68494655 -0.1340123 0.30356266 0.01580565 -1.39170567] Distance 7.088728663804245 Each least square approximations [-9.04238324 2.01104139 0.10934118 -1.74742493 0.86258719 -1.37123504 -1.22841038 -0.35849885 3.19159126 0.687583 -1.96566007 -0.86757058 -0.35583865 -0.38470314 -3.18606915 -2.40954792 2.20085397 -0.70457474 -1.67887625 -0.13897639] Distance 8.606272442271505 Each least square approximations [-8.66902525 -7.51818418 -3.56714925 -1.78930253 1.10719954 2.56202384 -0.14154741 -2.41650205 -2.14965281 2.07547316 -0.9883085 1.19313625 -2.51330852 -0.57316022 0.48700141 0.91218273 -0.80956433 -1.64022792 1.53286972 -0.71705114] Distance 3.625656458185298 Each least square approximations [ 1.47560425 3.48990352 0.99315959 -0.90546066 -0.61350868 1.77490414 -0.50259138 -1.30491169 -5.08594054 -2.3066864 -1.82554104 -1.52378484 0.35082074 -0.45595675 0.28384738 0.09801112 1.68131555 -0.33690678 -0.68158572 0.66125146] Distance 11.700362201202024 Each least square approximations [ 2.95284846 2.68479997 -1.68921834 -1.22049258 5.45180251 -2.04121544 1.11764442 0.1961899 3.67792091 1.32465668 1.66199056 -1.37889065 -1.44888427 4.06338335 0.40972576 -1.66411421 0.65598044 -1.37473068 1.99276073 0.4050197 ] Distance 9.81090969401364 Each least square approximations [-5.45092771 6.43980434 -2.87783649 1.30411466 -1.3675309 -0.77751353 1.48468618 0.84636336 0.57564822 1.34747575 3.21345503 -0.05727145 0.52123181 -1.52305982 -1.30947693 -0.32277095 0.93011573 -1.33186653 0.55799847 1.72862098] Distance 9.500628822475369 Each least square approximations [-2.24451284 -1.25810486 0.10539854 1.36652826 -0.40611126 -0.91197864 -4.24184343 -1.59911606 -0.08744239 -0.42424656 -2.44299948 -0.46291522 4.30055664 -1.07748174 0.99258405 0.84372746 0.36218587 0.41737038 0.35609259 1.49722929] Distance 11.798554905440389 Each least square approximations [-5.65017359 3.37212434 -3.4651169 -1.27428857 -0.99142625 3.08798118 -5.02757063 0.84235277 1.48775255 -0.80254381 3.11996348 -2.18331456 -0.59805015 -0.38900185 1.08771835 -4.7070746 0.65019248 -0.89228461 0.12720458 1.94716419] Distance 7.744944072834929 Each least square approximations [ 3.08490482 4.6713219 -0.5997477 -6.03395375 0.49849947 3.56826071 1.17988996 -1.19957891 -2.57957518 -1.10924792 2.08742349 0.3502463 0.20785027 2.90691216 0.50971179 0.80382187 0.9796707 1.18953903 1.1662051 0.51572219] Distance 9.485042118620955 Each least square approximations [ 4.30638186 -0.11893593 -0.88903624 -2.44773372 -1.65929366 0.66617332 -2.49542176 3.27521018 1.34034846 -0.23102513 0.72675786 0.79468443 1.72930091 -4.01262991 0.34103373 2.62261739 0.72676179 0.2978175 -0.17122407 2.04336958] Distance 10.965386844107917 Each least square approximations [ 3.55290209 2.366273 -2.22239156 -3.13952753 -1.33206814 -3.56184669 0.99524147 -2.17545103 -0.19256193 -0.70027887 -1.87223365 -2.50678501 0.85185912 0.61747518 -0.85674895 0.06853444 0.78401637 -3.23444276 0.1031039 -0.635418 ] Distance 11.081231625683081 Each least square approximations [-3.63014484 1.65194851 3.74674716 -1.49601752 -0.5946513 0.34474395 1.05439584 0.1502601 0.99396342 -0.89588765 0.9907021 -1.71115501 1.23309409 -0.38214863 -0.94297925 -1.01592115 4.3411512 -2.85008932 -0.16110366 0.85195541] Distance 11.35124583424116 Each least square approximations [-7.79510952 2.11328572 -3.4307219 -0.60892935 -2.17837164 0.435758 -2.59046929 -0.22715059 -3.08385008 -3.05611413 2.19844759 -2.3184585 2.48698651 -0.81768897 -1.64889019 2.08305351 -1.21586465 0.0787969 -1.18316205 -0.47465449] Distance 8.22632439225869 Each least square approximations [ 5.14984328 -0.33336275 0.76527199 -1.49525679 -3.61295973 2.17590193 -1.38911475 -0.96186287 -1.58089194 -0.81593046 -1.76884755 -0.43063338 -0.31927515 0.08256339 -0.76211229 -0.02379176 1.162333 0.132875 -0.1566934 0.09433337] Distance 12.006334146677425 Each least square approximations [ 5.73063545 1.53150073 -1.85212455 -2.63333041 1.77442325 -1.50372818 -1.63622406 -2.46749149 2.57224336 3.14044899 1.67589718 -2.34432234 0.70636726 -0.65975962 1.11695457 0.20586505 0.68310272 -0.18087183 -0.22295426 0.83250872] Distance 10.716538230666014 Each least square approximations [-7.98467043 -2.12338031 0.8043656 -2.67477323 1.18657595 -1.05614269 -1.44113726 1.96919792 -3.08310396 1.51934159 1.70517234 1.36034214 2.29454986 -1.48667729 -1.73052451 0.95581748 -2.58264167 0.57863469 -0.24258205 0.26875185] Distance 9.120593991690734 Each least square approximations [-6.92446338 -0.95088363 -2.47836094 -1.03070426 -2.45066822 -1.55424184 1.47189223 2.02792903 -0.66372912 1.67547714 -1.20891888 2.1753526 0.04954713 -0.55487814 -1.01008069 -0.34878607 0.23847114 -0.81567687 -0.52954428 -1.04674175] Distance 10.911942899773878 Each least square approximations [-11.18473848 -3.98434662 -4.35038285 0.1552356 0.76971326 -0.77097129 1.03233505 1.45616481 -0.64841784 0.6015662 1.49951557 -1.61366705 0.44238913 -0.76019962 0.08988492 -0.26178335 0.24866583 -0.71090256 0.34858967 0.76522819] Distance 5.546549714307093 Each least square approximations [ 8.3003296 1.86469012 0.30636342 -0.20233899 0.31292774 0.55789371 2.08261259 0.67749211 -0.87039203 -0.6151927 1.80985853 0.61853518 1.70647811 2.78131812 -0.84521994 -1.51733937 0.09690556 -1.72082848 1.90465423 0.74047869] Distance 9.975052700621246 Each least square approximations [ 6.71058029 -0.38367332 -0.72613194 -3.97716079 -1.73086121 -0.60134368 -2.63681378 0.49966429 -0.18197867 -4.19217013 0.37367074 0.86266662 0.68174898 1.15990327 -0.79531066 3.37599877 0.97256335 -0.62819371 1.53656858 0.68812895] Distance 9.707182183907664 Each least square approximations [ 8.29597539 2.48913762 -3.97335105 -2.12831847 -0.15599083 -1.62914771 0.62392093 -0.62922907 2.53357864 -0.94054483 1.74508032 1.73719856 -0.81049295 1.3845942 0.07313758 -0.4407869 0.23111483 0.95473829 0.57938863 1.0644505 ] Distance 9.243688398270832 Each least square approximations [-7.90355261 2.9210525 -0.83158624 0.6428522 -0.99555228 -0.82953709 -1.39280247 -0.07915366 1.38293762 1.54970838 0.31486457 0.01769814 -2.22777571 1.23536129 -0.68698292 -0.19399535 0.59210505 1.81562815 1.34098107 0.31424358] Distance 10.494504232948898 Each least square approximations [-6.23669027 1.79491979 -4.67923561 1.14322243 -5.57108339 -1.31896831 -0.07650118 -1.47278985 -2.64588799 1.84590068 -0.70874975 1.06789299 -0.9874642 1.56246302 2.58287942 2.46301083 -3.69102576 0.2816557 -0.08520892 -0.45202875] Distance 8.78810744556052 Each least square approximations [ 6.67847630e+00 1.91470588e+00 -1.67910346e+00 -1.65245596e+00 -2.29939981e+00 4.15818030e+00 -3.19493187e-01 -1.44620575e-01 -5.63018287e-01 -4.45845331e+00 -4.85027262e-01 -9.37113810e-01 1.39899308e+00 -2.80233882e-01 7.90880822e-01 -1.37998288e+00 4.41647046e-03 9.31229545e-01 3.04098098e-01 -8.33087593e-01] Distance 10.750618397777732 Each least square approximations [ 7.3441591 3.65327027 1.66549768 -4.43301343 4.52282864 0.44286864 -2.13392005 -0.83948625 2.27286355 -0.76957329 0.23000859 -0.58162266 -0.03445984 0.71940189 1.68138448 -0.63145298 -4.1100239 -0.39166341 -0.31240958 1.42830472] Distance 8.655976193029616 Each least square approximations [-8.20393788 -1.07764226 -2.45049749 -3.63222932 2.32795939 -2.06861953 4.84193319 -1.26156652 0.75678958 2.52742951 -0.78472586 2.46353433 0.02800206 -1.27384379 -1.73907448 -0.3680629 2.0157145 0.33698117 -0.18552352 1.73153901] Distance 8.460833664431517 Each least square approximations [-8.82718396 -1.77047478 -2.98333887 1.51359228 -2.84133715 -1.50936798 -0.78386876 -2.59138202 1.02742241 1.74055067 2.0743944 -1.50317003 2.23274544 1.54943431 -0.4528946 0.97011681 0.86620774 -0.30066464 -1.94194058 0.55565639] Distance 9.251784827684666 Each least square approximations [-8.43738458 -3.77521541 -0.41129123 0.7382758 -4.05058333 0.41978993 -3.41795275 0.62956092 -0.56800882 1.31133626 0.14979995 1.87757179 -0.15273748 1.27813262 1.51025257 0.22716617 0.22123423 -1.10259673 0.98938855 0.57835648] Distance 9.625310324101543 Each least square approximations [ 5.93213339 -1.14528321 3.56652284 -2.45005613 4.22048354 -0.91126417 -2.85760044 -0.2689284 0.01491048 0.94007401 1.73355624 -0.10840595 1.33086154 3.6280774 -0.14823846 -0.53997604 0.53371339 -2.03801364 2.15960901 -1.80730556] Distance 10.295585496577646 Each least square approximations [12.70556618 -4.95929836 -2.72819274 -0.26947315 -0.77854158 0.2916064 -0.68088479 2.16808933 0.50884301 -0.34488414 0.30851236 -1.23244643 2.5395288 -0.31967311 0.16219723 0.01985035 -0.3362293 -0.16195905 -0.20815611 -0.4614146 ] Distance 3.3555141919723908 Each least square approximations [ 8.23895865 0.7240439 0.63524716 -1.4082907 -3.9981183 -0.7228444 0.65612303 -0.21638955 3.51573662 -0.08665947 1.52286244 0.49036313 1.75545844 0.20343956 1.24404328 2.20287535 0.99318744 1.46335533 -0.69484389 -0.02878246] Distance 10.187423150254126 Each least square approximations [-1.03640782e+01 4.11601673e+00 2.36581203e+00 -3.45335075e+00 -1.29933413e+00 -3.52214118e+00 8.72636096e-01 2.17315579e+00 -1.93445490e+00 2.03566109e+00 -5.24230561e-01 -7.66700901e-01 1.03743816e+00 2.67737363e-01 5.73592103e-01 -6.92389027e-01 1.25997497e-01 -3.54735076e-03 3.55616175e-01 -1.58568899e+00] Distance 6.69358423738743 Each least square approximations [-5.19195386 4.01452434 -6.28279068 4.69129017 1.71153841 -2.62146963 2.22586095 3.42034739 -2.26443553 1.05871272 0.29667612 -0.62850523 1.52288011 -0.16190321 0.55350226 0.38002626 -1.56944629 1.49655815 1.86970492 0.54816319] Distance 9.014763019805965 Each least square approximations [ 1.51148598e+01 -1.91794339e-02 2.21883828e-01 8.88647970e-01 6.50576804e-02 -3.08434712e-01 2.66795828e-01 3.17934605e-01 2.50338901e-01 1.72277322e-01 1.26960304e-01 -7.25412358e-02 -2.23208074e-01 -1.22318014e-01 -9.45138355e-03 6.34961575e-02 -1.93703780e-01 2.35127129e-01 2.07724204e-01 -1.74472824e-01] Distance 0.6188944132249351 Each least square approximations [ 1.08573499e+01 -3.43750739e+00 -4.52590850e+00 -1.77878746e+00 3.85996015e-01 -6.45876822e-01 -1.77531174e+00 -2.40740759e-01 6.19526253e-01 9.39486196e-01 8.45637720e-01 1.97976386e+00 2.00738905e+00 -3.23136764e-01 1.80284295e+00 -3.13310867e-01 -1.38442392e-01 7.68068227e-03 -1.70733230e-01 2.33550155e-01] Distance 7.72614558758009 Each least square approximations [-8.96334726 -4.74436012 -5.25706743 -0.49116407 1.42761102 2.47864346 1.37354161 0.13353018 -0.1482099 -0.06813111 0.90125715 1.01354299 -0.87030671 -1.9521534 -0.17114834 0.99358299 -2.92236674 1.08280515 1.27054118 -1.76863656] Distance 8.22077899872158 Each least square approximations [-10.75314863 6.07742142 2.76061217 -1.8546834 -4.57636753 -2.09339346 0.49902135 -1.05264506 2.84510824 0.37305204 0.89624365 0.10560477 0.97337995 -1.96219975 0.22789225 0.21730382 -0.89960045 1.42953434 -1.49286687 0.7025067 ] Distance 4.52474098135249 Each least square approximations [-9.62272576e+00 -1.71083151e+00 6.82117927e+00 -3.73117592e-01 -1.74005628e+00 8.57185343e-01 -2.16580820e+00 -6.04925149e-01 -1.13593723e+00 -1.21136685e+00 -1.39218858e+00 -6.31851198e-01 1.26817840e+00 1.35017272e+00 6.51737233e-01 9.87856891e-01 -9.05625306e-02 2.10504820e-01 -7.00691968e-03 -4.72899845e-01] Distance 8.311919044570919 Each least square approximations [10.30045937 -3.42793496 3.6337714 -3.64025447 1.27262958 0.48266137 -1.97347459 1.0313378 1.79667494 3.47335239 -2.73336418 1.02942367 0.04380297 -0.84479115 1.77686049 2.29709188 -0.01863229 -1.93439912 -0.20584688 0.8308039 ] Distance 6.460471569425147 Each least square approximations [10.25557128 3.91011047 2.55165833 -1.86584834 4.20339174 -0.06019405 0.54045346 -0.95825018 -1.04163127 -3.10937019 1.47401446 -1.53240808 -1.39398899 -0.69212327 -1.73911055 -2.73393248 0.36679619 -0.84062739 -0.60784671 -0.92929878] Distance 7.119823245363999 Each least square approximations [10.75857648 -5.43730022 2.15843078 -3.33798595 0.32758934 0.62680217 -2.91258472 0.14039415 1.7226101 1.24745448 3.07393021 -0.1974126 0.13772605 0.95787713 0.05104294 -0.03316869 -0.94160041 -0.0199665 -1.30801696 1.54900577] Distance 6.343315542064499 Each least square approximations [-1.10432101e+01 -4.35036065e+00 1.51448537e+00 2.31283095e+00 -2.84863808e+00 -4.34935855e-01 -2.62997411e+00 -1.00798442e-02 -1.16437694e-01 1.97694775e+00 6.23062110e-01 -5.91675965e-01 -1.19380948e+00 2.36458751e+00 2.39049253e-01 3.55412324e-01 -1.72390430e+00 1.07512685e-01 -2.92774120e+00 1.17162880e+00] Distance 6.463152891080178 Each least square approximations [-10.48171611 8.481105 1.61413986 3.41568157 -0.32401148 0.72307714 -2.28297683 -0.37321004 0.39768183 0.21806001 1.32646169 -1.23843736 -0.13315368 -0.34521671 -0.27902681 -0.22903875 0.96530686 0.14478078 0.35553202 -0.27198766] Distance 3.1472980936761648 Each least square approximations [ 5.75002765 -2.27299814 1.54071463 -2.38329436 -3.21261906 1.2759206 -4.61625255 -1.31153504 0.94181861 -0.17058068 -4.11648329 0.58465838 -0.45769551 -0.41557659 0.71982578 -0.7779829 2.12986824 -0.71170992 1.81052205 0.73232898] Distance 10.346185202651554 Each least square approximations [ 8.08053614 1.66685982 1.2985559 -1.97687108 2.95237977 -2.70047388 -1.1266802 -2.42056291 -1.70936681 5.28545568 2.00003293 0.8974046 -2.37377775 -2.48512188 0.33153929 -0.36747904 1.66228065 1.02239519 -1.4007819 -0.18249143] Distance 8.157408952062799 Each least square approximations [-8.4272118 -4.28180989 -0.62092673 -1.23667952 -5.14288585 0.1205032 0.96264153 0.28837933 -1.47475214 -2.17201714 -2.78014754 2.32916969 1.80639873 -0.53717098 1.56860489 1.20787103 -0.91732893 -0.08514523 -3.29424332 -0.96783165] Distance 7.614196189411343 Each least square approximations [-7.09413644 -1.4966151 -0.0349377 -5.42460932 -0.4762346 -2.0826459 2.43063274 2.00392821 1.46993385 -1.05126985 1.32991327 1.66697764 -1.62490056 0.34825516 -0.77647905 1.73417581 0.14924135 2.15045491 -0.2881903 -1.44233862] Distance 9.969665250611259 Each least square approximations [-9.33068782 0.13434595 2.08928092 0.0923263 0.56269687 0.66008513 4.02586383 2.64029032 1.30086438 -0.48964847 0.67573019 2.2775447 3.55935451 -1.35103875 1.23513827 0.74468955 -0.29607322 0.6599817 -0.48351346 -0.52625549] Distance 8.735161297439923 Each least square approximations [10.82350784 -0.93940668 -0.21918835 4.16110361 -0.53193123 -1.32183502 2.09771834 2.38963395 -1.95606883 -1.17488287 1.39771103 0.28655381 0.9191473 0.51575818 -0.55060567 0.41638832 -1.46832766 -0.47151176 0.66530607 -0.10989882] Distance 7.59436997658906 Each least square approximations [ 5.68013176 1.53300484 -2.45891248 -3.56233353 1.65366014 0.59539426 -3.4891668 -3.70445844 0.8682129 -1.95385643 2.34349614 -2.89442273 -0.55126357 1.78407871 -1.00227006 2.49256434 1.07819433 -1.04988796 -0.25453134 -0.96787536] Distance 10.105606375866822 Each least square approximations [ 8.73807586 2.7362241 -2.89188168 -0.93980889 3.76999398 2.44414713 -4.60891734 -0.1462415 -0.09013298 -0.74270302 1.26688455 3.47731749 -0.41224401 0.44545863 1.89692019 1.82964629 -1.24420936 0.61110504 0.54710956 1.0272087 ] Distance 7.5820611853540605 Each least square approximations [-7.00655123 0.76414377 -1.84787428 3.54068105 -0.12126414 -3.41648971 2.11197425 0.12760446 2.59128099 4.38120745 -0.54411221 0.37138503 -0.34246108 -1.83755797 -1.65556281 2.36533687 -1.76224562 -0.3372983 0.91578024 1.6237464 ] Distance 9.498072094198669 Each least square approximations [-7.96993604 2.598161 -2.71746877 2.00487383 3.80147362 4.04254314 1.3202445 2.7538914 0.9964674 0.85303712 1.68601694 -0.27513231 -0.49673383 -1.77352965 0.64546658 3.08021563 -1.57432914 -0.81920478 0.25893983 1.58004373] Distance 7.806037512981946 Each least square approximations [ 6.68171524 0.19193152 1.71690453 -0.06721507 -1.5052423 1.93661481 -1.57532007 -1.76440632 -3.39156063 2.66064344 -1.13860684 -0.89417186 -0.87481157 -0.50632655 -0.13268155 -2.1824479 1.06806045 -0.72088443 1.43048288 -0.74224052] Distance 10.788633502110477 Each least square approximations [ 6.23248449 -0.14003559 -2.54512821 -0.94047693 3.69236286 -3.37879466 -1.37182053 -0.31179115 0.6258654 2.83684294 0.60818413 2.39980548 -1.91533234 -0.06920541 1.2432481 -2.46388494 1.95334966 -0.89962464 -1.28472645 0.22150255] Distance 10.046921760817291 Each least square approximations [-9.584082 2.77695524 -2.7254175 2.15125998 -4.1992349 0.14870713 2.32405173 -0.67785991 -1.69957819 0.46519951 -1.91706176 0.16737323 1.93965096 -0.5675397 -0.39798173 0.98384306 -1.88721436 0.49098739 0.97682027 -3.11072837] Distance 6.692317321538626 Each least square approximations [-5.8623173 0.47785458 0.46033565 -5.24357762 -1.92738043 -1.14134034 -2.94375047 1.42766031 1.04331839 -0.67255284 1.29451648 -0.63083499 2.36176164 -2.95003676 -1.40544909 1.13358154 -0.14472241 1.26706441 0.32986664 -0.48888317] Distance 10.257900553942235 Each least square approximations [-10.71931031 7.63929071 0.76545926 -2.06353154 -0.56671384 -0.70851761 0.9935132 0.66397903 1.26596152 -0.90772756 -0.60519834 0.56107476 -0.04203153 0.79217776 0.77042189 0.69106754 0.23560786 0.5087091 -0.74362443 -0.36896715] Distance 4.495395847906503 Each least square approximations [ 8.55592661 0.33757257 -2.4440397 -1.05199243 0.36552126 3.85744573 -0.16564788 2.0856837 -1.41907652 2.8445806 2.21256591 0.96623934 -1.35589502 0.02406633 1.22831354 1.57230726 -0.63020729 -0.35631195 -0.54923732 3.30213811] Distance 8.55011784734102 Each least square approximations [ 5.80335183 0.90633862 -0.22230136 -3.88358907 0.91946184 0.23935934 -0.01875336 -3.28828212 -0.32688041 -1.31736751 2.24315787 1.10566491 0.61760309 -0.74551647 -2.26140663 1.66598528 1.23926674 -1.10307949 -0.33256952 1.5560692 ] Distance 11.082510513043745 Each least square approximations [ 6.40759794e+00 -7.09317354e-01 -5.46980900e+00 -3.73863178e+00 1.61682556e+00 -2.17528905e-01 -2.04432446e+00 -1.20775556e-01 1.54925555e+00 2.25173957e+00 1.87011396e+00 -6.37402984e-01 9.29520671e-02 1.35207408e+00 9.60067866e-01 3.18001363e-03 -4.33664906e+00 -2.76731685e+00 -7.85455041e-01 -1.27261684e+00] Distance 8.43991120583516 Each least square approximations [-5.94970078 -1.13673954 1.07056666 3.10729467 0.28012134 -3.65213921 -0.98167142 2.08508344 0.65412363 2.74040365 -1.09767681 -2.08292156 -2.91856481 1.37590931 -4.0088718 -1.27170846 2.73044887 -1.37840149 -1.23385412 -0.42637798] Distance 9.355063777251502 Each least square approximations [-8.80052933 0.75053692 -4.50475965 0.37773018 1.62103871 1.21107292 1.15365305 -0.10744441 -1.3896157 0.90282495 2.33877392 -0.16506346 0.18560353 1.4565208 -2.32602451 1.88042424 -1.74089305 -0.59312627 -0.65762531 2.51788829] Distance 7.993922664954141 Each least square approximations [ 6.50371558 1.58411696 1.62161714 -1.727793 -1.38302158 2.40942268 -1.79269943 -1.81113316 -3.52912027 0.64855041 -1.49883185 -0.92975173 -0.35697059 0.78972726 -0.28323979 -0.51241125 1.51642515 0.46764454 0.30284827 -0.79577294] Distance 10.598590149828201 Each least square approximations [ 7.23481382e+00 8.32226159e-01 -2.97539379e+00 -1.06627302e+00 3.27466764e+00 -2.99510958e+00 -3.57325696e+00 -9.68073831e-01 1.61736098e+00 1.89240873e+00 -1.01148394e-01 -1.48480801e+00 -1.77336156e+00 -4.16229805e-02 1.38306168e+00 -3.24605110e-01 9.80728238e-01 -8.13877195e-01 8.59817823e-01 3.94706804e-05] Distance 9.215389890021916 Each least square approximations [-8.85787226 1.74811983 -3.02140882 1.95914054 -1.46709976 0.14105061 1.12665282 2.42415317 -1.30822375 -0.69787921 -0.79266835 0.87651676 0.93714435 -0.38051842 -0.10056179 1.48754495 -3.06759065 2.07928582 -0.68445056 0.05580938] Distance 8.511103444331482 Each least square approximations [-6.73314382 1.54071639 0.02249887 -1.90304581 -2.00360439 -1.72557807 -2.64095575 -0.58672783 0.33285282 1.11692126 -2.01875901 -0.42785142 0.68291882 -1.33781939 -2.05543894 2.11936401 -0.27469909 2.37165653 0.79545194 -0.00701689] Distance 10.427063278104907 Each least square approximations [-10.88443027 2.24437184 -1.84921454 -1.60772927 -1.98021477 1.55898265 0.21890146 -0.41955654 0.45676519 -0.14722079 0.51990997 -0.79750281 -0.23990123 1.00083335 0.68069954 -0.52722947 -0.738913 2.44625684 0.69609388 -2.39887483] Distance 6.744896410495454 Each least square approximations [ 9.07235878 2.49302591 0.48357321 -2.26247201 0.58756182 3.81325939 0.71906014 -0.04800499 -1.39970511 -0.54015099 1.00947559 1.92717642 -2.29410058 1.04017881 1.17370679 -0.66630312 0.33377403 -0.60299106 2.4117659 0.11494198] Distance 8.157934133250969 Each least square approximations [ 6.72219824 1.53121412 0.01718402 -4.29898391 0.7330077 0.85307945 -1.74126335 -0.12761473 0.69466432 -2.68556077 -0.08117762 1.50494549 2.28109685 -0.99155121 -0.02321358 0.46241483 0.73587536 0.56283852 0.37987786 2.10801519] Distance 10.25412940744073 Each least square approximations [ 7.46835893 1.04471857 -3.09225476 -5.20939908 -1.08325256 -1.17796278 -2.07353902 -1.86826119 -0.11929565 0.15994151 1.37423052 -0.24563235 -0.48128761 1.39966415 -0.01718531 -1.33117154 -0.99195307 -2.21144765 -2.25735081 0.14914059] Distance 8.742164156148544 Each least square approximations [-7.2796001 0.47110761 1.16999171 1.48198475 -1.00420348 -0.03080252 -1.57053018 3.07752663 1.05209139 1.56571429 0.41358416 -1.62810686 -1.42157618 2.59400814 -2.02811341 1.10273632 2.67449827 -1.41024831 -0.23004023 0.74439913] Distance 9.866782566143593 Each least square approximations [-6.99791870e+00 3.36547096e+00 -7.38498180e+00 2.39882771e+00 -2.02774503e+00 -2.63520200e+00 1.43046073e+00 -1.44403196e+00 -2.77169813e+00 2.03638960e+00 -3.31323668e-01 8.03023633e-01 -1.07056015e+00 1.99577229e+00 4.99831789e-01 2.60106227e+00 -2.17700606e+00 7.89832536e-01 -7.15437313e-03 -1.87637364e+00] Distance 7.3708236567861505 Each least square approximations [ 9.82052699 2.79625765 -1.66407909 -2.10767433 -2.01860119 5.78093203 -1.29425885 -0.28040419 -0.24899814 -2.7903094 0.22698092 -0.98600007 1.17225568 0.39442924 0.25591056 0.86326072 0.56819022 0.92475901 -0.77274532 0.64293408] Distance 7.719913996230016 Each least square approximations [10.52106575 1.09220026 -1.23352168 -3.83014852 4.44518364 2.48272789 -1.94874252 -2.17851889 0.90497103 -0.59237993 -0.02704452 0.58980716 -0.09811458 -0.40224917 0.12571592 -1.40359972 -2.94098176 -0.72241315 -1.21976135 1.09388174] Distance 6.755928722603019 Each least square approximations [-10.53496946 -2.27810186 -5.00422449 -1.16351052 2.06680227 -1.29863786 2.51267382 0.03906576 1.60179106 1.21271568 2.11551075 2.88798409 -1.94351444 -0.58324516 -0.06072625 -1.77389676 -0.2613011 -0.46858116 -0.10382463 1.58416303] Distance 6.4765507094638695 Each least square approximations [-11.65603363 1.92515724 -3.14324095 -1.28452437 -0.8773863 -0.54932906 -2.2582108 -2.39709711 1.8185647 -0.01456866 -0.54861712 -0.50590663 0.94422287 1.72119238 1.28747538 1.27142535 0.10802583 0.26614489 -1.10982411 0.09177265] Distance 6.956070623246976 Each least square approximations [-9.72576911 -3.51967024 3.57476863 -1.58603977 -4.00907379 1.41566805 -3.24858434 -1.05801748 -0.27684503 1.45591695 0.75220352 -0.03137109 2.14858064 0.3637133 1.43343284 -1.50200168 0.61392772 -0.81131001 0.77643312 0.04632307] Distance 7.631067355089983 Each least square approximations [ 8.78782601 -1.15187886 4.98543293 -3.74933571 5.09956677 0.34888639 -2.43966613 -0.53065493 0.26263679 1.15851503 1.25721507 -0.41423084 0.99028493 1.99075708 0.44719636 0.07724068 1.31282752 -1.68744465 2.43302109 -0.94288414] Distance 7.362080516026121 Each least square approximations [ 1.38059251e+01 2.26047435e+00 7.69344382e-01 -1.81204791e+00 -3.64227857e-01 8.21258026e-02 -3.23609026e-01 4.19189828e-03 3.16788187e+00 9.61856109e-01 -1.21122020e+00 -9.91739151e-01 2.23317151e-01 4.22645944e-02 3.75106524e-01 7.07390217e-01 8.52943423e-02 1.63756283e-01 4.05503256e-01 -8.09942943e-01] Distance 2.9878274046341735 Each least square approximations [10.78558752 -2.56175148 -0.44000316 -4.00032206 -1.81702317 -0.36018636 1.48870212 -1.07415227 0.87461015 1.5657645 -0.52267389 -0.76637644 1.68029134 0.06365462 0.79333298 3.27944131 1.74021853 0.56083079 -1.21062994 1.08970581] Distance 7.317439678079672 Each least square approximations [-13.32400026 -0.20922213 3.30115557 0.25227309 1.37770386 0.70233242 2.19602561 2.20634133 -1.48901802 0.67746531 -0.02024988 0.76871925 1.47751459 -0.82463372 0.20640861 -0.20303136 0.39651903 0.49853931 -0.51984625 0.09631129] Distance 4.025298325777081 Each least square approximations [-4.96290829e+00 4.12614051e+00 -5.89018112e+00 4.62999065e+00 1.47360349e+00 -2.89738494e+00 1.40092569e+00 3.24030197e+00 -2.45394243e+00 1.71885111e+00 5.35511829e-01 -1.25267187e+00 1.30080096e+00 -3.80938052e-02 6.10330475e-01 3.95399147e-04 -1.17980925e+00 1.98667499e+00 1.82856055e+00 -5.28808336e-02] Distance 9.207854029041103 Each least square approximations [14.78743916 -1.53716287 -1.71323893 -0.5343762 0.26283536 0.21817106 0.34690933 0.94011912 0.08445621 0.09274926 -0.61504556 0.26993015 0.30962841 -0.21925296 0.43907062 -0.30102878 -0.11469346 -0.11702813 -0.11091883 -0.1606492 ] Distance 0.9225750749815003 Each least square approximations [10.97859794 -2.84097806 -4.32158703 -1.19510677 -0.41213818 -0.09090925 -2.20748006 -0.38985621 0.18875196 1.34245023 1.26287597 1.98859185 2.32900921 -0.02910717 1.51437801 -0.39013271 -0.22306521 0.3409648 0.22623725 0.59319894] Distance 7.579445688053315 Each least square approximations [-9.04987674 -5.03227512 -4.68454948 -0.78147236 1.21486991 2.67263071 1.1119038 0.18054187 0.10026326 0.49441221 0.85916645 0.84083251 -1.16769227 -1.75344979 -0.00979404 1.52402148 -2.61407658 0.97667324 1.44615479 -1.85317773] Distance 8.108155605389012 Each least square approximations [-10.51959891 6.68889305 2.57935021 -1.63725461 -4.20101196 -2.34864836 0.78673524 -0.84245661 2.32694378 0.25117249 1.40354362 0.56262798 0.979512 -1.41423587 0.14369506 0.72970369 -0.33453567 0.97797728 -0.653759 0.17035507] Distance 5.015104739187853 Each least square approximations [-9.39802775 -1.91550646 6.6332788 -0.28057769 -1.80100902 0.65708753 -2.02209959 -0.36053194 -1.76910171 -1.23402521 -1.36345558 -0.48931908 1.73010272 1.05797361 0.6622401 0.84574589 0.34296594 -0.51238876 0.23541566 -0.55713103] Distance 8.393706149101181 Each least square approximations [ 9.84232093 -3.18397621 3.94225575 -3.20524308 1.17717362 0.49239664 -1.92941252 1.03718035 1.48775433 3.30010131 -2.99841992 0.45712296 0.11628735 -0.83995448 1.69168825 2.05672707 -0.22531649 -2.3775282 0.05877999 0.64941561] Distance 7.18953986046969 Each least square approximations [10.35309118 4.3653889 2.12848226 -0.85632215 4.07762411 -0.65573802 0.14446905 -0.8351155 -1.33830862 -3.3938956 1.30051385 -1.95096968 -1.01653982 -0.35064016 -1.97581445 -2.64353166 0.44161719 -0.85554366 -1.11285348 -1.17447948] Distance 6.595495688970987 Each least square approximations [ 1.08828723e+01 -5.33139377e+00 2.13951880e+00 -2.79847865e+00 6.02223557e-01 1.40086444e+00 -2.74624689e+00 9.09737186e-03 2.20010792e+00 5.71744141e-01 3.00815130e+00 -6.43942481e-01 -5.44294899e-01 7.34970779e-01 -4.70524261e-01 -1.80932491e-01 -7.81010866e-01 3.40391939e-02 -8.42624653e-01 2.10660939e+00] Distance 6.046973062595481 Each least square approximations [-11.20278177 -4.94462039 0.79301775 1.67617972 -3.27163251 -0.67896919 -2.36602254 -0.34800851 -0.34035374 1.67482538 0.77308791 -0.27736257 -0.8804738 1.97998149 0.13466427 0.48766418 -1.98697003 0.08320465 -2.71482611 0.29440846] Distance 6.078687110122107 Each least square approximations [-10.08844397 -5.47837775 2.65491476 0.3664559 -0.31359053 -4.01288371 -1.68689409 -0.43448606 -0.54187877 -2.50035022 -0.76930892 -1.26617224 0.72387323 0.55886027 -1.0166071 1.28392438 -0.28952225 0.09302781 0.85508811 0.32203518] Distance 5.06962413248058 Each least square approximations [ 1.46480281 0.82713714 0.68793265 -2.05089423 -2.58537482 0.88523069 -1.72023472 -1.09084445 -1.67835146 -0.83037783 -2.16153887 -0.60564411 0.91187593 -1.37379731 0.17592733 -0.27345099 -0.84286695 1.60861759 1.61426927 -0.54869067] Distance 12.66467936145695 Each least square approximations [ 4.41682813 0.84610753 3.90197533 -1.33906923 0.90086923 -4.95862487 0.82343038 -2.42503369 3.48387846 1.69884931 1.67603637 0.12687244 -1.30230963 2.43233127 -0.3731487 0.93140652 3.15966941 -0.92290773 4.24869215 -1.03489603] Distance 8.453921089136415 Each least square approximations [-3.17020977 -0.84217642 0.66226181 0.60420819 -3.12105407 0.74971409 3.24784414 1.88375947 0.61631882 -2.64608053 0.02991859 0.14884762 -0.25628461 -2.98650352 -2.25073588 -1.44313728 -2.32772841 -0.75860761 0.78107566 0.22869584] Distance 11.442808677796771 Each least square approximations [-2.4691176 -1.79201435 1.14409223 0.40677633 -1.41971083 -3.61534627 -1.07346675 0.86088764 -1.71015614 -1.68951179 -3.02957048 1.28856306 1.76001283 0.70729983 2.21244983 1.16324667 1.17553819 1.02923183 -0.66563719 0.15574696] Distance 11.830508627673584 Each least square approximations [-5.14564625 0.47145992 -3.08433426 2.44919162 -1.27781283 4.17338294 -0.15225295 4.12844595 1.83325352 1.4434553 1.24969058 -0.61592101 1.19970449 -0.13095628 -0.97057084 -1.5623466 2.3481372 1.24120203 -0.39733861 0.97592533] Distance 9.918518798150995 Each least square approximations [ 5.5030653 7.87174531 -1.01870484 -3.21949608 -0.02913482 -3.38172852 1.32819434 2.39803143 -1.53573018 -1.79246865 0.56454424 0.06112287 -0.40109151 -0.77350923 -1.94249578 0.22798145 1.12770234 1.25520585 -0.82078581 -1.14631476] Distance 7.692813410150601 Each least square approximations [ 2.12359845 0.26912647 -2.74019412 -3.52257456 1.62881633 0.62905599 -3.47929088 1.49741423 0.8010936 -1.18821476 1.18508335 -1.18193316 3.1250783 -0.9752006 0.10665823 2.37657539 2.11816417 -0.24437226 -0.53761008 1.2643537 ] Distance 11.293093230365239 Each least square approximations [ 2.66016712 1.54048994 -0.51778563 -2.96646623 1.54995884 0.61108218 -0.68528104 -3.60463987 2.08790781 -1.38192276 -0.0950129 1.87723722 -0.68495953 1.38693551 -0.5790389 0.03890964 1.31443441 0.4836645 -0.56061917 -0.45713241] Distance 12.137636381035906 Each least square approximations [-2.34158779 0.59251849 0.53549951 0.21117996 -1.73948805 -1.36759084 0.80212851 1.28734188 1.29087678 1.40701819 1.41066379 -2.40020009 1.48943941 -0.84670523 -0.36852413 1.6475504 1.22829525 -0.23362273 1.1497154 1.57279978] Distance 12.69612653452565 Each least square approximations [-3.10450127 1.96022395 -3.08443997 3.63856451 0.08945395 -4.21925088 -0.46543892 0.17445208 -0.81146744 2.72323049 1.14615628 0.79542587 0.01589602 2.26882155 -0.89017954 0.92292268 -3.51904744 1.657343 -0.94535889 1.49659243] Distance 10.686367593740306 Each least square approximations [ 6.56915688 -0.4048878 -2.01124791 -1.20866793 2.16611316 2.73330423 -1.95786834 0.22648273 1.39595682 1.79188566 -0.03700008 -0.00721616 -0.22223006 1.78988774 -0.04256641 1.35716739 -0.52605471 0.36423444 0.1340018 -1.38715182] Distance 11.228763915965166 Each least square approximations [ 1.04063079e+01 -3.61470644e+00 2.11495977e+00 2.70941664e+00 -3.23405832e+00 2.94108353e+00 -3.61271109e-02 -1.70077346e-02 2.19545366e+00 -1.26442014e+00 2.70720440e-01 -2.12274262e+00 -2.92079311e+00 2.37137575e+00 -5.73003743e-01 -1.64837559e+00 -2.15542668e-01 -1.10590245e-02 1.61127559e-02 -1.53958199e-03] Distance 4.799878613869096 Each least square approximations [-4.67401636 -2.17105437 -3.68610612 -2.56198134 -1.083488 1.1615303 0.49632837 3.49993849 0.37539546 -0.23659351 2.01102458 -1.57199667 -3.09573366 -2.54673951 -0.98494931 -0.44943618 -1.74584961 0.53489572 -2.95144687 -0.47015891] Distance 10.27694780057189 Each least square approximations [-7.01947738 3.20786448 3.22266071 -0.24473162 1.84665187 -0.38692907 -0.54987892 -2.42411464 1.08637905 1.79422566 0.50170195 2.37899744 -1.66975695 1.65850878 2.41256219 0.31315321 1.94691727 0.22155159 1.38829996 0.35982388] Distance 9.805806427442759 Each least square approximations [-4.81439377 -1.67254575 3.03715732 1.44991133 -0.88296328 1.16496253 -3.33105643 -2.38191517 1.83375315 -0.29648065 0.39252275 1.83862364 1.16947958 0.06085292 -0.41232285 1.169246 0.01084343 0.06841704 -0.0140899 -0.57350775] Distance 11.710233333965785 Each least square approximations [ 6.25868238 0.17532868 3.19318893 -2.04463954 -0.03214952 0.98826542 -2.43139488 -0.56208364 0.6805204 -2.04266797 -1.91793895 -2.18454915 0.03148566 -1.40926067 2.99844196 -1.59352217 1.26713723 -0.18971155 -3.48143445 0.44970767] Distance 10.110094345803885 Each least square approximations [ 5.61452970e+00 4.91022699e+00 -4.26230150e-01 -2.03431278e-03 4.01318660e+00 7.73481817e-02 2.77473101e+00 2.89032208e+00 1.13226517e+00 -2.57258921e+00 1.54490715e+00 -1.00846375e-01 -1.17678862e+00 3.97976231e-01 9.71353089e-01 -1.83770725e+00 -1.41728151e+00 2.08024215e+00 1.62214027e-01 -2.30731008e-01] Distance 9.644135732997936 Each least square approximations [ 6.55175945 -1.55974031 0.84627975 -2.65095096 -0.81498482 2.0222269 -1.20811404 -0.31216288 -0.5255685 1.01556388 2.12640386 -0.61941576 -2.05009556 -0.91022293 -3.08999355 -0.32864105 1.50969742 0.32761899 -0.30641886 1.17518303] Distance 10.926632530635702 Each least square approximations [-5.86601227 -3.00101088 2.02952849 1.20569932 -3.01037854 1.05288723 0.09919551 -0.61450993 0.19516345 -1.34315647 -1.705863 -0.24154052 1.32075479 1.0274208 -1.1546575 1.94972044 -1.30684914 0.78298958 -1.89223522 1.15583204] Distance 11.137142641030527 Each least square approximations [-7.47719045 6.23521853 -4.64814331 1.35522949 -1.15028729 -0.17245828 3.05673064 -1.24513845 -1.97872161 -2.02891421 -0.05370994 1.61386792 0.66054057 -0.63252914 0.04543393 1.9255302 -0.32808742 -0.23201697 -1.22827477 -0.29006093] Distance 7.775297176524676 Each least square approximations [ 7.72705358 1.51044358 1.90071654 -0.26268016 -0.931571 4.21727591 -2.74018304 -1.73652658 0.08888938 -1.06091798 -0.71362855 -0.51708291 -0.88920715 1.69463381 0.253019 1.1364904 -0.24459315 0.98615309 -0.20400659 -0.78337056] Distance 10.217941621750203 Each least square approximations [ 8.21216648e+00 -1.62142498e+00 -9.01779150e-01 -2.98380720e+00 5.58343571e+00 1.82214562e+00 1.37732941e-01 4.13502313e-01 -9.89938647e-02 1.14003950e+00 1.41660075e+00 1.20733498e+00 6.20429585e-03 2.62932139e-02 2.47684094e+00 4.21273073e-01 -1.35230278e+00 -1.38232300e+00 -1.39002185e+00 -8.01745586e-01] Distance 8.717726052174273 Each least square approximations [-8.65671771e+00 -2.10322993e+00 -4.59972610e+00 -3.02507243e+00 1.50038634e+00 -1.43600506e+00 2.11467986e+00 5.79335596e-01 -3.39642120e-03 -8.99760782e-01 -5.34083928e-01 4.27438840e+00 1.42647850e+00 -4.55810221e-01 1.15935035e+00 -1.24163588e+00 -1.45477798e-01 -3.80731950e-01 -1.44158560e-01 -1.68527876e+00] Distance 7.84587313143068 Each least square approximations [-11.08403261 -3.31545162 0.44110514 -4.08376801 0.33496789 0.51715041 1.64642236 0.63483812 2.02025738 0.44899534 0.14267484 -0.12178844 1.25449224 -0.19536411 0.23671835 0.12377899 -2.13740392 -0.14562527 -0.50325699 1.04904224] Distance 6.458479415474019 Each least square approximations [-9.69108233 -2.82596621 3.66792239 -1.4363936 -0.4932067 1.20975023 1.90656714 -1.31751295 1.375388 1.25170319 1.87983251 2.76211725 0.9349696 0.33225728 0.96385527 -0.56282062 -0.949488 -0.37186101 -1.25039523 0.65474454] Distance 7.967969893407281 Each least square approximations [ 9.36506480e+00 -9.26475076e-01 4.55564466e+00 1.01428797e+00 1.58153140e+00 2.30073602e+00 -2.56226770e-01 3.16746952e+00 1.47837717e+00 1.22152205e+00 3.12953401e+00 -1.00367219e+00 -2.79112357e-03 2.25953962e+00 -3.43701747e-01 1.53007872e-01 1.41293194e+00 -1.97255460e+00 1.21197450e+00 4.50246088e-01] Distance 7.235076308148899 Each least square approximations [ 9.3122214 0.79993533 -0.60599187 -5.46530653 0.42478995 1.53687988 -1.99726038 -2.36062146 0.63564018 -0.8319665 3.23707252 1.42684637 -2.98754752 -0.45288154 0.76523032 0.86771543 -0.28907338 -1.08701971 2.14965376 -0.3797801 ] Distance 6.932649116598913 Each least square approximations [ 9.55094649 -0.44395155 -3.48085379 -3.51995584 -2.68466498 -0.54463575 -1.61992248 0.92086638 -0.13520227 1.26452571 -0.87282338 1.580606 2.67358223 -1.04368536 1.01290693 0.92277008 -1.11475081 1.74787291 -1.45339258 0.17444717] Distance 7.716019900303687 Each least square approximations [-9.85875663 4.01234453 2.51284888 5.03817722 -1.18482776 -1.43255925 1.92904142 0.72965563 2.35921213 0.74598906 -3.96906407 -0.60207426 -2.85931246 0.64748687 0.76764462 -0.29507985 -0.39772292 -0.60933246 -0.2127266 1.05558226] Distance 4.687235212643744 Each least square approximations [-6.28300702 6.76674551 -2.17382327 1.84731878 0.4880882 0.8366715 2.77135452 0.58714036 -2.4193158 -0.66969179 -1.2106623 1.44122027 0.95804154 -1.1485355 -0.09423892 1.96609657 -0.59825391 -0.04174728 -1.24731591 -1.22568767] Distance 9.612754691121307 Each least square approximations [ 6.6669087 -0.25510708 2.113839 0.34567918 -1.06292743 3.59394005 -2.80165472 0.53827501 1.05485032 0.72891022 -0.33832331 0.85903473 -1.6627092 1.1123735 0.76500018 0.55866479 -0.41861722 -0.8721267 -0.07467941 -0.58292604] Distance 11.583710950713725 Each least square approximations [ 6.08726289 -1.96530537 -1.65372214 -1.48313652 5.28546345 0.77537933 0.59265984 -1.63564843 0.14065921 1.66789989 2.93838925 0.65400151 0.14872686 -1.82064255 1.82677837 1.62465114 -0.8858517 -0.77507512 -2.50613281 0.37546024] Distance 10.380045775627593 Each least square approximations [-8.94135114 -1.84553078 -1.15993131 -2.78472786 0.37755017 -0.80249308 1.63766724 0.0839361 -0.89450584 -1.27051787 0.95319858 5.71582448 3.50194931 -0.05558924 0.78281559 -1.29299551 1.03158212 2.09119773 1.23247084 -2.15571592] Distance 7.487812574849344 Each least square approximations [-10.10535204 -3.10511364 -1.37554724 -3.27268088 -0.4728151 0.61240995 0.30774956 4.06119775 1.6891788 0.0823975 2.66680739 1.46649652 0.59341822 -1.86793579 -2.05756953 0.42443717 -2.06654773 0.10351478 0.37478485 0.38060187] Distance 6.9030221096887665 Each least square approximations [-9.31053892 -0.69085957 3.13948757 -0.82416496 -0.38374048 1.04430624 4.05940128 0.46599784 0.41217938 0.65477662 0.18702127 1.41155716 -0.15732149 -1.30140484 1.7336725 0.47825425 -0.79281514 -1.37380106 0.50604711 0.88359117] Distance 9.347768658037902 Each least square approximations [ 7.16381911 -2.80752468 2.47515026 1.32360338 1.71074454 1.82107019 0.12815364 3.70486622 0.52157068 1.42042214 3.03824065 0.11379955 -0.66920209 1.92479862 -0.86734894 -0.28661905 0.50242126 -2.73448982 -0.37234965 1.54299651] Distance 10.015435537479124 Each least square approximations [ 7.73654988 0.98280675 -1.92101123 -4.71721961 0.16146049 1.24190828 -2.35530372 -3.12642969 -0.32094291 -1.45832939 4.12004319 1.31796563 -1.97711353 0.63602803 -1.252358 1.69532879 0.56001284 -1.09713506 2.10175492 0.38891846] Distance 8.643413899203974 Each least square approximations [ 9.12031668 0.83608005 -4.22183669 -0.99602525 -0.2586219 -0.57303299 -1.36511292 -0.64668512 -0.30076706 3.51712374 0.40441723 0.85770806 0.95108416 -0.59549236 0.85029919 -0.44613755 -1.20842889 1.57141483 -2.95661479 -0.17542475] Distance 8.97384501860468 Each least square approximations [-9.6534185 4.46071949 -1.17340863 3.59893089 -0.42915339 -2.12019351 -0.02540191 0.2644375 4.57219278 1.32291546 -2.77784977 -1.53873077 -3.54078079 -0.89469336 -2.05170496 -1.94714989 -0.09263722 -0.80649804 -0.18499316 -0.55239706] Distance 5.18684590887613 Each least square approximations [-4.36554325e+00 2.15807889e+00 -5.99686894e+00 1.44594159e+00 -4.13735376e+00 -2.08174626e+00 1.25010365e+00 1.57848222e-01 -1.01606018e+00 3.84152786e-03 5.63070585e-01 4.38128867e-01 -1.12618425e+00 1.17891298e+00 1.74385846e+00 3.41560513e+00 -2.89675101e+00 -4.04664343e-02 -1.06051914e-01 -5.51252405e-02] Distance 9.87791540947614 Each least square approximations [ 7.35383611e+00 2.81865530e+00 -9.94979297e-01 -1.79419517e+00 -1.65662700e+00 4.14680611e+00 -8.45428509e-01 -3.04944721e-01 -5.52762525e-01 -3.88812054e+00 2.03665217e-02 -1.60392563e+00 4.53214936e-01 -5.95945511e-01 7.78618826e-01 -3.22581925e-01 -6.93415456e-01 1.19633405e+00 4.33571937e-03 2.85703355e-01] Distance 10.072395918857769 Each least square approximations [ 6.83911999e+00 1.23786731e+00 -1.90941129e-01 -5.51555592e+00 2.29311101e+00 -1.04999388e-01 -1.35343414e+00 -7.43401413e-01 2.62760150e+00 -2.12543539e+00 -5.63456108e-01 1.68866893e+00 8.29875477e-02 -4.56051051e-03 1.36012702e+00 -1.51342360e+00 -4.18821889e+00 1.08243194e+00 9.20403184e-01 3.15341122e-01] Distance 9.213014954710163 Each least square approximations [-6.7345998 -2.71197295 -4.03090319 -1.03719971 3.28787768 -0.80458483 4.82791963 -1.29846988 -1.32870928 2.77671625 0.70055289 -0.05237576 -0.91192639 -0.41417286 -0.74797548 -1.78554316 0.63919566 0.430921 -0.66552855 1.15014464] Distance 9.280563319534627 Each least square approximations [-7.77582952 0.90616151 -0.16292781 -0.41083254 -3.46542563 0.59198042 -0.5677942 -1.98814638 -0.70448972 0.88920449 -0.7906864 -2.98223813 0.38042525 1.59153384 0.1140608 -0.03073862 0.46940622 0.43827148 -3.31053134 0.12515812] Distance 10.329313908219554 Each least square approximations [-7.38012037 -3.75060828 1.17016713 -1.32136651 -4.29337436 -0.66194189 -3.38762469 -0.83627517 0.4291241 1.57598828 -0.26565571 0.75879087 0.93399777 2.41373406 0.81416392 0.69833243 0.41957041 1.04603488 0.42356236 0.77841877] Distance 9.684049228954215 Each least square approximations [ 6.39146319 -1.5387081 3.25868125 -3.00848062 4.84266447 -1.20704403 -3.11655696 -0.54116049 1.20422084 1.11055071 1.82076795 0.17459682 0.1242141 1.91647303 -0.03171424 -0.03249723 -0.03481561 -1.31118075 1.83710383 -1.50951275] Distance 9.73646276440247 Each least square approximations [10.78339971 -5.23761652 2.70974819 -1.36714684 2.70121603 -4.19243893 1.13156428 0.33703541 2.01926373 -0.23811083 0.1431293 0.86609712 1.97432508 1.45299496 0.45028043 -0.57913868 -0.48672324 -1.44712436 0.97512892 0.44870289] Distance 3.945389636476301 Each least square approximations [ 6.47638235 -2.96601277 1.01636764 -3.4458153 -2.43534694 -2.1531976 -0.09469288 1.21195484 2.789268 0.33996014 1.8338462 1.19930302 1.47228484 -0.71662771 1.64702738 0.54035676 3.14857399 1.20086346 -1.10844941 0.01753639] Distance 10.150616329797833 Each least square approximations [-8.44625914 1.06794602 4.14295052 -0.5507074 -1.47755025 -2.693971 -1.47483554 3.32949341 -2.6275815 1.90778436 -0.58094443 0.43208288 1.16941179 0.79070386 1.66302983 -1.54745745 -0.36688029 2.22238935 0.4164969 -1.40611777] Distance 8.46173765052665 Each least square approximations [-10.30901326 6.84173864 3.30269855 0.72420558 0.38107629 2.52771943 1.02942966 1.12894849 0.18603119 1.48183538 -0.06692503 -0.92921585 2.49138453 -0.80796259 -1.59678185 0.1989618 -0.65084338 0.50020559 -0.37657086 -0.10759694] Distance 4.6405636612980885 Each least square approximations [ 5.28839916 -2.62562749 2.21710847 0.33751544 -2.59424591 -0.01759575 -2.82700589 -0.38524264 0.65555917 -0.57897177 -3.70109367 0.38082025 -1.51652301 0.65445755 0.63491072 -0.82408013 0.9432029 -1.0309377 1.49151684 -0.60603671] Distance 11.426790981585684 Each least square approximations [ 6.0547447 0.26886474 0.45887997 -0.37399525 3.37153259 -4.07167537 1.13393821 -2.02871386 0.5816246 5.10679044 4.12009231 -0.00634307 -0.43000108 -2.88105401 0.92834774 1.06249326 2.03158025 0.85642575 -2.13333513 -0.45482853] Distance 8.624276932257818 Each least square approximations [-8.03116323 -3.04485411 0.94147251 -1.0289358 -6.11024707 -0.47293221 2.04440131 0.75297648 -3.23111918 -1.85079737 -1.00940094 2.14400249 2.8610357 0.48635923 3.51358051 -0.0691321 -1.54406759 0.49350123 -0.42421496 -1.33714687] Distance 6.739858285560615 Each least square approximations [-6.33345228 -0.88869445 0.9915723 -3.73471031 0.31482357 -3.06782493 1.78914424 4.58648779 0.2771354 -0.83851649 1.106325 1.67313684 -1.46957287 -3.43819116 -2.02160759 0.7762044 -0.44105577 1.73373289 0.39725298 -1.20641526] Distance 9.509334771384417 Each least square approximations [-9.02173794 2.5610555 0.98117676 1.54538691 0.5152359 1.53698162 4.82480265 2.67976226 -0.11053032 -1.43425206 2.13469224 1.83485505 2.44724952 -1.66296653 1.00800472 0.98457756 -1.02913191 0.6638536 -0.62141013 0.50659282] Distance 7.812232494545783 Each least square approximations [ 8.61969965 -0.10140734 -1.21303294 3.77833098 -1.59470169 0.18177682 0.56329032 4.7523463 -2.53283279 -0.88675581 2.05318207 3.00112215 0.41753301 -0.32203293 -0.37996201 0.34990298 -1.10530678 -1.98270707 0.67930646 0.77940979] Distance 8.097550416266202 Each least square approximations [ 3.94471139 1.84205311 -3.30864313 -4.29212466 1.49433579 -0.94328272 -4.20610505 -3.0540744 0.4715288 -2.6310116 2.65190412 -1.48689659 -0.48424896 -0.11687669 -1.36127394 2.16903334 1.6917139 -1.83274196 0.42289108 -0.25897838] Distance 10.008505454085457 Each least square approximations [ 8.10493839e+00 3.34254204e+00 -4.08580173e+00 5.88081910e-01 4.68127934e+00 6.15655319e-01 -4.64874375e+00 -2.93716710e+00 -1.54683889e-01 3.67116835e-01 1.03567540e+00 3.16228290e+00 1.87494066e+00 9.58053093e-01 6.56010757e-01 6.89384490e-03 -6.35007857e-01 -8.44409676e-02 -9.42954189e-01 3.64260523e-02] Distance 6.668317808871344 Each least square approximations [-6.58921776 1.35991036 -3.35913763 3.8047792 -1.23318393 -3.40224082 1.21325747 -0.83825317 3.21258126 2.73896457 0.93433666 -2.0875344 -0.37683758 -1.43603717 -1.37135901 -0.33490451 0.78565813 -2.09835596 0.35327242 0.45801332] Distance 9.454759834964078 Each least square approximations [-7.19929895 5.47612747 -3.23132614 4.19013715 1.19967652 -1.90703031 0.931053 -0.53810885 -2.89918647 1.52594841 -0.08936769 -0.0735421 1.38339072 1.85965277 0.96531189 1.64496799 -0.57399732 2.50609312 0.14171443 -2.33173384] Distance 7.938329814556001 Each least square approximations [10.13677078 -1.03136284 -1.20329715 -0.0430784 -2.07601049 4.3890833 -1.12748438 0.03128878 0.27111159 -2.02196224 -0.95485709 0.41667013 0.02563295 -0.19581124 -0.17294733 -0.06656066 0.43584297 0.12194679 1.19894845 0.32826918] Distance 8.585211533462159 Each least square approximations [ 9.16094045 0.09930052 -1.05190987 -2.23041142 3.55659042 0.2937497 -2.84620974 -4.1084365 -0.33720495 2.22424119 0.43421887 0.43784188 0.14338666 -2.09968286 -0.21709593 -0.87765215 -0.35221626 -0.60060986 -0.72401483 -0.19065364] Distance 8.45146425875684 Each least square approximations [-9.40287997 -4.7395399 -2.74454201 -0.1910358 -0.93597419 1.92034442 1.8182376 -0.0627462 0.58234681 1.11617095 0.89043872 4.46989964 0.34908122 -0.64702191 0.30764338 0.3277597 -1.5594915 0.95695641 1.35881316 -0.17137365] Distance 7.499741275666747 Each least square approximations [-10.74683104 3.36218691 -3.16498426 -3.00316376 -2.17150165 -2.33388419 0.60443194 1.04999719 0.62558041 -0.3329712 0.65101418 -0.05448924 0.7527171 0.7726252 -1.21899794 0.90476465 -1.42544399 0.74849361 0.5662241 0.25391637] Distance 6.786071797115109 Each least square approximations [-9.72141115 -1.58341944 4.69380746 -0.14779223 -2.21545081 1.4046331 -0.41936175 1.70795962 -1.30792384 1.93956247 -0.81670478 -0.74465076 1.23430319 -0.48189274 1.69510481 1.1935954 -0.61802359 -1.3459537 1.28680842 -0.9389072 ] Distance 8.023116358336859 Each least square approximations [ 8.87247535 -1.78961095 2.25869639 -1.78586538 2.87897605 -0.81451781 -1.74963691 1.32464951 1.00457888 1.91188981 0.58407972 0.18683249 1.04389428 0.88316062 -0.04807441 1.50975021 -0.59041264 -2.25066332 3.22771185 -1.15400677] Distance 8.97507096173847 Each least square approximations [11.12835267 2.73146992 -1.60687189 -2.72518825 0.98434876 0.46041548 -1.74972569 -3.23698928 0.99845445 -0.609214 -1.12953297 -2.55232157 0.03891801 0.95698585 -1.18500311 -1.15748585 0.58099906 -0.32832496 0.27630161 -0.50718062] Distance 6.42348936604358 Each least square approximations [10.39942636 -2.46282919 -0.37364082 -1.47428614 0.95232908 0.63457486 -0.95012368 -2.70448915 1.77435459 0.94863801 0.77203885 2.26731729 0.81894918 0.93341648 1.10472436 1.42177621 0.31393389 1.02472262 -0.99253144 1.67105739] Distance 8.083428806229458 Each least square approximations [-12.66733775 -1.21990827 -2.01136407 1.21627715 2.53213813 -1.92854826 0.54829407 1.87321062 0.09497222 2.55415283 0.57760153 0.03198211 1.63648112 -0.14625852 0.06874249 1.3311007 -1.97567687 -0.98201049 0.03388142 -0.25041331] Distance 3.633203173474073 Each least square approximations [-8.42297047 3.27082565 -1.11365821 0.94064151 2.455562 4.08391151 3.30106413 2.20553137 -0.02301233 1.42253409 1.13433194 0.22166057 -0.92443029 0.63320841 -1.11535829 2.0275769 -0.7284409 -0.9531678 -0.53462676 -0.26601537] Distance 8.295852963478033 Each least square approximations [ 5.70284806 -0.82771854 2.31728877 -0.86972787 -0.60366564 2.17876492 -2.32163664 -0.07743006 -2.37048998 0.58457925 -1.80287483 -1.4816933 -1.57047194 0.59452672 0.0433573 -0.91165228 1.57445556 0.15015125 0.77932763 0.132926 ] Distance 11.610318236237733 Each least square approximations [ 5.96799988 -0.47367605 -2.06049611 -0.15428742 4.3485162 -3.51394284 -0.89785828 0.43475201 0.83203594 1.86409959 1.42812903 1.10433909 -0.64274939 -0.68175774 -0.06382425 -1.93804894 2.44036025 0.1205375 -0.82473373 -0.09937775] Distance 10.570674775299327 Each least square approximations [-8.50327895 1.95982452 -2.70349628 2.16494746 -4.95182051 -1.29216261 3.26518196 -1.11018375 -1.31277931 -0.4935698 -0.1472467 1.60151598 2.5387953 0.68713607 1.79515444 1.77511523 -2.25956104 1.54428067 0.92511773 -0.7836699 ] Distance 7.056551816895927 Each least square approximations [-5.35746118 -0.03978151 0.62491418 -5.84278659 -1.5010499 -3.01179781 -3.43550071 1.72547826 0.63115219 -0.90328687 0.65230815 0.69780135 1.45106256 -2.68785633 -0.90592338 1.27116567 0.32723932 1.6309388 0.34262846 -0.59139048] Distance 9.816441504847404 Each least square approximations [-9.59554953 6.86334164 0.98188943 -2.22620146 -2.24642997 -0.9893642 1.20681559 1.4255821 0.73490762 -0.73028987 2.53008676 1.48937572 -0.6706644 -1.48711838 1.03865578 1.17444007 0.78686039 2.34641829 -0.50082245 -0.21824496] Distance 5.193939732392149 Each least square approximations [ 7.94743121 0.47990004 -0.96561902 -0.08272271 -0.64813461 3.71555997 -0.72926032 2.08284277 -1.15730917 -0.20198243 1.86120759 1.77466776 -2.56454708 -1.03400429 0.06907953 0.8244157 -0.08305192 -0.749616 1.17064182 2.14739112] Distance 9.824730771728996 Each least square approximations [ 5.46363483 1.24232526 -0.32310607 -3.58234316 0.16659434 -0.3772969 -0.95609993 -2.75368321 0.18242072 -2.64007135 1.95777611 1.89867812 0.41929644 -0.74147081 -1.03851541 1.18120164 2.36713846 -1.4223932 -0.4208367 1.55584119] Distance 11.043676114525608 Each least square approximations [ 6.98634458 0.01800496 -5.30730814 -1.72329655 1.72334542 -0.23704573 -1.55575623 -0.60625904 0.59340289 2.96512753 0.74187083 -0.23237012 1.69919546 1.21839177 1.27907327 -1.91307285 -2.47493039 -2.95768284 -0.36144107 -0.13326611] Distance 9.090021443861488 Each least square approximations [-6.18284964 -0.95456765 -0.02429759 2.61540936 0.73764428 -2.86949274 -1.20449479 2.57238708 1.5407375 1.14323641 -1.27645315 -1.54713168 -2.28119698 1.90333325 -3.20634213 -1.73631409 3.07890238 -2.15589373 -0.32981338 -0.1368131 ] Distance 9.793883001186357 Each least square approximations [-7.29208151 4.42978558 -3.69425756 0.07187715 -3.07958818 1.20823039 -0.60250757 -0.62928447 -3.22088242 2.12546791 -0.19244028 -0.97384277 1.15599672 0.96927423 -2.91250598 0.80642583 0.93193494 0.13115054 -0.26532277 -0.2249978 ] Distance 8.665175123355422 Each least square approximations [ 5.5311635 -1.18646972 0.66120465 -1.37065959 -1.21271026 1.67213678 -2.52053254 -1.44223125 -0.15664268 -1.12666827 -2.1920059 0.25320542 -0.10796136 1.56153904 0.08536145 0.99781163 1.93049646 0.17094669 -2.13197066 -0.16842178] Distance 11.686230061156 Each least square approximations [ 8.00029812 2.7021478 -2.03235123 -0.17066002 3.21512979 1.21033274 -1.45297857 0.89467332 0.62737591 2.34468752 4.17885124 -3.30345 -0.83864517 -1.2981412 1.73247283 1.71875001 -0.74534651 -0.5412729 -1.21584969 -0.20195436] Distance 8.146955293988722 Each least square approximations [-9.58247084 -1.32035498 -0.48923252 -4.51077168 -0.56268876 -2.37115018 -2.26903371 2.10196417 -0.7095017 -0.88641422 2.05052626 2.01829672 0.74709237 -0.12058023 0.70076824 2.45549821 -1.15793694 0.27630824 -1.24892043 2.90497535] Distance 6.617790916491342 Each least square approximations [-8.11014072 -0.86034066 -2.37761335 -1.23967636 1.57696347 -0.73597656 0.38988523 0.06066175 0.72012764 2.57616391 -0.01910937 3.38040999 -0.76649208 -1.18316648 -1.72934303 -0.26575107 0.59153119 1.34546523 0.33287137 0.56174965] Distance 9.920900215527654 Each least square approximations [-9.73133942e+00 -3.45026343e+00 -1.14226688e+00 3.28502630e-01 3.96196154e-01 -6.87434926e-01 4.34610493e-01 4.00509588e-02 -4.07116355e-01 -1.03238367e+00 2.34695518e+00 6.64538509e-01 1.26164209e+00 -3.76106696e+00 -9.49217098e-04 -1.41652068e+00 -1.82460577e+00 7.37196250e-02 9.56510039e-01 -4.34343570e-01] Distance 7.958097805952069 Each least square approximations [ 7.80193305 -0.79973714 3.94287692 1.13443395 -1.08111671 2.74518762 1.86581386 0.64714337 -1.95031171 -1.69497692 1.06051593 1.52048531 2.98261138 1.66607133 0.98400243 -1.71354064 2.07368666 -3.44694538 1.2679869 0.18170014] Distance 8.189688626329401 Each least square approximations [ 7.21986009 3.56365122 -2.01943303 -2.71975311 -1.92675051 -0.47993535 -3.15534215 1.58292081 0.92251309 -1.9362535 1.71003084 0.91649565 -1.78320038 -0.02760391 0.99931955 1.36443592 0.08499471 -1.01832761 2.20221869 -2.28925148] Distance 9.126076257159403 Each least square approximations [11.07646772 4.66835718 -3.92788603 -0.31870668 -1.88900933 0.15738966 1.11196375 -0.45123583 -2.2628059 -1.30918983 0.22810276 0.20389861 -0.48171805 -0.96308152 0.22380301 -0.17122366 -0.10315208 0.42737774 -1.21881772 1.17308846] Distance 5.026351411233688 Each least square approximations [-9.11144046 2.41234943 -1.07588039 0.65371055 -1.1036598 2.16497612 1.75863322 -1.44269164 2.06308067 -0.753568 -1.60405193 -1.05176297 -0.16929237 0.19794018 -0.26881343 -0.16774787 0.59887226 -0.52880235 1.26694447 2.03794093] Distance 9.217406310755852 Each least square approximations [-6.23720549 2.47723367 -6.35720787 1.63994223 -2.3981787 -2.56266949 0.88529784 -1.23581494 -2.93723451 2.81065171 -1.31977942 0.04216419 0.09025304 2.56048955 1.17036246 0.87229134 -1.24221048 2.68013998 -0.55699877 -1.63173041] Distance 8.88217135080193 Each least square approximations [ 1.00171624e+01 5.69186587e-01 -3.67251738e+00 -1.44940959e+00 3.49823972e-03 3.79200130e+00 -1.20389478e+00 1.02076844e+00 -1.30223612e+00 -1.60886124e+00 -4.29127626e-01 -4.28298044e-02 1.14989407e+00 5.08910490e-01 4.80666114e-01 3.64169205e-02 1.24798501e+00 1.61789944e+00 -1.71070285e+00 1.26851541e+00] Distance 8.497598857046146 Each least square approximations [10.50426542 1.97643812 -2.19261648 -1.11848549 2.65896898 3.56900422 -2.57316171 -1.36763875 0.85304911 -0.34381011 1.65867478 -0.34914136 1.31863097 0.8703819 -0.95630747 -0.17466105 -1.15655175 -2.38271018 0.84504508 0.83505881] Distance 7.49261874028049 Each least square approximations [-10.08241097 -2.34921452 -3.46662919 -1.62590186 1.3881507 -0.63465072 1.15945741 0.53134526 2.60206372 1.00741598 1.80431293 2.13359028 -2.44855651 0.47577905 0.25802464 -0.49138839 0.03226336 0.12317477 0.02159567 1.39855544] Distance 8.393026233387896 Each least square approximations [-10.80564682 4.62777624 -2.84856785 0.96912438 0.32018179 -2.62161344 -2.28221703 -0.8699767 1.40227329 1.46436291 0.27755783 0.85951809 0.91032597 0.99130138 1.33648697 2.23845752 0.91664239 0.06199174 -0.01577706 0.4576259 ] Distance 6.750473451214326 Each least square approximations [-8.82470644 -3.12967303 2.72030239 -0.0649154 -3.3126913 1.6028459 -3.61899449 -0.06608883 -1.22782601 0.99265796 0.69273892 1.24205529 1.05465931 -0.58425212 0.81978701 -1.00354506 1.09756892 -1.23727882 0.77197559 -0.95946778] Distance 9.311852276277577 Each least square approximations [ 7.43511862 -0.96428545 5.36378392 -2.82981316 3.43462069 1.02514195 -3.88420281 -0.84088896 -0.18488286 1.50485939 -1.02224392 -0.72565742 0.33414244 2.19721319 -0.36883226 -0.68812018 1.73799294 -3.20741409 1.93015255 0.04495482] Distance 8.499682554095559 Each least square approximations [12.96119814 5.13258115 -1.11143839 1.59663377 1.08087121 -1.41803043 -1.83060782 1.86179004 -0.65469366 0.0418989 -0.90591812 0.71149083 0.61332465 -1.04398665 0.06359769 -0.04147143 -0.62977482 -1.16167249 0.59726545 -0.70181375] Distance 2.5275458383794276 Each least square approximations [11.51203712 -1.93804583 1.3745885 -2.09349917 -1.47278134 1.37745286 2.43234475 -2.96093168 1.19885282 1.5348165 -0.3922195 -1.36101857 0.16490248 -1.7372596 0.54231732 2.96044745 0.88643474 -0.10566933 0.12605198 1.97383251] Distance 6.034346442120878 Each least square approximations [-13.03815244 -3.53803271 0.7087809 -1.96836577 -2.19283909 0.80654975 1.96708634 -0.86139468 -0.17167072 -0.6905023 -1.55322922 -0.84699083 1.11886381 -0.60416342 0.02796134 -0.22800753 1.01574506 0.75984111 0.62207267 -0.83371458] Distance 3.9210522297955297 Each least square approximations [-13.07055674 0.3648212 3.83184851 -2.20702778 1.32376234 -0.60071077 -0.83404316 0.68497577 0.610606 -0.64361312 -0.39686352 -1.47273734 -0.21543732 0.50689542 0.67117677 -0.86438934 0.33546308 -0.55561303 0.29083251 0.40401437] Distance 3.1563209991606485 Each least square approximations [ 3.00757094 -0.02448681 0.9179211 -1.47952679 -2.79384069 0.34567129 -2.39555932 -1.01653544 -2.43342482 -0.8110467 -3.51643783 0.00458817 -0.08253852 -1.51635157 0.68411845 -0.66706208 0.73104876 0.23841372 2.06640587 -0.36424501] Distance 12.454637485538742 Each least square approximations [ 5.39454186 2.37618073 2.79109941 -1.67156714 3.62642218 -5.20444617 1.11375758 -1.51115548 1.40403966 4.24806749 3.26462396 1.3093051 -1.20606412 0.8216726 1.39044986 -0.15911102 4.36437223 0.26880254 2.23129499 -0.52605977] Distance 7.687935099603405 Each least square approximations [-6.33382253 0.13354739 0.07820318 0.45399334 -5.83856309 -0.25276885 3.02923678 1.35871045 -0.41852626 -2.90562958 -2.46510396 0.24790157 1.64229488 -2.5419986 1.37078694 -0.50853188 -1.17695854 -0.58556394 0.09338931 -0.15118115] Distance 9.783446228700152 Each least square approximations [-4.06456514 -2.95939067 1.43887165 -2.54775279 -0.76420892 -4.94770356 0.08227651 2.77391724 -0.24630397 -1.22907025 -1.43793205 -0.6572154 -0.10826416 -1.8494105 0.45046949 1.74792895 1.34881471 1.56976647 0.11414484 -0.67468966] Distance 11.266433389230357 Each least square approximations [-7.38512999 2.85182921 -1.42803954 1.05857212 0.87171155 4.33137053 2.19648698 3.70929564 2.15956136 -0.17811378 2.24802095 1.06942166 2.83460307 -2.16716671 0.48985775 -1.35275204 -0.33747655 1.54834796 -0.09482341 1.01814234] Distance 8.709906645654202 Each least square approximations [ 8.12393662 5.78634592 -2.2287814 1.62744582 -0.15378392 -0.33544896 1.05742476 2.5893579 -3.14599143 -0.43443777 0.4647298 1.31059499 0.59190095 0.12615425 -2.03123574 -0.72102095 -0.45676455 0.77374523 -0.04671362 0.17870164] Distance 8.724800893687327 Each least square approximations [ 3.40742341 0.29829303 -3.24169369 -3.18446631 2.47497416 0.2085123 -4.86447496 -1.81206548 0.43329493 -1.64429029 1.50049016 -1.17054862 1.22987173 -1.06090134 -1.62263227 3.9111423 2.14638975 -2.20003257 -0.91460454 0.42078848] Distance 10.297772218335684 Each least square approximations [ 5.06819872 4.06609438 -2.21986876 -3.06176898 3.34497756 0.91171927 -3.58113766 -3.9084491 1.66476863 -1.14603145 0.10720802 2.75278086 0.58799933 0.34543539 0.33035095 1.26422895 -0.34213562 -1.46220061 0.45373483 -0.20414953] Distance 9.800952178028883 Each least square approximations [-4.07080442 0.58536373 -0.69652032 1.6702531 -2.21128992 -2.62451805 2.56204332 -0.17930243 2.38009332 3.07749233 1.22979713 -2.44843323 0.65842063 -1.67824812 -0.93401649 1.63267191 1.08171907 -2.29844124 2.2738504 1.36781981] Distance 11.294339822858664 Each least square approximations [-5.66134233 3.89397426 -7.12168637 4.360895 1.60062394 -2.31231275 2.6063682 3.42937531 -2.27645016 0.47854754 0.21694702 -0.04687897 1.37468207 -0.34783701 0.31018366 0.55121471 -1.86607263 0.89509514 1.9742662 0.54837533] Distance 8.618920376385155 Each least square approximations [ 1.49524646e+01 1.51342079e+00 2.00288755e+00 1.08843506e+00 -4.08393756e-01 4.14834714e-01 5.65122431e-01 1.53578134e-01 4.32180178e-01 2.65304754e-01 -7.74373235e-02 -3.16034167e-01 4.74711163e-01 1.86853027e-01 -1.53769347e-02 -6.67207012e-04 2.65121664e-02 1.06692677e-02 -6.67062904e-01 -1.05155242e-01] Distance 1.1072726405678601 Each least square approximations [10.65788601 -3.71041871 -4.79335291 -2.77398614 1.42116704 -1.02166338 -1.20113147 -0.39134811 0.83611831 0.50492699 0.46593545 1.53365954 1.48300147 -0.66710199 2.02495237 -0.45532662 -0.22069166 -0.10736971 -0.70727429 0.21226091] Distance 7.764145195157629 Each least square approximations [-9.197794 -4.2126108 -5.74266868 -0.05735534 2.02834775 1.99847113 1.36812902 0.23361533 -0.54484607 -0.55231277 1.11629133 1.19083695 -0.52860011 -2.11229265 -0.22339131 0.38869451 -2.68871981 0.96571601 1.06069504 -1.3555187 ] Distance 8.328088938774055 Each least square approximations [-1.08880585e+01 5.33213147e+00 2.63116859e+00 -2.05787337e+00 -4.87610123e+00 -1.39215120e+00 -1.07972983e-01 -1.16126723e+00 3.33753229e+00 4.75308839e-01 1.45578347e-01 -5.67130946e-01 9.57780418e-01 -1.88424920e+00 4.90760846e-01 -8.15576478e-03 -1.19037296e+00 1.70452511e+00 -1.90075637e+00 9.20623364e-01] Distance 4.861875648979278 Each least square approximations [-9.96495072 -1.9061607 6.54082581 -1.10713629 -1.86848863 1.16092113 -2.18845638 -1.14977038 -0.45765194 -0.88647859 -1.35222216 -0.93137677 1.22146932 1.39589909 0.8391839 0.7568064 -0.50885564 0.56463754 -0.21824008 -0.11219506] Distance 8.192208448079368 Each least square approximations [10.70536212 -3.62963471 3.47489743 -4.15220201 1.67496026 0.65893417 -1.55685481 1.0281328 1.83158952 3.38668303 -1.96683915 1.76251271 -0.09562921 -0.2512911 1.84997784 1.96072573 0.1194605 -1.2784138 0.01136649 0.77034385] Distance 6.23340344104661 Each least square approximations [10.46010653 3.41354794 3.33716059 -2.84714164 3.71020181 0.37219669 0.59904127 -0.81184334 -0.32686986 -2.69678995 1.22844614 -1.37055902 -1.22519343 -0.96835242 -1.4247312 -2.14495012 0.74158997 -0.82289196 -0.222411 -0.67245778] Distance 7.566690979819019 Each least square approximations [10.69356975 -5.078868 2.06175196 -4.30130374 0.06685119 -0.3330426 -2.59100391 0.42717398 1.07737273 1.5418125 2.94654286 0.08882406 0.73240176 1.09744278 0.83065746 0.08964201 -0.76229486 -0.28227534 -1.62211395 1.22157872] Distance 6.685027804033202 Each least square approximations [-1.10776250e+01 -3.58440261e+00 2.52211749e+00 2.74857769e+00 -2.21661249e+00 1.32812626e-01 -2.64935794e+00 7.30007311e-01 -1.36764739e-01 2.24614533e+00 5.70376926e-01 -6.82798698e-01 -1.44752504e+00 2.10083465e+00 1.65151480e-01 9.42800244e-03 -1.42708849e+00 -1.82985334e-02 -2.50511129e+00 1.66942640e+00] Distance 6.971338668904666 Each least square approximations [-6.69806499 1.06453021 -5.15527948 2.02053957 -5.01118902 -1.86986906 1.15381586 -0.52186579 -2.48521301 1.59075696 0.07642252 0.83541575 -1.00517595 0.02845306 2.11802654 1.35982783 -3.33257466 -0.1235468 0.10336782 1.27340118] Distance 8.845538740310513 Each least square approximations [ 7.35560128 2.73746944 -0.56448119 -0.47408342 -1.09507718 4.30764334 -1.02022572 -1.23697359 -0.08111058 -4.25902586 -1.00717886 -0.59911404 1.97645229 0.09785653 0.37016652 -1.04526766 -0.23038103 0.95589717 1.64127938 -1.28488359] Distance 10.008925881730724 Each least square approximations [ 7.17731590e+00 1.30654844e+00 4.40716518e-01 -4.42268415e+00 4.64616653e+00 -1.15990151e+00 -1.93586960e+00 -4.30746151e-01 2.07885104e+00 -1.02776165e+00 -1.52238680e-01 6.82093224e-03 -9.64109852e-01 1.32942950e+00 2.41278591e+00 -2.88430473e-01 -4.23954499e+00 1.01671557e+00 7.53719469e-01 1.85164787e-01] Distance 9.009417707166964 Each least square approximations [-7.59891693 -1.96389516 -4.20871636 -2.41104228 2.48877915 -0.83561171 4.82260275 -0.7811231 -0.71741208 2.17954019 -0.72094945 1.2776353 0.51863408 -1.35979705 -2.03954427 -0.44703965 1.85391602 1.39375464 -0.48497207 1.39939407] Distance 8.790235170425248 Each least square approximations [-9.22293086 -1.75259898 -0.75958788 1.08545402 -3.52879291 -0.20276307 -0.42986206 -3.00012969 -0.99024409 1.59917869 1.0915083 -2.29623152 2.99890205 0.08455871 -0.25880248 -0.21161284 1.10810211 0.48389126 -2.53050464 -0.3258603 ] Distance 8.71599349747696 Each least square approximations [-8.80077092 -3.69867837 0.27907777 1.30657322 -4.30260579 1.30104871 -3.41444027 0.10410341 0.47478492 0.825494 -0.28913038 1.31076209 -1.34585139 1.74254177 0.98572788 -0.09273997 0.28498032 -0.12605835 0.69725949 1.20571 ] Distance 8.902588156627292 Each least square approximations [ 6.49777449 -1.45572497 3.64171254 -3.47580631 4.26144281 -0.7320474 -2.31395183 0.45334754 -0.05711184 0.93321196 2.16848002 -0.02685777 1.41705866 2.56368359 0.36589514 -0.14862407 0.43838187 -0.95416514 1.40897706 -1.61017705] Distance 10.034415914234549 Each least square approximations [ 1.14370860e+01 -5.80896483e+00 -1.30509016e+00 -3.81434354e+00 8.73162010e-01 -1.00034975e+00 2.19085346e-01 2.44166297e+00 -1.58323669e+00 -1.07660821e+00 1.15181677e+00 -1.69609511e+00 1.91215643e+00 -1.22123872e+00 5.49289997e-01 -2.73559031e-01 -9.49787341e-03 5.29521615e-01 -2.80496881e-01 -1.02657557e+00] Distance 3.352620697229322 Each least square approximations [ 7.74461521 -0.8270569 0.41509251 -2.53576051 -3.59899679 -2.39446658 -1.14942433 0.1914938 2.18348708 -0.78965228 2.12538183 1.38422387 1.48961471 0.26556194 0.40890089 1.14897932 1.28923428 2.18416042 -0.3351262 -1.05582934] Distance 10.200598611878773 Each least square approximations [-9.46681101 4.57139927 4.58012753 -1.35279812 -1.98164544 -4.29334187 -2.07409244 1.60585363 -1.60873457 1.8218042 0.77716335 -2.16463741 1.72655949 0.43071002 1.13147018 -0.62311564 -0.19296822 0.24371827 0.38152208 -0.01727643] Distance 5.98185226939976 Each least square approximations [-8.71313616 0.92424072 -5.67331212 -0.86319381 2.78121368 1.8695113 -1.32613475 2.54843988 -0.12143257 3.70638747 -0.24963158 1.94516712 -2.2952754 0.31816245 -1.1445488 1.47678943 -1.53278008 0.44485279 1.32589853 -1.00041364] Distance 6.889117323193901 Each least square approximations [ 6.70169671 1.67063111 0.86423571 -0.80673026 -0.45167183 3.16136379 -1.60486277 -1.05710044 -4.13365111 0.16702507 -1.91009425 -1.05509244 0.31535022 -0.04032866 0.25465708 0.22550366 1.05971616 -2.49853189 -0.76219688 1.15399824] Distance 10.679325880651628 Each least square approximations [ 7.70305937 2.42280805 -3.889237 -3.02267793 3.27031786 -1.48807299 0.85171359 0.01267698 0.84729198 1.82140278 1.03243364 -0.22310691 -1.85611718 1.6352202 -0.29488459 -2.29262242 1.20066552 0.78391044 -1.34696231 0.96536949] Distance 9.159259573422785 Each least square approximations [-11.5545354 3.62257108 -1.64369757 4.53482163 -2.52271508 -0.43116067 0.71894209 1.60303731 0.30149079 1.4026782 1.2687351 1.14763747 -1.10921613 -2.62728715 0.54120846 -0.29713824 1.11420053 0.03276124 0.46116352 -0.04527059] Distance 3.7313036088990996 Each least square approximations [-6.36664456 1.56923425 -0.46831502 -3.65560086 -0.56009873 -0.28759005 -4.20790785 -0.64268921 2.03071789 0.71138484 0.19381967 -0.2108823 2.05735673 -1.37030133 -0.51634174 0.98545106 0.55138041 0.6624835 -0.20742809 -0.43680385] Distance 10.967238123078602 Each least square approximations [-9.27857182 4.50639681 0.1263006 -4.90116583 -1.9487379 2.49005689 -3.04579072 -0.17770955 0.2671092 -2.2918819 -1.50740005 -0.31668775 1.78752413 -2.80725646 0.92371536 -2.11816699 0.53227259 -0.10425047 0.8933252 1.35580814] Distance 5.6237311691319665 Each least square approximations [ 7.29348562 1.02215417 0.10216977 -3.56115396 2.83234854 4.75930222 1.8879662 -0.65129211 -1.6279824 2.0203753 -0.30064755 1.43059673 0.15523772 1.51750149 1.36168986 -0.09348443 -0.81541692 0.57508152 0.6024584 1.39258272] Distance 9.511139997531902 Each least square approximations [ 7.67534346 3.12183628 1.51161738 -2.0351687 -0.0673287 -0.50141468 -0.87383201 -0.05125969 1.65769685 -0.4619527 2.78473953 -0.62503152 0.51129062 -1.1489965 -0.30929095 2.37610952 0.82219848 -1.14746713 0.81730701 0.79142895] Distance 10.516161544403504 Each least square approximations [ 8.13627365 0.16292167 -2.97347308 -4.56236198 2.79625544 -3.03629989 0.57331827 -2.09545388 1.07958468 0.67708817 -0.7582233 -3.69934763 -0.12090755 0.05427614 -0.91490533 0.78868646 -0.91099189 -3.7268005 -1.1446876 -0.60783191] Distance 7.55070382647033 Each least square approximations [-7.89629725 -2.36657505 3.14439991 0.36643075 1.89412451 -0.93474309 0.8604957 0.48115058 2.65114456 0.78976264 -0.43531941 -0.11295907 0.6837436 -1.02099955 -1.60921039 -2.18949175 2.20173287 -2.7344912 -1.18112496 0.08560535] Distance 9.722652457786392 Each least square approximations [-5.02151691 4.09434697 -5.95152339 4.47672265 1.3852132 -2.46046174 1.45410882 3.39675579 -2.56508107 1.86597797 0.03927897 -0.9714739 1.28340779 -0.22733039 0.54274949 0.36126688 -0.70763118 2.47600437 1.78438719 0.46228882] Distance 9.232037423151175 Each least square approximations [ 1.48062290e+01 -1.60624580e+00 -1.04315655e+00 4.93857707e-01 1.11048473e+00 -1.48669561e-01 3.92880481e-02 -3.23181348e-01 -4.85164598e-02 -2.58064237e-01 -5.10492311e-01 -1.00938557e-01 9.46493063e-02 -5.03464433e-01 2.17258873e-01 -6.71800582e-01 7.41749842e-04 3.70142588e-01 -5.51193486e-01 5.82712275e-01] Distance 1.0380420676183326 Each least square approximations [10.81599126 -2.44802246 -4.78490687 -1.53061389 -0.22777651 -0.18467877 -1.94446501 -0.39907111 0.31841955 1.10702409 1.30363141 1.91924654 2.25419375 0.10373219 1.09282606 -0.30006806 0.03260684 0.25495825 0.49992189 0.21997093] Distance 7.858938104645943 Each least square approximations [-9.18428352 -4.91798738 -4.59542297 -0.507963 1.17460155 2.7532301 0.85196514 -0.41531419 0.01962919 0.30844448 0.88557641 0.68273374 -1.12754671 -1.51450302 0.18274643 1.88773956 -2.81259426 0.9195873 1.21416252 -1.80131627] Distance 8.105633540722984 Each least square approximations [-10.49764996 6.63590783 2.57874068 -1.80186837 -4.15057925 -2.23636594 1.09959471 -1.29229299 1.93686747 0.49890341 1.41128539 0.59061066 1.10290315 -1.76849192 -0.15024903 0.63708547 -0.54955659 0.90945425 -1.03564193 0.64692558] Distance 4.94798406908059 Each least square approximations [-9.38373547 -1.70674995 6.55079271 -0.22773478 -1.8935334 0.45768053 -2.38830028 -0.30293275 -1.92887095 -1.81509273 -1.16937278 -0.64785731 1.54201287 0.92610982 0.48256791 1.01389852 0.11369569 -0.12805831 -0.10565975 -0.72179539] Distance 8.370984494393715 Each least square approximations [ 9.91241221 -3.43690148 3.51142099 -3.58998724 0.97497509 0.57472226 -2.19068344 1.05429986 1.36249677 3.57942206 -3.13825227 0.70951551 0.20354784 -0.95871283 1.5896179 2.15926447 -0.49715503 -2.5805958 0.11667828 0.5806542 ] Distance 6.67462246483005 Each least square approximations [10.2003358 4.18506886 2.42111671 -1.07736713 3.80549778 -0.53338225 -0.14216955 -0.76100092 -1.62767759 -3.05226798 1.71104712 -1.70787805 -1.77556067 -0.55891511 -1.50221024 -2.8071791 -0.16926781 -1.02498602 -1.49443284 -1.12830984] Distance 6.892663074012702 Each least square approximations [11.04545097 -5.36933392 2.21421228 -2.62886602 0.57961218 0.83141271 -2.53454673 -0.14030747 2.18274179 0.42032543 2.67542928 -0.64610675 -0.10399553 0.54496134 -0.16481187 -0.10643618 -0.9839919 0.44188732 -0.36298673 1.72501815] Distance 6.340860662208721 Each least square approximations [-11.09563163 -4.68181691 1.03035754 1.453937 -2.9397595 -0.62909453 -2.39765909 -1.02012781 0.11386514 1.84415335 0.60146697 -0.22813324 -0.67148501 2.24475956 0.42712889 0.25043452 -1.87471724 0.23128396 -3.03782614 0.97756349] Distance 6.332949047244763 Each least square approximations [-7.73960098e+00 -1.79455392e+00 -2.30890378e+00 1.92769234e+00 -8.53162371e-01 5.35953260e-01 -1.15307409e+00 1.62266363e+00 1.22432692e+00 8.75619676e-01 -3.13288891e-03 -1.40944265e+00 1.71736126e+00 3.77768277e-01 -1.99240340e+00 3.17167055e+00 -2.69789106e+00 -9.17691373e-01 -6.04498603e-01 1.38778028e-01] Distance 9.433532230537129 Each least square approximations [ 4.20322418 0.89495272 0.2274854 -0.84003416 -1.70670438 1.8106704 -1.46002193 -1.45797567 -2.68846608 0.10256821 -2.14297762 -0.30569666 0.2805503 -0.81247277 0.64348395 -0.4752355 -0.31853342 0.32302343 1.26339828 -1.71503691] Distance 12.177710250870906 Each least square approximations [ 5.50332183 1.50172722 0.1783178 -0.99278564 1.39523534 -4.40169269 -1.85208772 -0.86900013 3.13319916 1.12552338 2.37905862 -0.38837326 -2.59812062 1.1066677 0.27330634 -1.13494292 -0.28502119 -2.72217051 1.14241526 0.49193419] Distance 10.083656258798717 Each least square approximations [-7.1923463 0.99615533 0.20040784 1.8079441 -2.33307798 -1.75987515 5.6233206 2.20304113 -0.62403928 0.81860721 0.77700123 -1.404604 0.88900818 -1.71666099 -3.07523681 0.55122991 -0.89579297 -0.49425482 0.64792495 -1.53674696] Distance 8.602789872481207 Each least square approximations [-4.26093914 0.5414798 -1.46407105 -0.62767472 -1.31863392 -0.96506213 -2.24841241 -0.40003111 -0.13109054 1.79491532 0.25929849 0.33830569 2.85020798 -0.84549626 0.39911808 1.05453819 1.32140001 0.6233028 -0.74488529 -0.36575345] Distance 12.279719597218921 Each least square approximations [-8.52744545 3.84184703 -3.58779887 0.75334689 -3.16741618 2.36639519 -2.55042066 3.18145901 0.99593607 1.03527629 -0.99647377 3.048793 0.02169683 0.68699226 -1.6650123 -0.10524977 1.54788995 -0.49846222 -0.82079887 1.90274649] Distance 6.3478560016346295 Each least square approximations [ 5.38746765 2.65407465 0.27938755 -2.81235341 0.76944435 0.01910783 1.1917218 1.70820705 -1.75544721 1.27849906 1.89506475 1.64668625 -0.43614654 0.12576677 -1.33588436 0.61121726 1.33062684 -0.37531047 -0.53617846 0.84765003] Distance 11.433700668188035 Each least square approximations [ 5.83502433 -1.04814605 -2.6430235 -2.55032442 1.03795958 -0.73667776 0.56574252 2.18322599 -1.10880591 -0.81298123 0.41610412 -0.20721875 2.17934422 -0.44404895 -0.25931286 1.65763859 0.94499368 -1.08405472 2.96544733 0.01422064] Distance 10.951900787230736 Each least square approximations [ 5.49632815 0.99476786 -1.75725826 -1.65257111 0.21445451 -1.20702275 -0.60986984 -2.30590693 2.16342164 -0.18580324 2.14692931 -0.23968634 -1.36999909 0.44207174 -0.35708608 0.38305224 -1.78451888 -0.29885659 -0.71874107 -1.63458375] Distance 11.559254005221772 Each least square approximations [-5.4272567 -0.24357438 1.85195567 -0.61269516 -0.11222846 -3.48779474 -0.4324151 0.02126609 -0.52522294 1.11597202 -0.59415378 -2.21535348 -0.30477994 1.01538977 -1.69589793 -0.7830258 2.42326328 -0.43200591 1.04645907 -1.60952955] Distance 11.366312279546507 Each least square approximations [-5.54067926 2.96434509 -4.87607139 2.51026017 -1.53604078 -1.98930394 0.40779178 0.19004124 -2.63902111 2.44149758 -0.45550331 1.91597732 -0.17406204 1.09197269 1.16003403 1.00974999 -2.66190706 2.29544808 -1.33788234 -3.55223758] Distance 9.584245081145733 Each least square approximations [ 9.0059228 0.52757293 -2.80392915 -1.55682081 -0.99633243 4.14317388 -1.12278504 0.57341321 -0.71800362 -0.81759969 0.64960798 -0.40674794 0.7032964 -0.5831176 0.3416723 0.10289536 0.72956772 0.54458315 -1.17324999 1.77774584] Distance 9.776396662718504 Each least square approximations [ 9.12420951 1.82189411 -1.56966758 -2.98812873 2.63022337 2.55022655 -2.94975851 -1.82394503 0.70819144 -0.62477622 0.89079651 -0.33536983 1.73556221 -0.23883655 -1.42950988 -0.86589619 -1.30979843 -2.72902307 -1.06313857 2.46376978] Distance 8.22550955257561 Each least square approximations [-9.29067654 -2.47623926 -2.72106079 0.13755032 2.11861332 -2.40056384 2.04267336 -0.76617937 1.73387226 2.6750555 1.22860789 1.93717755 -1.15128786 -1.16729001 0.91298462 0.28263542 -1.40536373 -0.91249211 0.16729806 0.51830425] Distance 8.83647823445391 Each least square approximations [-9.91100379 3.50176021 -3.02078597 0.15350836 -0.16202708 -1.58247377 -2.44811146 -0.80748251 2.37783118 1.34903622 1.68959764 0.46854241 0.60956964 1.34009627 0.46733648 1.65949081 1.19430571 -0.07886973 -0.64347319 0.60195173] Distance 8.269462462753891 Each least square approximations [-8.02994124 -2.38280823 3.6003305 -0.85174475 -3.47520117 2.06584663 -3.60130181 0.64786093 -1.07535048 0.50658724 -0.30472125 0.49229986 2.27424174 -1.00707868 -0.27059362 0.69915404 -0.15140477 -3.36673696 -0.42788737 -0.26030859] Distance 9.022805981467728 Each least square approximations [ 6.88272617 -2.11584496 3.43375243 -2.46475535 4.13065634 0.35974485 -3.46224557 -0.93174402 0.06223009 2.17300657 -0.44849359 -0.43387947 0.65629702 1.67811698 -0.53400615 -0.57994264 0.59042351 -1.96679901 2.2182817 -0.32509591] Distance 9.854312541235595 Each least square approximations [12.45852864 3.14403008 -0.30159004 1.73568111 0.42241722 0.61220587 -1.93222201 1.26322749 0.61573947 1.93932712 -1.55142957 0.02110164 -1.3145285 1.34442888 -2.3409404 0.81562828 0.44261115 -0.23944607 0.97432618 0.38913769] Distance 4.8402182399402385 Each least square approximations [10.15077984 -1.66122359 1.45710433 -1.24400989 -1.33329029 -0.84069307 2.62944728 -1.53087084 3.33023255 1.94993315 1.64408838 -1.31419716 1.27160738 -0.45216982 0.51342398 4.403248 -0.21771793 -0.36634054 -0.27729888 1.38120046] Distance 7.135993636739245 Each least square approximations [-12.2021615 -3.06981295 2.2913132 -3.30194156 0.83878897 -0.76163266 3.58117452 -1.64033168 -2.02904048 1.6205226 -0.94758134 0.50399345 -0.5576764 -0.72013139 -0.72112142 -0.4361705 0.51802578 0.86695324 0.06384401 -0.76612096] Distance 3.575102258928421 Each least square approximations [-7.36617004 2.11783483 -3.65471852 1.67127964 -3.08278015 -1.67179878 2.00459094 -3.08961457 -3.87799814 0.9840766 0.44129397 -0.10015398 0.34461016 1.11454005 2.56711344 1.19365104 -2.74816705 0.3091034 -0.81856259 -0.66842377] Distance 9.088314538698778 Each least square approximations [ 6.62216355 1.46992654 -0.86452579 -0.16176291 -1.32087746 5.19736446 -0.84557252 -0.33873671 -0.00781343 -3.05065809 -0.76537682 -1.17662695 0.81167001 -0.06923118 0.02115688 -1.07778389 -0.4619364 1.61028154 1.99884876 -1.41839405] Distance 10.927855946082905 Each least square approximations [ 7.02638558 1.55357649 1.59583157 -2.58921255 6.25614402 0.39809538 -3.57243011 -1.45313829 1.00946919 0.50621667 0.01184004 -0.17639018 -0.01763723 0.12129247 2.14259092 -0.37979541 -2.46986395 -1.22394237 -0.56522332 0.1719978 ] Distance 9.407370147265487 Each least square approximations [-7.43976261 -1.37971186 -4.12096703 -3.50290851 1.03541662 -1.60237459 4.25552259 -0.29397652 1.52096793 2.00859447 -1.28030592 4.26687713 1.32013125 -0.90139475 -1.66434415 -0.46560153 0.89007584 0.91320171 0.89228246 0.8261226 ] Distance 8.632867286649429 Each least square approximations [-10.04691267 -2.89771497 -4.10644122 -0.11024876 -1.78467565 -2.43640973 -0.03509621 -2.02506087 0.41647152 1.00627935 0.50693376 -0.89395827 3.86862377 0.05950765 -0.37332642 0.56016133 -0.4120041 0.40175814 -0.0641709 0.14921143] Distance 7.762110562592579 Each least square approximations [-9.30313436 -2.98158415 0.50064977 1.38773673 -2.57429276 1.59447249 -1.70227695 1.76247859 0.67709177 2.96199655 0.96992482 1.7523708 -1.622636 1.58210596 0.90886551 -0.04801448 0.06589853 -1.78236331 1.70303198 0.30832977] Distance 8.91830518718611 Each least square approximations [ 6.40254183 0.04714435 3.66394801 -2.14152947 3.3415338 -0.05282724 -3.2582829 0.96824131 0.42011968 0.39538293 2.77927125 -0.42935852 1.39905114 2.95415038 -0.41736652 0.24695761 1.22359886 -1.4441574 2.60206677 -1.43769574] Distance 10.217582352211746 Each least square approximations [11.96384663 -3.36292714 -4.85317065 -4.22626867 -1.16355757 1.97303343 -0.92323274 -0.14849113 -1.33638597 -1.24767482 -0.34709846 0.03617731 1.38198607 -0.40985967 0.50553202 -0.45260886 0.53696928 -0.09947762 -0.54959483 -0.60247474] Distance 2.9603898459685563 Each least square approximations [ 8.35473824 -0.07511795 -1.25887744 -1.36629488 -4.19930924 -0.05234121 -0.74024731 -1.03207955 1.96934519 0.42040502 0.85230295 1.67419334 2.17665624 0.43762593 0.82343747 2.44636912 -0.2304473 1.44669997 -0.75551191 -0.16638835] Distance 10.162605107350744 Each least square approximations [-10.97073727 5.57899048 1.42595288 -0.28816395 0.16823984 -3.69850741 1.01015807 0.84374131 -1.11586872 1.35920456 0.03613659 -1.67230505 0.41790189 1.39655483 -0.05377347 0.93223858 0.32199782 0.0835584 1.22929731 -0.95809847] Distance 6.102710751329763 Each least square approximations [-3.43022172 2.92912811 -0.6886139 0.12461629 -0.71428412 -2.9417557 2.06638445 0.43883778 -3.93683893 3.44820174 -0.61997418 1.64730658 -0.54169745 1.07512394 -0.64084987 1.38233629 -2.23722855 2.6768291 -3.09021244 0.01028148] Distance 10.954895595712207 Each least square approximations [ 6.33216643 -0.93987876 -2.34827343 -0.60953569 2.56077293 0.80116107 -0.38512263 0.04051569 1.83276464 -0.22276891 1.8191605 1.46253714 1.38176394 2.69650461 -0.02202964 0.56830608 0.77730694 0.12843465 0.38036354 -0.39847349] Distance 11.702566232397015 Each least square approximations [ 5.83591448 -1.14500736 0.13847692 -0.91959453 0.37092903 4.76183221 -0.85631306 -0.84625845 1.37127814 1.09482777 2.48715588 -0.37066045 0.9365971 -0.26336652 1.12384175 3.17032715 -2.02734039 -2.26982281 0.72499059 1.53761128] Distance 10.776792076956722 Each least square approximations [-4.92204195 -2.58991763 -0.85971677 -2.30053516 1.87477318 -0.07575111 2.10086357 1.47798571 -0.32005018 -0.36799018 2.16644629 1.65890877 -0.18409455 -0.3852202 3.86892894 -1.17678576 0.21438051 1.84801546 -1.0307845 -0.89128017] Distance 11.568436128160224 Each least square approximations [-9.8078318 1.90341852 0.32725003 6.89954475 3.18848964 -1.49110367 0.27225344 1.73318841 0.14479824 0.45702172 1.94432341 0.08747684 -1.42443629 -2.092165 0.27310779 0.89458608 -1.73505579 0.68888941 0.36460186 0.08590995] Distance 5.70355775204244 Each least square approximations [-4.69378549 -2.82406183 1.34800536 1.81367006 -1.96863213 5.57862753 0.41988452 -0.92058609 -1.78955258 -1.28209619 2.31958979 1.35691742 -1.08087295 1.67701267 0.7173379 2.09701723 -1.60177725 -2.18546829 -0.22448123 0.36386503] Distance 10.527620695120277 Each least square approximations [ 3.89036609 -0.15283245 5.2876226 -0.50938444 0.38463823 1.80666709 -5.17254675 1.16629681 -2.89666736 2.07224702 -1.69221493 -1.15129938 0.29315959 0.75479594 -0.08823786 -0.37341857 0.52065604 -3.9037888 0.10070724 -1.18519102] Distance 10.04706711446195 Each least square approximations [ 7.41434807 2.65792736 -2.31454983 1.3380796 2.07400182 0.1605337 -1.13835352 1.82544333 -1.56053645 -0.66785505 0.15883483 1.03615876 -0.73228803 0.67107132 -0.44334355 -1.41640782 -0.51657369 0.71193254 0.59778049 -1.57608592] Distance 11.023857204393464 Each least square approximations [ 7.4610809 0.54787192 3.13350042 -0.90500788 -2.7753428 0.23006672 -1.45571066 -3.68480314 0.82151335 2.29123951 0.89163156 -0.28912822 0.74353663 -2.61245831 -2.93206738 0.21504306 0.52198354 1.81426962 -2.27266659 1.13825458] Distance 9.356442939819859 Each least square approximations [-8.64020043 0.69972273 -0.89485623 -1.59542252 -4.65127016 0.5098347 1.19937963 -0.90482121 -0.46143999 -1.00637066 -0.69978119 -2.76797419 0.39372508 -1.8285659 0.81386085 0.35459838 -1.28045805 -0.20719655 0.38197546 0.02769506] Distance 9.608162217580889 Each least square approximations [-11.07335697 -6.30246213 3.72535206 -1.6700237 -0.73212955 1.70268466 -1.33479543 -0.98271233 0.04876058 -2.38135945 -0.87948626 0.38922552 0.12962976 -0.69568547 -0.99958747 -0.33454871 -0.14787638 -0.1644635 0.75253256 -0.2661897 ] Distance 3.27765775447601 Each least square approximations [-0.78604597 1.08301779 1.20013334 -0.87833096 -3.08974326 -0.1050795 -0.48565892 -1.02045025 -3.55480465 -1.61487749 -2.90803882 -0.58428681 -0.05373335 -1.07591943 0.46897245 -0.37138732 0.73155019 1.2353261 1.23843829 -0.14813424] Distance 12.681253649376483 Each least square approximations [ 1.79391336 2.78736281 3.13705413 -0.95236623 3.47209867 -5.24238086 1.75353091 -0.71287145 3.56418408 2.74813156 3.5898211 -0.54690169 -0.70842063 2.65989762 0.29163912 -0.34473678 3.1774785 -1.92692556 3.00176691 0.50541502] Distance 8.699123461894926 Each least square approximations [-3.18488638 3.17874029 1.08103991 0.15999793 -4.09053743 -1.01240735 2.99364341 1.36979593 -0.09952596 -2.03525517 -0.19738021 -0.11149377 1.78353489 -2.02374411 -0.50518092 -0.96700681 -1.17422975 -0.89943032 0.30432678 0.88756995] Distance 11.79206712646933 Each least square approximations [-0.37915847 -3.43539755 1.11947435 0.3098348 -0.30984944 -3.9444138 -0.907301 1.50967988 -1.06452961 -1.93068621 -1.86854793 0.0960691 1.23257334 -0.9503483 1.84253322 0.85337887 1.15704973 1.20797931 -0.19691549 0.53159108] Distance 12.439903964148897 Each least square approximations [-4.69200429 2.82898732 -4.64762841 1.6024248 0.80685945 4.10031918 0.09468993 3.95241173 1.8134817 -0.76023726 2.72588554 0.21939687 1.66685503 -1.22866069 0.11633659 -2.46396372 0.86411944 0.57009324 -1.00375303 1.65749069] Distance 9.539622547626513 Each least square approximations [ 4.29839013 7.24254916 -3.49468836 -0.69672409 -0.98352292 -0.72611272 2.0887562 1.83315286 -2.76935895 -1.66800372 1.40794925 0.25862292 -0.42299127 0.95034261 -1.82516049 0.37508836 1.1266373 1.31344516 0.38680907 -0.55845806] Distance 9.564084550887008 Each least square approximations [ 0.87086985 -0.92418609 -3.98557763 -2.58221765 0.08518255 0.02442944 -4.49292309 1.34814454 1.09022855 -0.05667314 1.65516871 -0.09686664 2.14231377 -2.65285828 -0.54505109 3.60114475 3.30983813 -1.48094366 -0.34971263 1.79066357] Distance 10.646224849200808 Each least square approximations [ 1.72312138 5.12960128 -2.25378855 -1.86374663 1.28698985 -0.81427695 -1.39981036 -4.26391287 2.18902831 -1.41024807 -1.22002303 0.72254907 1.24266342 0.86166716 -0.12479116 0.72165081 0.36457224 -1.52036562 -0.09703735 -0.56131857] Distance 11.408385848500782 Each least square approximations [-9.89948966e-01 2.19756835e+00 3.09599835e-03 -5.51607321e-01 -2.05201390e+00 -1.70627357e+00 1.94186464e+00 -4.00777266e-01 7.47544697e-01 1.00827113e+00 4.61567381e-01 -3.05912475e+00 2.62205195e-01 -2.21740351e+00 2.87688935e-01 7.05365278e-01 3.28479194e+00 -2.02981339e+00 8.74633895e-01 1.47127578e+00] Distance 12.373754933644639 Each least square approximations [-9.37193437 -5.30199192 5.579918 -0.82017017 1.23446975 1.09420058 -3.9136904 0.74317027 0.1363169 -1.2900206 -2.10574049 0.29215663 0.95372459 -0.22129688 -1.74299881 -1.6210316 -1.16694964 0.26344146 0.50233573 -1.02023803] Distance 4.5399732228790555 Each least square approximations [-1.34454916 -0.95608602 1.3989404 -0.30530566 -2.9543558 -1.06145571 -1.12699063 -0.36916437 -2.57732355 0.26703046 -3.31724066 0.04306955 -0.22651777 -1.68380159 0.77779259 -1.25901665 0.30968867 -0.27425434 1.59080682 -0.2705544 ] Distance 12.684651127752756 Each least square approximations [ 1.18025381e+00 2.82893558e+00 2.83251475e+00 -4.69081926e-03 6.59673570e-01 -6.28353068e+00 2.60661835e+00 -2.23431668e+00 3.10614992e+00 3.61238669e+00 2.55024016e+00 -1.95981432e+00 -6.41935627e-01 2.18153310e+00 -1.72519551e-01 -2.15387929e-01 4.24607357e+00 -1.75450337e+00 2.35398019e+00 1.36763915e+00] Distance 8.159236544131367 Each least square approximations [-2.14965668 1.99121398 3.83475338 1.90276133 -4.75933467 0.97309104 2.52277895 2.31563357 0.06752325 -1.6800846 0.00731328 -0.24989002 2.28403695 -3.00468698 -0.05062811 -0.22715803 -1.97866839 -1.38634746 0.49601557 0.72638055] Distance 10.792084318497704 Each least square approximations [ 1.22143017 -1.74809568 0.62433623 0.15925441 -0.40906392 -3.26270834 -0.19257768 2.37025827 -0.26572105 -1.30290306 -0.18364751 1.25408101 0.067685 -1.53018608 1.29385951 0.36015492 1.559792 1.43176419 0.32342912 -0.2526615 ] Distance 12.996105469048143 Each least square approximations [-3.18121307 3.52098801 -4.25015876 1.70760289 1.58485355 4.72236523 -0.08155375 4.66907401 0.16775072 -0.90828038 0.53753096 -0.44579327 1.69599266 -2.00741075 -0.53203179 -0.92397006 0.75177491 -0.29448596 -1.02271929 1.61565136] Distance 9.934625893188862 Each least square approximations [ 2.8553687 5.83010246 -4.88800443 -0.86648814 -1.75686256 -1.89143376 3.70099063 2.04625172 -3.36416044 -1.18014767 -0.36985219 -0.03542659 0.3763159 -0.5646908 -1.69337099 0.11125141 0.08999461 1.7369659 0.95511585 -0.76473098] Distance 9.510999572835411 Each least square approximations [-1.19482359 0.37321094 -4.32536264 -1.49702115 0.72016029 0.57585569 -3.92850985 1.51860252 0.49619228 -0.39579117 1.66214673 -2.0110168 2.3109289 -0.72807296 -1.67814836 3.63821621 3.1472496 -0.92719834 -0.76953743 1.99276361] Distance 10.813773809980912 Each least square approximations [ 0.78294863 5.07540591 -0.82972576 -0.07774869 3.77584206 -0.99409644 -1.99533552 -4.62851554 3.15124209 -1.42345122 -0.20120891 0.70812824 0.4692779 1.02121974 -1.42670711 1.05229181 -0.31201822 -1.74087917 0.35468082 -0.08488112] Distance 10.706206437981749 Each least square approximations [ 0.35733665 0.31609362 -1.4419635 -1.49874741 -0.73184631 -2.75722583 1.83871197 -1.79036322 1.36050938 2.05024409 1.43776022 -2.36143263 0.95286321 -2.06954056 -0.08259612 0.9715296 2.04016778 -2.33093242 1.16735603 1.1811446 ] Distance 12.28962910961886 Each least square approximations [-5.79455314 2.59719688 -6.19050256 1.35047845 0.4235922 -4.66962867 4.76040039 0.82094758 -0.94178325 -1.0621682 1.63716042 0.93274994 -1.9564893 0.68088325 -0.14511027 0.40342605 -0.7554034 2.14288338 -1.50810795 0.71218886] Distance 8.794019474532725 Each least square approximations [ 8.07335322 4.59351937 0.80001461 -1.94976336 1.03988507 4.55458042 -2.55002827 -0.99739268 1.19982835 -0.35936266 1.4710615 -0.32385872 0.78534056 0.88511384 0.17267968 0.60256878 -0.29492091 0.59367117 -0.04056684 -0.8345719 ] Distance 9.710610616646495 Each least square approximations [ 8.32443323 -5.5876029 -1.46368424 -3.67998894 3.0887098 2.32023326 -0.38700245 0.25802275 -0.68313259 -0.88059864 -1.54465313 -0.916682 0.15919546 0.16256005 1.78992994 -0.01755458 -1.46678624 -0.5227983 2.20021783 -1.89931619] Distance 8.43615604569176 Each least square approximations [-5.1252523 -3.32264486 -8.1564034 0.80313086 2.88094296 0.84388251 0.71285382 0.39380982 -0.19341826 -2.56361958 0.6209212 0.61400279 -0.34506668 -1.85007906 1.43298644 -2.44691449 -1.23290426 0.0130297 0.68489172 0.21753138] Distance 9.271546078538364 Each least square approximations [-10.6938737 -0.18471896 3.93628462 -0.43853521 -0.89588131 1.15210735 -1.28979398 -1.26256182 0.66131976 1.41226152 -2.57301389 -1.75107401 -1.38508269 0.46558683 2.92059073 -0.56068845 -2.4545383 1.08962451 1.19716782 0.88938396] Distance 7.287444102986491 Each least square approximations [-6.75442898 -3.78035698 4.71645888 -1.10337933 -3.0956946 3.48836019 -1.57349486 -3.38149099 2.95298698 1.52516443 1.33948283 0.7917942 -1.43603129 0.56979027 0.34812296 0.93722486 -1.93869438 0.79538014 -1.77659473 0.53553947] Distance 8.796706038052973 Each least square approximations [ 8.25953323 0.57482729 6.02038577 -1.62982985 2.66970657 3.20434496 -2.8440313 1.5285599 0.18062018 1.25245252 0.70867868 -1.23322976 0.75161966 -1.14859939 0.10025093 -1.39815607 1.014809 2.57555576 0.19432694 -1.51105271] Distance 8.26913735776035 Each least square approximations [ 7.49997395 2.30807259 3.6932222 -5.40510259 4.00832559 3.27689472 -0.02764849 1.19957369 -0.58237865 0.08337902 0.44401897 0.53405084 -0.24428358 0.14558698 1.2568488 -2.37605395 0.5982653 0.38117138 1.32716725 -0.52076096] Distance 8.818254056910124 Each least square approximations [ 7.0498556 -1.93240341 1.36533288 -7.2598459 -2.14719676 -2.25601948 -2.31801567 1.5211276 -1.40945794 0.96777856 0.55827428 0.90216002 1.10337162 -0.63272278 -0.8493134 0.14892466 0.67937328 2.06857721 -0.57326431 0.89123611] Distance 9.134745305459283 Each least square approximations [-7.84924051 -0.01855783 5.94377171 3.23060227 -2.21551658 2.01762496 -0.50537256 2.84209544 0.08414491 0.81136016 -2.59781622 -1.35958043 0.6787394 1.65645754 1.57149477 2.61995875 -2.46752341 0.24064851 0.25864732 0.65343614] Distance 8.244918544837839 Each least square approximations [-5.4187852 6.2404893 -4.13469066 5.02183217 1.60411505 -0.59655507 1.84518917 1.08177508 -2.36173462 -0.6260337 0.06695189 0.2886209 1.26364931 1.60724121 2.14538674 1.5286858 -1.02225628 1.92169841 -1.58229235 -0.39154977] Distance 8.986466993711023 Each least square approximations [ 8.52781774 -1.07586057 -0.71045421 -0.30275051 -0.88195268 5.93636807 -3.54889137 -0.93537229 2.04068223 1.50390706 -0.67948726 1.45517574 -1.60412602 0.39218462 -0.17907419 -0.65169145 -0.46730067 -0.1045883 1.06217711 -0.81523771] Distance 9.234570392314385 Each least square approximations [ 8.88642201 -2.75424276 -2.55785811 -0.06969283 3.15208521 3.27351325 -0.83610432 -2.73752422 -1.61082496 1.79311321 2.2690282 0.98639018 -0.82990098 -2.29364332 1.01308103 0.38794497 -0.91292876 -1.9608983 -0.04562028 1.02925701] Distance 8.758405641127032 Each least square approximations [-8.7561935 -4.15985851 -3.67971141 -3.06533887 0.63605597 2.15157375 0.71881065 1.44233532 1.1956349 -0.04060297 1.39699997 2.82440949 1.29796148 -0.02833778 1.80130578 -0.20587385 -0.22000226 1.8097724 0.81302802 -2.85452579] Distance 8.393183387635512 Each least square approximations [-11.91423079 1.22097344 -1.58015391 -4.13548142 1.88197586 2.83702844 1.199313 2.30674597 0.7964747 -0.74575955 1.41392897 1.71463953 -0.43878061 0.10098264 -0.83468836 0.50730279 -0.34372498 0.11543052 0.93635784 0.44704158] Distance 5.7940195321674315 Each least square approximations [-9.91696964 -2.0792205 6.03965159 0.34835598 1.43923168 1.31971643 0.91362607 -0.27165871 -0.61863916 0.86879171 -0.91232682 1.3304451 -0.34079844 0.48744271 1.2994375 1.65823629 -0.23537601 -1.85831693 -0.61632506 0.70730217] Distance 8.157415026264294 Each least square approximations [ 8.5609551 -3.81330875 2.31460388 -0.03313328 2.26908655 1.95217944 -1.2323535 3.27390371 1.44071225 2.71541926 2.12852557 -2.63112428 0.08678684 0.10301815 -0.36295973 -0.15838817 1.92385918 -1.50499548 -0.29518952 -0.04717723] Distance 9.051749512531943 Each least square approximations [ 9.3124834 4.30283633 -1.55683542 -4.42424207 2.03910736 0.28307767 0.65990402 -3.75344454 -1.38053655 0.07428693 2.71308447 -0.09727426 -0.94380736 2.58413814 -0.54356509 0.37622171 -0.33765823 0.09933207 0.73482815 -0.39203004] Distance 7.704084086975059 Each least square approximations [10.27848179 -2.55582481 -2.87081823 -1.2228416 -0.59061194 -0.33351162 -2.04034379 -0.28975043 0.15654894 2.43061737 -0.40066397 1.42275303 -1.56640595 -2.71601491 -0.52449131 1.66728372 -1.85468639 1.48465 -1.35149357 0.89292829] Distance 8.219505107152303 Each least square approximations [-10.79986938 0.98436828 -0.58946316 5.36211254 0.19667515 -1.54463495 0.44056915 -2.17623341 0.11014952 1.65789927 -4.12804342 -0.93575138 -0.43619447 0.15476424 -2.02441072 -0.31521745 -1.77653374 0.43009915 -0.41341297 0.07518891] Distance 6.386460523590588 Each least square approximations [-5.65270927 7.58801257 -2.75090725 5.00003333 -1.73302045 -2.07546161 -0.16311501 -0.34439202 -3.91116614 -0.71563324 0.28787352 -2.5999193 -3.00978195 2.13967411 -1.67370784 1.20990549 -0.66182343 0.56344445 0.85432467 -1.16716335] Distance 6.58389887167675 Each least square approximations [ 8.59930878 -2.98709797 0.70105549 -5.32524515 -2.30002612 1.64300298 -4.1849418 -0.3166151 2.8925842 -0.0356978 -0.90650652 -0.42972885 0.22685828 1.68138061 -0.49676638 1.15612095 -0.32664832 1.28242954 0.15256775 1.01743377] Distance 7.895172700238786 Each least square approximations [ 9.96300544 -1.0446948 -0.66379919 -2.01023964 0.59779355 0.61688516 -2.8622557 -1.11109592 0.77588979 2.99514504 1.03782071 0.71411468 0.9612624 -2.92003858 0.88005318 1.97049686 -1.57726912 -0.14794491 -1.47376258 -1.43869008] Distance 8.32378501621957 Each least square approximations [-8.0556021 -4.55898585 -2.39779102 -3.00808687 0.05961928 1.8490033 0.67897158 -0.58479522 -1.53658959 -1.69649243 1.02707879 3.42915407 -2.20860185 -0.50393226 0.91314004 1.35889909 -2.32881312 0.97495538 -2.29094807 -0.62179522] Distance 8.586583614545379 Each least square approximations [-9.76343286 1.80754836 -0.93934138 -1.82823857 -2.0385295 -1.24939664 1.91195821 1.03116086 2.48821592 0.14302073 0.54386212 2.41949906 -1.80572479 2.84786723 0.18798644 -0.14821213 0.86900516 1.87305275 -0.11256312 -1.08153656] Distance 8.591655424139715 Each least square approximations [-8.7395324 -2.94401223 3.82196063 -0.16365973 -1.08554765 0.56549648 1.49696992 -0.32603288 -1.09564909 2.16178285 1.34712343 1.11924722 3.08918758 -0.57704199 2.38161249 2.30333874 2.51628545 -0.054184 -0.53459313 -2.26145764] Distance 8.44089828942502 Each least square approximations [ 9.92127489 -2.11054613 5.71769832 0.82358568 -0.28594016 -1.0674876 0.39804009 1.66102648 0.0521805 -1.76799503 -0.03920088 -2.05699579 -0.29527687 -0.71259661 0.33836573 0.53337854 -1.76415632 -3.5045197 -0.27982835 -1.89933392] Distance 6.9623384523140235 Each least square approximations [ 8.19674252 2.51694154 0.73549563 -1.64092967 2.79099687 0.95099982 -2.78728608 -1.74775655 2.94467008 -3.73214038 0.73550073 -2.07345236 -0.3104679 2.96473382 0.83878537 -1.29388775 1.06491207 0.90234683 -0.21893069 -3.67485729] Distance 8.113371629040108 Each least square approximations [11.00060968 -1.05188161 1.05219931 -1.59697903 1.16323061 3.81600596 -1.44584225 1.44216154 -1.37239951 -0.26741642 1.33558604 1.20851906 0.82819599 1.29171777 0.66441245 -0.99805559 -0.39208322 1.12848412 -1.14916895 2.15663295] Distance 7.351973236357 Each least square approximations [-9.66320573 -0.45336817 -1.46971816 2.70788065 -2.46525015 0.84990638 0.62988379 2.48863239 0.73535367 2.53003749 -0.39496873 2.57717977 0.17757981 -0.43929374 0.27659384 0.61602476 -3.18760298 1.84126887 -0.97759549 0.50920345] Distance 8.40549960849582 Each least square approximations [-3.98486732 4.59159753 -3.14400244 3.50868658 0.83327741 -1.52501986 -0.26729753 3.81266727 -2.96296078 1.0992161 -1.04332264 -0.3170661 -0.14867286 0.39821601 0.40117938 -1.89435242 -1.42433616 1.14464281 -0.7377308 -3.44155221] Distance 9.933019023480325 Each least square approximations [ 7.68537129 -1.80995881 3.05141278 -2.57601752 0.15445233 1.09609165 -3.00062828 1.22109404 2.4091535 0.38591076 -1.04311546 -1.20420879 -0.94003444 -1.5022473 1.10220049 0.2046153 -0.05324964 -1.2944703 -1.46787082 -0.57502202] Distance 9.96114624348679 Each least square approximations [ 6.48190039 -1.40773535 -4.83007007 -2.23594704 -1.00039549 -0.89366998 -1.19452096 0.14511898 -0.24931584 -0.05519354 1.35107936 0.13402242 1.42375548 -3.09474924 2.11030672 0.53595771 1.16597811 0.93755714 -1.98839062 -0.26068898] Distance 10.305210492963075 Each least square approximations [-6.27936319 -3.38726711 -0.87391282 0.77344109 1.65484275 1.34526079 0.49646657 -1.44534711 -0.40135223 -2.38071581 0.4279328 2.44114829 0.60234286 -2.485821 -0.54903619 2.43779371 -0.02237997 1.16487709 -1.07072304 -1.14184207] Distance 10.88896289344456 Each least square approximations [-5.80330506 2.93493451 1.06952876 -1.94757653 -4.40938506 0.12497691 -0.22014994 0.44939908 3.23998487 3.43634655 -0.09473705 3.30205864 -1.18343086 0.4653592 -0.73170163 -1.62106338 -1.11699554 2.48800807 1.18575226 -1.60438044] Distance 9.483136015151686 Each least square approximations [-5.63945777e+00 -1.77307294e+00 3.42785336e+00 -2.50453111e+00 -1.92110625e+00 1.94230908e+00 -2.19822009e-01 1.70007323e+00 -2.44457288e-01 -3.14382931e-05 -1.93560475e+00 1.55918285e-01 9.80348050e-01 -4.49120077e-01 7.29071950e-01 2.49871253e+00 -8.82523862e-01 6.57095031e-01 -2.25865233e-01 -1.26754950e+00] Distance 11.325886949974043 Each least square approximations [ 5.73174797 -5.11638383 3.82645242 -1.30901067 -0.10853745 1.40842152 1.09938228 1.80366169 1.43982798 -0.58341339 -1.08154913 2.43504195 -0.66116821 -0.91935566 -1.43640445 -0.68459309 -2.36102104 0.87355611 -1.77477687 -1.2688467 ] Distance 10.000869233479829 Each least square approximations [ 5.57051995 1.96641463 3.18565927 0.01900215 3.94928261 2.80534337 -2.08440834 -1.25798601 -1.33221882 -3.95602491 2.55753102 0.16793733 0.43553141 3.66035079 0.99553877 0.92282131 3.07164856 -0.29937003 -1.30800173 -2.55060743] Distance 8.641664848699671 Each least square approximations [ 8.24959987 -0.14634814 3.35381311 -0.4572818 2.07996451 0.43976125 -1.36826184 1.89521287 -0.38761602 -0.17057173 3.55379268 -1.37441657 -0.05343334 0.02452163 1.57538632 -1.99098389 -0.10429029 -2.09244936 -1.6440278 -0.33342839] Distance 9.402980399013037 Each least square approximations [-6.50927042 -1.69212669 0.64469863 -0.42380234 -0.93187173 0.66808175 -1.54185699 -0.13240302 2.32451742 3.84642743 -1.71857329 1.31785159 0.27663507 0.20028043 -1.01408094 0.57254684 -1.58604157 -0.03148434 -1.41566472 -0.08746481] Distance 11.218559368918188 Each least square approximations [-5.54689432 3.80510806 -7.02354572 4.35669358 1.64569016 -2.71242259 2.59816063 3.2955944 -2.00424309 0.72536857 0.12298757 -0.03268817 1.38666719 -0.46565257 0.48147798 0.3504372 -1.57162256 1.244406 1.73301256 0.74611059] Distance 9.078928294087028 Each least square approximations [15.21111885 1.76474014 0.94996598 1.35953785 -0.08886984 -0.30452678 0.29474998 0.05740691 0.34606185 0.04158625 -0.29091294 -0.36692658 -0.06516133 -0.08428703 -0.02617394 0.04838678 -0.16846942 0.27255347 -0.18103479 -0.09795751] Distance 0.5997662342860116 Each least square approximations [ 1.08561647e+01 -3.63426686e+00 -4.85682180e+00 -2.48389927e+00 1.09091102e+00 -9.14033523e-01 -1.47885832e+00 -2.47977578e-01 7.45188536e-01 3.60727375e-01 5.02700022e-01 1.76993060e+00 1.76724225e+00 -3.24651367e-01 1.81320440e+00 -2.49264645e-01 -2.17781284e-01 -1.07575914e-02 -3.20885999e-01 1.31988289e-01] Distance 7.898105173835409 Each least square approximations [-9.17236481 -4.44453741 -5.82935893 0.04064897 1.99636202 2.12721438 1.40365733 0.06970737 -0.17065006 -0.39381604 0.86921399 0.82330196 -0.68915852 -2.02831647 -0.32434416 0.4620635 -2.87358995 0.8660459 1.07376309 -1.43193803] Distance 8.438174310513855 Each least square approximations [-10.9467366 5.64427406 2.92881154 -1.98553614 -4.78779679 -1.75769972 -0.02666649 -1.30453477 3.05300667 0.59618959 0.27921575 -0.43907922 0.86889549 -2.16564793 0.48231923 0.29744559 -1.19709045 1.3420998 -2.13280236 0.92749295] Distance 4.691824754974972 Each least square approximations [-9.80404914 -1.82054166 6.77556386 -0.79645753 -2.104505 1.15405358 -2.37478553 -1.09488565 -0.61668081 -1.10698274 -1.37819018 -0.80477937 1.17049626 1.3708489 0.58258954 0.6656549 -0.45028847 0.44271287 -0.10094681 -0.32146132] Distance 8.427427374405182 Each least square approximations [ 1.05242175e+01 -3.40872039e+00 3.61400077e+00 -4.04112885e+00 1.89881114e+00 6.53142397e-01 -1.87675331e+00 9.64131343e-01 1.65110452e+00 3.43243739e+00 -2.26450228e+00 1.27790126e+00 -4.42141606e-03 -6.12586999e-01 1.73769043e+00 2.03111591e+00 5.40713042e-02 -1.38367815e+00 -2.42554450e-01 9.75730716e-01] Distance 6.806056500767961 Each least square approximations [10.48404215 3.58021818 3.26727221 -2.55485898 4.04019092 0.32008193 0.54723057 -0.69600879 -0.84399034 -2.67959209 1.40839374 -1.34545277 -1.34935979 -1.08486439 -1.64852477 -2.52217403 0.2217335 -1.02990518 -0.43487393 -0.79585767] Distance 7.446713049795546 Each least square approximations [10.63591214 -5.25646418 2.25537906 -4.27050658 0.23138498 -0.20076221 -2.60185728 0.27899249 1.24586208 1.24792943 3.0842217 -0.08725135 0.41848632 0.8981531 0.45535925 0.4702871 -0.86444835 -0.07071398 -1.27886004 1.30659308] Distance 7.0100472413684844 Each least square approximations [-11.08186321 -4.02222256 2.58925372 2.53430928 -2.53762746 -0.0364892 -2.62547705 0.23990737 0.09214916 2.2188373 0.67235211 -0.72855166 -1.22026163 2.36877329 0.31917867 0.03377045 -1.66811193 0.02700171 -2.64423844 1.40417459] Distance 6.922765093224866 Each least square approximations [-3.49374195 1.58946408 -3.96421591 3.16832092 0.93520702 -4.21427186 -1.7555746 2.39322841 0.03263041 1.0169809 -1.15297411 -0.80566162 -0.19964946 -0.10588454 -0.19228374 1.07521445 -2.94102359 0.93038892 -1.05533094 0.10750929] Distance 11.296551846492934 Each least square approximations [ 9.12893633 0.17096732 -2.25712616 -1.95777032 -0.39980294 -1.50972057 -2.16294354 -1.17720664 -0.9892871 3.46145141 -2.25243253 -0.70507314 -0.34376522 0.45465536 -0.10979102 0.89327931 -3.27619034 1.24880598 -1.06770875 0.07412407] Distance 8.748657190062534 Each least square approximations [ 1.07913224e+01 1.04388987e+00 -2.82908465e+00 1.75812746e+00 -4.71303275e+00 -2.10149496e+00 -6.54364633e-01 -4.04111002e-01 4.23027390e-01 -2.70283726e+00 -2.15740345e+00 1.78915998e+00 2.78308131e+00 7.05092842e-02 2.26968490e+00 6.88903242e-01 5.82101888e-01 3.60258698e-03 3.39879018e-01 1.12679152e+00] Distance 4.91352925269176 Each least square approximations [-6.86489451 -2.47566318 -1.11579913 0.26574065 0.52938764 2.12443905 1.10711555 -0.20161096 2.64344717 -1.3614511 1.17306341 -2.61995411 -2.98419748 -3.08516113 -1.19077919 1.27615967 -4.23478096 -0.28874434 -2.12769939 -0.36689575] Distance 9.411655807334064 Each least square approximations [-5.5162236 4.92072258 2.53016484 -2.5172499 -2.99908827 -1.14386992 -0.86346244 -2.84759548 1.43263759 2.03341982 0.1826037 2.45599373 -2.01340864 -0.09571525 0.40160819 2.15353599 2.93390111 0.91640154 -0.9724366 -0.18924719] Distance 9.61037606256837 Each least square approximations [-6.22341847 -0.71087809 3.52111213 0.9526784 -1.54274464 1.17830618 -3.80924314 -0.01326978 -0.90980255 -1.5654448 -1.84747393 0.00821231 3.96827997 0.57959207 -1.47030856 -0.35571108 0.66846496 1.3478145 0.75084758 -2.99494795] Distance 10.137038700775493 Each least square approximations [ 7.44382207e+00 -5.20467422e-03 2.61252203e+00 -3.10291506e+00 5.16571774e-01 -3.98111639e-01 -4.87340322e-01 4.75072490e-01 1.02644038e+00 -3.19906295e-01 -4.01939847e+00 -6.28558459e-01 -4.01725094e-02 -2.64904160e+00 4.83800218e-01 8.33708527e-02 -1.10547049e-01 7.46485071e-01 -6.70633283e-01 1.34053996e+00] Distance 10.483577425834035 Each least square approximations [ 6.07733825 3.97231596 3.05143004 1.60821416 3.9088914 0.56102378 0.29225086 0.17414832 -0.79258962 -2.95135848 2.96822305 -0.78603106 -0.29400079 1.15645512 -1.36924045 -1.04171502 -0.99205205 0.89169914 -0.69945849 -0.12146634] Distance 10.23160927852808 Each least square approximations [ 7.15309531 -2.73691883 2.97827934 -2.74072075 0.63112884 1.03015419 -0.55846992 0.92998896 2.01853796 -0.07536907 2.61295562 -0.92904303 -2.30692013 -0.36289883 -1.32515492 0.11710935 -0.17288984 -2.23845303 -1.67333947 1.40724491] Distance 10.19558928882958 Each least square approximations [-5.5916168 -5.1182324 2.01705855 0.59984769 -2.1243549 1.44479141 -1.3955105 -0.79616199 1.53179422 2.79822752 -0.43558319 1.03885032 -0.49491046 2.09630133 0.7185946 0.33102487 -0.62861445 1.4721764 -2.80504441 -0.03375747] Distance 10.593656629780396 Each least square approximations [-6.46559942 4.48851536 -7.56844995 2.91128014 -0.06435942 -2.78030312 2.1756787 -0.32771253 -2.29131527 0.4633641 -0.23040704 0.19770587 -0.40402376 1.92386592 0.12901249 1.51179754 -0.02400037 1.61977163 0.10597272 -1.71505239] Distance 7.929813302224533 Each least square approximations [10.62651869 1.90637722 -1.81778934 -1.41431461 -1.09258756 5.62653365 -2.27860092 0.01989264 0.58699374 -1.10156571 0.14969797 -0.05528178 1.27266017 0.89952413 0.28633538 1.06744694 1.44001345 1.56692713 -0.5401622 1.27734458] Distance 6.990962870399162 Each least square approximations [10.42329263 -1.38444376 -3.42934183 -2.64733869 3.6464816 2.93868619 -1.74373388 -2.80704074 -0.15465988 0.10554171 0.75549287 0.24894656 -0.26685447 -1.10362223 -0.10654607 -0.18003872 -1.10125405 -1.38084886 0.17572016 0.38423784] Distance 7.278966154699052 Each least square approximations [-10.29808361 -3.11357851 -5.24078915 -1.05088421 2.56094942 0.91337107 0.57237924 0.80276283 0.46839217 -0.64759092 2.17381155 2.26440265 -2.05439887 0.15277124 1.20195834 -0.70040901 -0.96731818 0.24642392 0.7958232 0.13159245] Distance 7.033317109981734 Each least square approximations [-12.35981738 3.84325885 -2.70453826 -1.82811273 -0.97706058 0.57898294 -1.4932504 -0.07485927 0.4742845 -0.75510581 -1.08601234 -1.10882723 0.25119291 1.20951824 1.15992739 0.51244073 0.66060514 0.03478182 -0.03276061 -0.75985702] Distance 5.603010783844839 Each least square approximations [-10.01955792 -3.42765303 4.70568013 -1.49346684 -2.10954046 2.056174 -1.8570764 -1.53826691 -0.58861651 1.92995872 -0.07613624 -0.63567762 1.37460108 -0.46090946 1.50609067 -0.44853819 0.80464132 -0.42557118 -0.60226354 -0.45313717] Distance 7.681733501235077 Each least square approximations [ 9.18489079 -1.73181899 5.41593734 -2.70417319 4.56354839 1.4690735 -1.49332132 0.95082092 0.11908926 1.69993196 1.14569654 -1.00408305 0.26285955 0.89509811 0.29354666 0.3170957 1.29811405 -2.14152683 1.30818545 -0.37789983] Distance 7.4788830817956855 Each least square approximations [12.13056628 4.87138884 1.97784424 -3.05336942 1.07454411 -0.83994866 -0.2713337 -0.77653257 0.41420193 -0.05813577 -1.38409714 -1.04443073 -0.7376967 -0.49366104 0.50105044 0.71168308 1.45059519 0.27524448 0.42751742 -1.46920551] Distance 4.956245633819174 Each least square approximations [ 1.15413692e+01 -3.14270365e+00 -4.18878070e-02 -4.64463678e+00 -5.32828020e-01 2.50966835e-03 6.73562593e-01 -7.90508214e-01 -7.43099582e-01 1.72173540e+00 -1.31291174e+00 3.69856443e-01 3.28973056e-01 -6.07724513e-01 1.77263286e+00 1.22947287e+00 8.16997433e-01 8.56085661e-01 -7.47259752e-02 1.61915825e+00] Distance 6.317643359315365 Each least square approximations [-13.24396687 -2.18198906 1.87509799 2.92346621 -0.31541298 1.9197656 -0.69785339 0.41904194 -1.57212375 0.8082841 -0.64280599 0.55069573 0.74469746 -1.68955772 -0.36152977 -0.26766875 -0.43414392 -0.37457766 1.2269092 0.45056084] Distance 3.7817280729207705 Each least square approximations [-7.8848521 4.90666072 -5.07374997 3.92945859 0.90614693 0.29494445 1.11506763 2.50066742 -1.54107794 -1.28446277 0.63308788 1.1608978 -1.19454495 -0.07182856 -0.22217456 0.19802776 -1.93255235 0.27020383 2.28695072 1.73539313] Distance 7.7665172077433215 Each least square approximations [10.03940088 0.95702448 2.20974356 -2.30497857 -2.89099402 2.51723528 -2.82316493 -2.16127668 -0.6472453 1.49588865 -0.39068152 -1.22535589 -0.67701742 0.94679332 -0.94674954 -1.85735514 1.69380597 -0.1689658 0.30253597 2.1352812 ] Distance 7.661570912473923 Each least square approximations [ 9.85297523 -1.57135802 -2.78196436 -3.6129481 2.8661205 -1.83544965 -1.5237657 -1.64752867 0.23090072 0.42751448 0.18440741 0.99579314 0.92522653 -0.77624676 0.6071903 -2.74594134 1.63411818 0.04756601 -0.36776541 1.13401616] Distance 7.98818233633159 Each least square approximations [-8.62360643 -3.10459959 -5.3729415 0.72418632 -0.29387643 0.74880605 -0.4785743 -0.04778061 -1.46379302 -2.32937566 0.63195899 0.91774253 1.34463066 -2.6484718 0.42788408 1.38721409 -1.95784821 0.33136361 -2.86841761 -0.78818159] Distance 8.287831274079242 Each least square approximations [-8.81029538 2.24014568 2.66817497 -4.37195777 -3.37925909 0.06345934 -1.31896408 -1.26075492 2.13776514 0.82292059 0.88970445 0.03380913 -1.53711006 0.74199204 -0.27320547 1.48428728 1.75297714 2.02023473 -0.51573088 0.58514151] Distance 8.536854760841553 Each least square approximations [-10.25081363 -1.31154264 4.94305942 -2.19074211 -0.13446414 0.45758567 -1.05235024 0.33874899 1.70366118 -2.78859347 -0.457089 -0.27831604 0.85263176 0.86902325 1.76373002 0.54721876 -0.10363882 1.3510637 -1.3127167 -1.7773386 ] Distance 7.445730196347636 Each least square approximations [12.70363983 -4.26965163 -0.95421591 -2.46616975 0.91188558 0.14500621 -0.25791753 -0.94208403 -1.89174451 -0.62255279 -0.55919498 -0.18898172 -2.31225393 1.06317708 0.13040513 -0.12724107 -0.50819699 1.00522639 0.67211049 -0.19603303] Distance 3.808103613870953 Each least square approximations [ 8.28183965 2.18033731 3.14137273 -2.52567181 3.70968934 1.48607013 -0.43888555 -1.98101937 1.25901494 -0.69757053 1.77459086 -0.54554712 -0.20049739 -0.1558635 -0.53936116 0.55596391 0.69927425 0.22022704 -0.02664589 1.19394928] Distance 9.882957796141993 Each least square approximations [ 9.55273412 -1.76262883 -0.57672948 -4.06274215 0.50946012 -1.62738677 -3.4409171 2.39564604 0.21495426 2.1731188 1.55132246 1.69572723 -1.03065748 1.17872534 1.77108548 2.29067121 -0.01472427 -1.04838752 -0.66935208 2.02576895] Distance 7.567850104240787 Each least square approximations [-8.19359923 -2.50937825 2.89850877 2.56290261 -1.01912836 -0.02542745 -0.39625744 1.47929878 0.50783429 4.5940251 -1.09913877 0.27973097 -1.97214241 0.78414971 -1.02686038 1.19988659 0.18372832 0.83109311 -1.59802982 2.65655128] Distance 9.150255382854638 Each least square approximations [-5.34213582 2.25610812 -7.61597431 1.28514108 -2.69176615 -2.42680526 1.08609527 -0.404408 -2.67085796 2.39593752 -0.29164556 1.04560753 -0.95631962 1.42629587 0.3565947 1.95052725 -2.6479409 0.69978363 -1.30061388 -2.05009447] Distance 8.782859821684935 Each least square approximations [ 9.68841562 2.35557587 -2.88466028 -1.61953281 -0.66696143 4.36407984 -0.99877139 0.50934279 -0.95254853 -1.74445415 0.73681105 -0.50928631 1.51670825 0.5496573 0.48027182 0.93471748 1.51834968 1.33161622 -2.34501126 1.24799495] Distance 8.278194083473723 Each least square approximations [ 9.78038066 1.38302831 -2.73279809 -2.97517891 2.50353106 3.38185989 -2.36669524 -1.11585978 1.32774103 -1.73505525 0.64262226 -0.02878938 1.23123216 0.815862 -0.68600782 -1.04511951 -2.58219522 -1.92787183 -0.10246745 2.06433011] Distance 7.563141532481156 Each least square approximations [-9.88317727e+00 -1.40062183e+00 -3.60741276e+00 -8.60485438e-01 3.63936956e+00 -2.89746389e+00 1.65055135e+00 -3.35461001e-01 1.56084502e+00 1.57783239e+00 2.57460987e+00 1.95467056e+00 -1.98382599e+00 -4.09339901e-01 7.58664076e-02 -7.04070839e-01 -8.48908624e-01 4.91387264e-03 -6.71225206e-01 1.18226671e+00] Distance 7.668760959203037 Each least square approximations [-1.06627243e+01 3.36745824e+00 -2.75708492e+00 1.01206133e+00 -4.95755556e-01 -1.45051504e+00 -2.95726691e+00 -2.80989252e+00 2.38119895e+00 1.54325462e+00 8.95677321e-03 1.50433345e-02 4.22382776e-01 5.17847761e-01 1.32613168e+00 1.79660274e+00 1.34422143e+00 -4.16920050e-01 -7.83687485e-01 5.53317459e-01] Distance 7.08466726719869 Each least square approximations [-8.80875098 -3.81643829 2.00670907 -1.75459262 -4.52419514 1.49901119 -4.10237798 -1.22060797 -0.96823079 0.56424099 1.2882007 0.07633737 1.5764102 -0.05321948 0.92795966 -0.46797249 -0.29731023 -1.24914378 0.36007599 -0.61648432] Distance 8.383401940677553 Each least square approximations [ 7.42413119 -1.63139562 5.045158 -3.51544405 4.64830494 1.07044138 -3.47992636 -1.30732877 0.03762852 1.61235134 -0.20950337 -0.31379287 0.26422714 2.82718145 0.24725258 -0.99298375 2.00753055 -1.95369136 1.96632365 0.26101838] Distance 7.964346854521119 Each least square approximations [13.38006793 3.47285034 1.39859505 1.16454706 -1.05542681 -0.50829136 -0.56469881 2.76005312 0.59713697 0.57140845 -1.30884489 2.06855462 -0.30850187 0.32366807 -1.4045857 0.87920404 -0.19448178 0.41659097 0.55518214 -0.12393051] Distance 2.3161448982550956 Each least square approximations [10.68636456 -1.38576906 1.541894 -3.11976595 -3.00118467 -0.78389381 3.09330182 -0.96530142 1.5384436 2.53768808 0.38580461 -2.22539817 0.40460052 -0.22428877 0.77730861 3.000657 0.88671119 -0.03380184 -0.59898599 2.03527274] Distance 6.469847871031727 Each least square approximations [-12.71845351 -1.81891749 3.51956649 -2.86392161 -0.43387082 1.99619847 1.19081005 -0.08589191 -1.44885433 -0.68637921 -0.81989444 -0.55238621 -0.92188774 0.19577233 -0.93710619 -0.30684409 0.78684812 1.27322026 0.33538649 -0.18921979] Distance 4.4918261345119666 Each least square approximations [-5.57144766 3.75867133 -7.01960851 4.35648492 1.50327639 -3.19089673 2.11519115 3.08917188 -1.71754429 1.07807782 0.32303863 -0.41718114 1.08629504 -0.66357504 0.76975244 0.50315627 -1.37031354 1.29317792 1.32112916 0.76736067] Distance 9.193752929002837 Each least square approximations [15.19328334 1.7835649 -1.2830412 0.61769004 -0.30748342 -0.37678629 0.18931982 -0.36334523 0.3142523 -0.07706823 -0.22259039 0.3627525 -0.07613383 -0.15029836 0.02760032 -0.24491628 0.11248948 -0.05429104 0.19133436 -0.05697524] Distance 0.5174304886902144 Each least square approximations [11.03425507 -3.28886653 -4.60181351 -2.44285972 0.49669192 -0.52399785 -1.9677378 -0.4928043 0.35062463 0.72480963 0.52424793 2.0953051 1.6780132 0.18441298 1.80489734 -0.50240854 -0.61280116 -0.02125804 0.31906836 0.54471679] Distance 7.768377740695336 Each least square approximations [-9.36960181 -4.6462729 -5.62893336 -0.16209732 2.00314737 2.25514415 1.37559689 0.08276774 0.2585785 -0.04515715 0.82992743 0.63732911 -0.86399714 -2.00602392 -0.36871254 0.56580788 -2.67796555 0.63006068 1.07409318 -1.6619652 ] Distance 8.196738187984987 Each least square approximations [-11.20530156 5.98778264 2.61189934 -1.66421053 -4.53073058 -2.01607779 0.15701236 -1.56271925 2.29519001 0.50022744 0.47347484 -0.59955857 0.81258619 -1.86275072 0.50564231 0.61902151 -0.8189779 0.78859563 -2.02031876 0.73465579] Distance 4.72225230168685 Each least square approximations [-9.86575248 -2.04465525 6.75806103 -0.5881368 -2.27889804 1.11798618 -2.53883038 -0.79895592 -1.09106532 -1.2083247 -1.40130976 -0.77527908 1.1610027 1.62724078 0.56359824 0.43834641 -0.41286347 0.09485332 0.04140032 -0.41276025] Distance 8.12506110392184 Each least square approximations [10.45088106 -3.03811255 3.73007516 -3.879696 2.35639156 0.42618102 -2.01153151 0.74233075 1.22057763 3.5409642 -2.07020508 0.6373848 0.49281974 -0.46519929 1.64697545 2.06572268 0.2682236 -1.54668369 -0.17599097 0.9364467 ] Distance 7.0617144267188925 Each least square approximations [10.85091455 3.77273842 2.94102956 -2.07139048 3.88220148 -0.08302301 0.64086246 -0.7561968 -1.0776592 -2.46020894 1.08700348 -1.75523922 -0.92711343 -1.0545637 -2.11412904 -2.42887426 -0.16059346 -0.88507854 -0.43677942 -0.96644831] Distance 7.100641114223972 Each least square approximations [10.72447414 -5.10447117 2.3050347 -4.13506461 0.30473301 0.10623747 -2.50327201 0.25228987 1.5231359 1.1914264 2.82643633 -0.05963729 -0.48429323 1.10145329 0.03863223 0.89161383 -0.71736686 0.37135087 -1.18820142 1.41765626] Distance 7.012924236737356 Each least square approximations [-11.39539354 -4.35079093 2.29248373 2.15859053 -2.61861496 -0.09405601 -2.64574515 0.25962296 -0.22683103 2.04958702 0.87305933 -0.86599452 -1.10828759 1.97512728 0.38565477 0.351495 -1.78078883 0.05701405 -2.57109487 0.7940883 ] Distance 6.552311262720477 Each least square approximations [-5.67160746 -0.7869688 -4.31444211 2.981723 0.90664375 1.02873739 1.57056106 0.61092046 1.56016479 1.78064501 -1.18271659 -0.69517433 -3.14661666 -0.96018759 -0.17665539 3.62999016 -3.087656 -0.4064977 0.34544521 -1.43289495] Distance 9.15892932855529 Each least square approximations [ 5.21368531 2.19406044 1.01157922 -1.07727257 -0.48927768 2.65812276 -1.86546573 -1.29332408 -2.51943135 0.80222975 -0.75190028 -0.7590267 0.18026533 -0.56035872 0.50474344 0.04470204 0.47430037 0.21699614 0.52126403 -1.0328079 ] Distance 11.631981563543096 Each least square approximations [ 5.39110144 -0.53468563 -2.1070221 -0.67144018 3.8388725 -1.60872384 0.07664112 0.15952446 3.20328659 0.64416518 -0.92856385 1.23014246 -2.55895677 0.72190805 0.13524156 -2.12544746 -1.57928356 -0.64363816 0.6180146 0.55657291] Distance 10.603483381663127 Each least square approximations [-6.30753721 2.43572706 -4.01638255 1.89251733 -1.28623284 1.10345765 5.49783239 -1.77863408 -1.35589925 0.08055587 2.95161889 -0.28575763 1.5493657 -0.6993346 -2.37736644 0.09583274 0.61773618 -0.15588348 -1.01968981 0.24464211] Distance 8.36061517874127 Each least square approximations [-4.90519313 0.99996319 -0.48746125 -1.54605081 -3.03876251 0.62736896 -3.15862595 -0.32383133 0.17066648 0.60571367 0.22574462 -1.02159966 1.97550122 -0.09590801 1.14470141 -0.2989077 0.61222861 1.44723347 -1.3941311 0.4707281 ] Distance 11.552158203089524 Each least square approximations [-6.55619327 4.66852072 1.30748006 -1.33887281 -3.99350952 0.1428477 -4.56974995 1.27513152 0.98292517 1.68978535 -0.00824961 1.03736993 -0.37199021 0.6216476 1.87614187 -1.01631569 -0.24785954 1.46503295 -0.43851551 1.17821218] Distance 8.4714612111635 Each least square approximations [ 4.94672548 -0.38722501 1.28640846 -3.73647377 2.16515821 1.717907 -0.56643898 0.54428979 -1.41628295 1.0230264 2.01166951 -0.29526819 -0.89161961 0.48381274 -1.00547753 1.88209884 -0.89791608 0.57132164 -0.85481663 0.4194858 ] Distance 11.35723205638063 Each least square approximations [ 6.11648375 -0.78413357 1.07215583 -2.18610164 2.11278572 -0.4964388 1.57732123 1.15609225 1.18497558 -0.63595475 1.04991036 0.89804532 1.13039308 -1.14515366 0.63051911 0.41150183 1.71234544 -0.41993663 0.98843133 1.27206088] Distance 11.27920696832732 Each least square approximations [ 5.25923567 -1.07374254 -0.84894273 -2.769654 0.05348183 -1.12498341 -0.68753847 0.86367616 0.71313269 2.8651496 0.90229514 -1.90884094 -0.11758182 1.33270324 0.18363125 -0.49129689 0.441099 -0.49857389 -0.02938013 -1.69666078] Distance 11.577252824855648 Each least square approximations [-5.6129307 -0.75422421 3.53080729 -0.34036797 0.3586411 -2.11519081 -1.90258959 2.78255522 0.30802522 0.70349894 -0.62972271 -0.2268236 0.11043279 0.16444362 -1.22170715 -1.15833397 2.06384039 -1.13406611 -1.09834042 0.30466985] Distance 10.99589539382943 Each least square approximations [-6.48431493 4.41647558 -6.75044116 1.733354 -0.39764025 -2.70007437 2.33786437 -1.16562625 -2.82846723 1.06506199 -1.20350222 -0.12207502 0.28949263 2.31245296 -0.37974692 1.28233849 -0.09243771 2.44517907 -0.17818729 -1.76764372] Distance 8.033767919256272 Each least square approximations [10.24186556 1.41371248 -1.92617911 -0.21949086 -0.29368406 4.80754298 -1.93343285 0.89852551 0.47171845 -1.39031932 -0.0334756 -0.54923031 1.01635169 1.09256794 0.48777774 1.07747349 1.56611058 2.06013971 -0.9029837 0.898325 ] Distance 7.943568127646497 Each least square approximations [10.04946518 -0.89736664 -2.93130457 -1.74317131 3.52885744 3.65026567 -1.26514568 -2.77730385 0.56015608 0.40826019 1.64521944 -0.49271288 0.49866485 -1.06606899 0.14212204 0.22214214 -0.98739923 -1.51666097 0.09448844 0.07530285] Distance 7.694564796411786 Each least square approximations [-9.87207806 -2.49978458 -4.35146333 -2.10283897 2.18915803 0.69015976 0.45355466 1.5263194 0.61817043 -1.32913197 2.26979014 3.16991819 -1.8753973 0.20001059 1.23895486 -1.42746662 -0.70872996 0.19128499 0.42106376 0.36068245] Distance 7.463718232845703 Each least square approximations [-12.29795675 3.26410865 -2.98563101 -0.29001044 -0.25565144 -0.66315289 -0.36707889 -0.15040136 1.24069401 0.12374892 -1.32204975 -0.79899142 -0.59796539 0.40676196 1.15635793 1.08482223 -0.18684743 0.09889255 0.96344955 -0.32614867] Distance 6.023986909611086 Each least square approximations [-9.41918036 -3.74215557 3.5611333 -0.87967825 -1.85649257 2.84994892 -1.77292674 -1.51572499 -0.57783999 1.61191406 0.82782673 -0.02989856 1.664901 -0.36720479 1.95662062 -0.58390926 0.21157798 -1.0461735 0.30303973 -0.53514929] Distance 8.396355980745364 Each least square approximations [ 8.41694203 -1.27315632 5.56928587 -2.26356096 3.92550625 1.49243586 -2.08574597 1.17549074 -0.21656326 1.4419951 0.71993538 -0.24308515 0.26557562 1.5033337 0.27462754 0.09697425 1.51810797 -2.90852662 1.42797549 -0.81522684] Distance 8.083182804748361 Each least square approximations [ 1.18604727e+01 5.37812545e+00 5.99815503e-01 -2.44527751e+00 4.19051534e-01 -3.28591578e-01 -6.14105376e-01 2.55571712e-02 1.45183000e-01 -8.71029714e-01 -1.16729352e+00 -1.16911517e-02 -8.22784378e-01 -6.94304980e-01 1.20403278e+00 -2.66377645e-02 1.15403749e+00 -7.38078343e-01 8.17132559e-01 -1.72620665e+00] Distance 5.38783620536344 Each least square approximations [11.58905354 -1.36569202 0.48980096 -3.83457858 -1.02098982 0.58538369 0.13889566 -2.0886085 -1.39371296 1.80866827 -1.67334889 -0.25754551 0.6615319 -0.31652182 0.92055256 1.42723633 0.94002433 1.07460124 -0.63921369 2.02482528] Distance 6.400716573425008 Each least square approximations [-13.41723083 -0.89359038 0.66761349 2.36516774 -0.99829778 3.19528174 0.38515289 -0.79870187 -0.80345627 -0.45069455 -0.42845544 0.38885819 1.02245132 -1.05970612 -0.03608325 0.31552581 -0.0386465 -0.85823154 1.47455841 -0.1600603 ] Distance 3.2644482312753644 Each least square approximations [-6.65908828 5.2459988 -5.46302624 5.76302457 0.04364166 -1.25044436 1.77997584 2.46636947 -3.81107061 -1.76423193 0.01978251 0.15783476 0.18473993 1.5256866 0.4193329 2.0272164 -1.64555146 -0.33700455 2.16210603 0.34172536] Distance 6.616681718266558 Each least square approximations [11.66536827 -1.1793169 3.14032801 -2.94310969 -3.18579638 2.41130884 -2.88129322 -2.5137496 0.95982688 -0.10402748 -0.11226807 -0.12740651 0.26568594 1.5418853 -1.23194298 -0.54460817 1.57010153 1.20375219 -0.60758885 1.10213269] Distance 4.913212086525864 Each least square approximations [10.56736476 -2.23298768 -2.53009773 -3.333605 2.7909535 -0.64505472 -1.88717218 -0.58530332 0.72131003 0.06091628 0.06006821 1.67222898 0.7423455 -0.82058791 1.33117643 -1.1182338 1.05082254 -0.85341145 -0.08906413 0.29513025] Distance 8.103264849780496 Each least square approximations [-8.15820932 -5.12886765 -5.31347231 -0.83190162 1.09548343 1.74868329 1.49084612 -0.12676904 -0.41097107 -1.33028436 1.27907117 2.13516561 -0.32339182 -1.70989932 0.19497714 1.95458303 -2.62610263 1.49025067 -1.97669903 -1.73927376] Distance 7.8795496129961755 Each least square approximations [-10.10602106 2.93026478 2.39419159 -3.69458407 -3.3652797 -0.25428378 0.15729592 -1.31132618 2.96799462 0.65311178 0.45443728 0.66510267 0.54457823 1.56031441 -0.50688909 0.19683707 0.69387867 2.87363842 -0.84586869 1.99430279] Distance 7.201601097165663 Each least square approximations [-9.95513474 -3.06151111 6.28612584 -1.15764779 -0.59963834 0.71654495 -1.4362314 0.79833708 0.08412204 -0.31907016 -0.3505331 0.24122079 1.69176849 1.87054638 1.08116877 2.00175704 0.43907824 1.87870472 -1.10880182 -0.46145562] Distance 7.179331198049314 Each least square approximations [12.33082706 -4.50236111 2.69937823 -3.5848586 -1.22590553 -0.80780283 -1.03773933 -0.56353731 2.92498323 1.20360643 -1.46651705 -0.17440152 -0.8540975 1.10346916 -0.92059091 0.12162272 -0.25733617 -0.17273993 0.26646033 -0.4642302 ] Distance 3.170974741087547 Each least square approximations [ 9.65293776 2.2700717 2.26788611 -2.5102595 3.96172624 0.87787603 -0.85930328 -1.77898155 0.82362877 -1.90900444 2.07051261 -0.80641775 -1.63377904 0.50217098 0.53832012 -0.47866946 0.36008216 -0.21894297 0.22709607 -0.20807231] Distance 8.849947711134547 Each least square approximations [10.94061005 -5.0795853 0.83741315 -2.24269568 -1.28744139 -0.36597505 -2.57755946 1.48309333 0.80784025 -0.02251889 1.35444734 1.70331437 0.37582584 2.06348347 1.74867089 0.08586555 -0.55346275 0.61617679 -1.92270104 1.4572219 ] Distance 6.341615834845436 Each least square approximations [-9.66382653 -2.18508733 2.17440651 2.87464922 -1.86289208 -0.72255643 -0.67795274 1.53461996 0.27113995 3.83130211 -1.90367369 0.70367096 -1.68805721 1.38432142 0.42185399 1.18504121 -1.21513585 1.24240966 -1.54050876 3.38748997] Distance 7.835151715632361 Each least square approximations [-5.88127977 3.5929832 -8.65289251 2.77014934 -0.29733643 -2.81257271 2.02285303 0.95318684 -1.85498545 1.46220835 -0.35420407 1.32310564 -0.62532334 0.51003234 1.05208718 2.06116781 -0.20853888 1.75408007 -1.05232684 -1.07977571] Distance 8.040353513940497 Each least square approximations [11.24803392 2.0617747 -2.9289596 -0.07302255 0.3110711 5.94420338 -2.30582549 -0.77946169 -0.08995993 -1.00869523 0.22644366 -0.33103701 2.2466932 0.19291021 0.6556541 0.99795884 1.291786 1.82059091 -0.72411769 1.8659132 ] Distance 5.399335408046502 Each least square approximations [10.67457404 -0.91311136 -4.82031757 -3.42919199 2.74791321 2.7278842 -1.42578818 -1.78474089 -1.04030847 -1.5080116 0.73552981 1.12554482 -0.05657938 0.49434723 -1.04530335 -0.82003569 -1.69959819 -1.17288622 1.35357367 0.75147989] Distance 6.536315137028166 Each least square approximations [-10.64128823 -3.61590578 -5.5043935 1.1345648 3.46016982 0.19871506 0.33322399 -0.80561651 1.57041558 0.59233641 2.18347176 0.28517234 -1.89727803 0.10405952 1.49229054 -0.22497988 -0.42200368 0.14537185 0.25876695 -0.3839348 ] Distance 6.473785880305459 Each least square approximations [-11.97718755 5.26036274 -0.69984216 -2.3748825 -0.31949467 0.52959087 -2.17094074 -2.65692428 -0.3065619 -0.33795592 -0.02095821 -2.01664006 0.75127174 0.66044109 0.30930224 0.40755518 0.66656463 -0.08567741 -0.22060839 -1.25272604] Distance 5.434209655262661 Each least square approximations [-9.62288179 -3.05351369 5.49477622 -2.31650582 -3.67422502 1.49206162 -3.33893288 -1.8080871 -0.88672476 -0.19942386 -0.12701267 -0.65662209 1.4386394 0.51686749 0.59573103 -0.42942029 -0.40802672 -0.49140856 -0.03873342 -0.55782105] Distance 7.351915965626816 Each least square approximations [ 9.08999377 -2.47497254 4.54069948 -3.94291429 5.20427896 1.87103159 -2.70034015 0.12927771 1.00430832 2.2226351 0.90569402 -0.70121489 0.88603551 1.06300284 0.32867986 0.13435717 1.94104299 -1.02139551 1.25015485 0.59726928] Distance 6.906734201263297 Each least square approximations [12.554754 4.63017876 4.00976571 -2.65609262 0.81099345 -2.07229296 -0.45030225 -0.31077296 -1.1080154 0.8194291 -0.26553473 -1.06458564 -1.36585939 -0.7106594 -0.28843196 -0.0614839 -0.2285303 1.05213841 -1.08619454 0.06946076] Distance 3.34630993254735 Each least square approximations [10.96935823 -4.40252958 0.92654102 -4.64153922 -0.46279728 -2.05919086 0.95001186 -0.12485958 0.46237431 1.02139368 -0.86017889 -1.46472451 -0.07101707 -1.28356508 1.91448198 1.81232735 0.56124554 0.81894547 -0.38155106 1.74768709] Distance 6.490976533985112 Each least square approximations [-1.26815250e+01 -3.06967395e+00 4.39493136e+00 1.86500523e+00 4.88152399e-01 9.41871659e-01 -1.92580487e+00 -8.47033835e-01 -1.40739924e+00 8.33644887e-01 -8.45914842e-01 -3.36253402e-01 6.54228876e-02 -1.26149790e+00 7.81558846e-01 -5.67412123e-02 2.48751039e-01 -4.04118985e-01 -7.62538023e-01 8.17796922e-03] Distance 4.630022737869169 Each least square approximations [-8.55668087 4.13997469 -5.76105878 2.30285996 -1.24926186 -1.46149061 -1.8616167 3.24595638 -0.50803184 0.03752593 1.21115873 -0.77406034 1.6348541 -2.24626641 -0.015905 1.38424598 -0.83160491 0.55434669 1.71792548 0.30368616] Distance 7.361789591211467 Each least square approximations [ 9.78754302 0.74786225 0.77643667 -1.03538969 -3.05743478 2.96397849 -2.1471306 -1.36807292 -1.80284297 -0.13574509 -1.9988258 -0.87365769 0.08363867 -1.91211959 0.65558956 -0.15579218 0.05530002 -0.22239133 -1.00353622 -1.0170676 ] Distance 8.936595538081441 Each least square approximations [ 9.67026921 0.85712776 -3.1032814 -4.58406494 1.24034602 -2.24096642 -1.84765282 -1.18084747 0.736742 1.89969287 1.40861391 0.43031814 -0.74011005 -0.38127516 1.59882001 -0.1868098 0.34464314 1.16233398 -0.86995104 0.95812968] Distance 8.23013196199133 Each least square approximations [-11.8326957 -3.57829077 -1.81766434 0.90671601 0.89085377 0.10033813 1.2123753 1.04623867 -2.47673558 -0.15857533 -3.19696666 -0.42384933 -0.47008365 -0.39724225 -3.4447159 0.11708402 -1.77984954 -0.54614622 0.1652877 0.73945525] Distance 4.855601791277117 Each least square approximations [-8.49605469 2.07856488 1.356407 -3.89336975 -4.36625268 0.07154668 -0.7467942 -0.11714333 0.97931572 1.26748266 -0.33055161 1.45633513 1.24934663 -0.8325896 -0.08469205 0.62396449 0.09960808 1.18124453 -0.74491718 -0.94137811] Distance 9.659782899850756 Each least square approximations [-11.4868703 -0.76290986 1.30800611 -1.72624674 -3.67341548 -0.53230269 1.58110986 -0.79026305 -0.75110102 -0.33001584 -3.12184697 0.94367918 3.16588778 -0.34180969 -0.28494242 -1.59074258 0.24221992 -0.06474354 -0.18794569 0.07267219] Distance 6.201550886292865 Each least square approximations [10.77950142 -0.67606619 2.53983412 -0.79306718 2.670965 -0.25786776 2.39069599 1.08256321 -1.05375567 2.81355108 0.52577231 2.0893002 0.99728894 1.22827124 0.6033685 -1.20064757 -1.02575903 0.30087597 -0.68469465 1.07000356] Distance 7.628278836937161 Each least square approximations [ 8.95564652 1.44891522 2.2038961 -3.32803858 2.32162879 -0.2673116 -1.8640557 -0.30909289 0.78617646 -1.86673893 3.01791494 -1.56364516 -0.3309204 0.24584818 -0.84681491 2.65066894 1.18245956 -1.21010764 0.5035474 -0.39559497] Distance 9.090512504570333 Each least square approximations [ 9.61743308 -0.50881231 -2.50501619 -6.03101713 2.6975053 0.09732331 -0.40718141 0.25269965 2.48654486 -2.11805995 3.06045191 0.12000092 -0.61323924 1.05285086 1.02169153 1.5189962 -0.7561431 0.84777136 -1.23339591 -1.25446465] Distance 6.675138011642768 Each least square approximations [-9.21340699 -1.7424753 3.23625017 1.22615263 -1.00138043 -1.89748529 -0.66484765 1.24814117 1.35932753 3.66043642 0.17390913 -0.44037426 0.16902454 0.41232397 -1.51053895 -0.55518662 0.71201888 0.91345259 -1.48938227 0.68696596] Distance 9.378302692715257 Each least square approximations [-4.98423528 6.67006031 -4.81496405 6.43231686 0.09766095 -2.4987862 1.80695501 2.2701345 -4.79928624 0.14995578 0.96365269 0.972934 -0.77781345 1.43660507 0.18489191 2.11738245 -1.30062316 1.20034698 2.22893251 0.31782974] Distance 5.610946442214811 Each least square approximations [ 1.10029267e+01 -9.41709044e-01 2.81166021e+00 -6.89420299e-01 -1.80842972e+00 4.07928089e+00 -2.00520481e+00 -1.98437728e+00 4.16449250e+00 -1.98718948e-01 1.01053814e+00 -7.63806720e-01 5.24448612e-01 -1.31524054e-01 -4.03644607e-01 -1.31535490e-01 1.03291225e+00 1.33958161e+00 -5.83373105e-01 9.03231460e-03] Distance 6.285024052427851 Each least square approximations [10.62279759 -2.79285317 -0.79246472 -2.68796567 3.07551384 0.93119105 -2.03934315 -1.05098498 -1.28546967 -0.59605507 -0.55307062 1.12319755 0.14652118 -2.96192793 1.00463619 -0.69333221 0.34287039 0.40309863 -1.60874101 1.23327052] Distance 7.617699161369879 Each least square approximations [-7.94552486 -5.17583877 -5.43353287 -1.46373921 1.26603099 1.66425965 1.54234078 -0.8317251 -0.10357208 -1.63903253 0.38679733 2.77779115 -0.85772179 -1.42010929 -0.16796724 2.04338376 -1.80245834 1.75085165 -1.19939815 -0.74696775] Distance 8.093517914165634 Each least square approximations [-11.10333656 1.02491152 0.73809809 -3.87429171 -2.95801399 0.61749787 0.68362312 -2.99181325 2.2866234 -1.03921766 0.57109351 1.52160659 -0.42304114 0.75143349 -0.14749923 -0.37146196 -0.29747208 3.75858813 -0.03599871 0.34516989] Distance 6.142984055231385 Each least square approximations [-8.7603555 -2.96467241 7.03484543 -0.69629334 -2.01239465 0.49100671 -0.33865257 -0.33964799 -0.09269481 -0.11038103 -0.85294859 -0.31592912 1.51464616 1.19698794 1.43766169 2.04245265 -0.2983317 0.40304647 -0.70374941 -0.80307709] Distance 8.254177305874686 Each least square approximations [ 1.07056960e+01 -4.98819891e+00 3.77165742e+00 -3.18903425e+00 -2.14299631e-01 -1.22575994e+00 -1.80564048e+00 1.02933024e+00 1.90884497e+00 1.23289382e+00 -1.15131793e+00 -1.58845709e-01 4.77601576e-01 1.03266313e+00 1.36864702e+00 4.95242386e-01 4.44612938e-03 8.68634234e-01 -6.57240921e-01 -1.26865507e+00] Distance 6.154946440864646 Each least square approximations [10.00126335 1.98516019 1.43283833 -3.98549533 1.94822933 2.08772226 0.82051205 -2.24232412 1.06859834 -0.61783753 2.064704 -1.4001883 -2.40147524 2.12749402 1.98837634 -1.21824025 0.82861216 0.37529142 -1.35668381 -1.10646209] Distance 7.565394037363377 Each least square approximations [10.19373973 -3.97461689 0.50904599 -2.7204469 -1.37969363 1.08452556 -2.16728217 2.66523588 0.06319297 0.16205581 1.21319533 1.11027727 1.22006561 1.32088974 1.28795932 1.52719665 -2.02131292 1.64371897 -2.22137006 1.12632576] Distance 7.427270498770188 Each least square approximations [-10.24805453 0.35382379 2.15552017 3.38401819 0.77861325 -0.4107459 -0.18136048 1.65432276 -1.35970286 2.89863768 -1.49815314 1.08173274 0.12456075 0.52813838 -0.55881401 1.51040898 -1.90688182 1.55785793 -2.29859159 2.2025919 ] Distance 7.926069060181656 Each least square approximations [-5.44904875 2.44498331 -4.52579271 0.69712702 -3.9047741 -0.72587095 1.57462857 -0.97951532 -5.26937585 2.59591093 -0.16460737 0.74419741 -1.45904101 -0.60971945 -0.54851013 1.90394653 -1.11034888 0.92035478 -1.44456094 -0.90262731] Distance 9.354452456056933 Each least square approximations [ 5.91146003 1.10610941 -0.09197175 0.09982583 0.14247686 4.65691475 -1.79352625 -1.33437684 1.34391214 -3.84433416 -0.05037554 -0.7783083 -0.16699562 0.12350664 0.47216698 1.27003782 -0.43054051 -0.03560554 -1.6321203 0.81069947] Distance 11.152567813166796 Each least square approximations [ 6.21629726 0.57752561 -1.23934692 -2.8546683 4.65685426 2.52546861 -0.71217841 -1.99380583 2.0731314 -0.60083001 2.21444985 -1.53232302 0.44591113 -0.60040855 0.6000607 1.12399411 -4.16748208 0.26902466 -1.4401636 1.59334418] Distance 9.617550423840147 Each least square approximations [-8.31462414 -0.18083767 -2.27275758 -4.03832361 3.73419161 -2.27947002 1.61782895 -0.84163405 -1.34012026 0.33953209 1.82152064 4.07151658 -0.14835009 0.7307134 -0.00839594 -0.74153092 0.95279298 1.64247442 0.19266983 0.21858414] Distance 8.375188764277542 Each least square approximations [-10.30719152 -3.30384445 -2.57737748 2.19794291 -1.61653738 1.0750061 1.19849066 -2.03907693 -0.39966794 1.11860327 1.19400266 1.62813942 1.19664142 -0.26812404 -1.00713291 0.73817124 -0.2003547 -0.10645836 0.16588276 0.08156909] Distance 7.951408973213742 Each least square approximations [-7.63923188 -4.54704798 0.36091281 0.59830487 -3.57158837 2.47330287 -0.6988003 -1.28934568 -0.74652545 -0.26633027 1.89985069 -0.94929054 0.99709867 -0.26449405 3.00285647 -1.29072803 -0.49248455 -2.68828697 0.0146091 0.84970474] Distance 9.177574090885015 Each least square approximations [ 5.0537228 -1.69687693 4.7270903 -2.26344394 3.42993046 0.76933586 -1.60609549 1.73302028 -0.7958325 0.44977868 2.05511386 0.52164068 0.89622608 3.3830314 0.89508457 -1.21857305 0.87895063 -2.20876019 0.91245366 -1.15784427] Distance 10.408384136798146 Each least square approximations [10.1638685 -1.69003703 -1.0280031 -3.59953147 -2.41789106 1.60878892 -2.17008875 2.80438415 0.204105 -0.92612863 1.67986454 0.68098496 -2.60700998 0.17953757 1.12195067 0.93520786 -0.40619599 0.74808218 0.11513782 -0.38194555] Distance 7.391785350983809 Each least square approximations [ 9.03740679 1.99858201 -1.1349242 -1.75781303 -3.40685974 -1.8164236 -0.21693197 -0.6917402 -0.03272796 1.08001546 -0.46490644 -2.34131278 2.04007657 1.24692002 -0.2026679 0.87987043 1.24668713 3.70998776 -0.76348029 -0.91573568] Distance 8.616021167107057 Each least square approximations [-10.76832456 7.62142961 2.88524897 -1.30916379 -1.21756709 0.18650362 -0.0544859 -1.50102298 1.62769462 -0.40705512 0.57109993 1.07396979 0.77458843 -0.97457552 -1.13605544 -1.01466434 0.59790109 1.2860858 -0.92135215 0.16068325] Distance 3.308454932291198 Each least square approximations [-8.37886546 6.98763659 -4.22475008 2.99679061 -1.29874967 -0.09121337 1.126673 0.43752276 -0.4991914 -2.58953629 0.91665845 -0.44143642 -0.53384622 -0.74127194 -0.53110894 0.58733259 0.41103101 -1.31470812 0.3607179 0.4592012 ] Distance 7.070455019450673 Each least square approximations [ 8.61599103 -0.02717407 1.84871352 -3.46214664 -2.73098323 1.81149447 -3.02494013 -2.4908217 -0.55436182 0.56967307 -1.41537179 -0.60780356 -0.66678194 2.55181174 -0.56616638 1.44270918 1.84371625 1.80509668 0.31640285 -0.14964754] Distance 8.70754677024777 Each least square approximations [ 9.63765014 -1.19403895 -1.68405133 -2.91463005 2.78950661 0.74266069 -1.96812481 0.38192211 0.7905476 2.16249839 0.73580333 1.12923613 -0.49815531 -0.98055262 2.06184243 -0.16874331 1.70719841 0.16702317 -0.1207625 -0.10223256] Distance 8.782411245299198 Each least square approximations [-8.86431559 -3.64047583 -4.36371372 -2.41729941 -0.38117664 -0.11177673 -0.42441895 0.67699364 -2.08178463 -1.99800395 -1.2896599 0.38862005 1.11642837 -0.63574909 0.85306327 0.60197674 -2.5211192 -0.97640305 -2.96425206 -0.92061656] Distance 7.960127009792051 Each least square approximations [-9.21861854 0.15422113 2.67610774 -3.99307736 -1.8152159 -0.13584154 1.10548145 0.8023361 3.10736811 0.16320222 -0.87555611 0.85190387 -0.63682929 0.86207341 -0.07359784 1.02803556 1.10249768 1.54432682 -0.04748496 0.06145497] Distance 8.967410462945246 Each least square approximations [-10.31482407 -2.41186315 3.30678416 -1.14722997 0.13590708 -0.42177885 2.28449794 -1.56371443 2.12469444 0.04037145 1.21900201 1.93329183 3.20492202 0.22118591 0.40140576 -0.02133992 -0.4135803 1.2485068 -2.13981523 -0.84998186] Distance 7.149968845310719 Each least square approximations [12.52575145 -0.97154141 4.40033854 3.34939216 -1.32914604 0.90222861 1.39769217 -0.58016344 0.0986755 0.14415856 1.37628183 -1.35917777 -1.25646054 0.68189288 0.09580919 -0.01610995 0.20446445 0.21508433 0.12384809 1.15312046] Distance 3.1859214562741784 Each least square approximations [ 7.42868802 2.53774712 1.62850837 -2.88041863 3.20290446 1.05546073 -2.32561574 -2.01429716 1.04467269 -2.50245642 2.0480818 -0.04827929 -2.54639158 0.41462564 1.03700148 0.70909707 1.06508574 -0.48882659 1.4552545 -0.81378346] Distance 9.661665710297747 Each least square approximations [ 1.00702677e+01 -3.51175320e-01 -2.39765387e+00 -4.56463290e+00 -4.15860133e-01 1.33005167e+00 -3.00200271e+00 1.39975754e+00 1.83610372e-01 -8.96712903e-01 1.27037965e+00 2.66964099e+00 3.69560013e-01 1.14446686e+00 2.17175311e+00 7.59882986e-01 4.73485034e-03 3.37311496e-01 4.79690677e-01 1.38891578e+00] Distance 7.146701937442113 Each least square approximations [-8.03007886 -0.95562103 1.79927397 4.140165 -3.10709176 -0.16151947 0.47920765 1.66265851 1.32438734 2.77502469 -3.13349893 1.17071805 -2.11992505 0.08784511 -0.0675806 1.35362633 -1.14300326 -0.72105721 -0.71906609 3.43159207] Distance 8.434978200186997 Each least square approximations [-5.69415217 1.8984774 -3.32245821 -1.89584919 -2.93027797 -1.30869537 -3.38568402 2.20323121 -2.18706876 0.42695715 -2.09433551 1.18675595 -1.24838556 1.58966689 1.10740823 -0.43159778 0.64577561 1.95910008 0.47194267 0.57875751] Distance 10.191646377052917 Each least square approximations [ 4.98607858 -0.43649158 -0.26310714 -0.27514067 -0.30243363 0.35412369 -1.89416848 -1.65638302 0.32834613 -2.39087111 -1.79326413 0.83942878 0.92770505 0.54602146 0.46339766 -1.35009864 1.17438718 0.42780275 -1.22467343 0.67535759] Distance 12.410234616665065 Each least square approximations [ 6.69619988 3.46850534 -1.80081968 -3.09485162 -0.16480853 0.8467966 2.57799346 2.09460657 -1.20021855 1.10693107 2.1840899 -3.0073946 0.37298743 -0.91570477 1.46743032 0.67164215 0.25477346 -2.04780474 2.46471634 2.51622833] Distance 9.166355293253124 Each least square approximations [-6.41128757 -0.43873324 0.44255517 -2.27854919 2.55092352 0.77615026 -0.63143806 1.05005746 -0.17241793 -3.57345293 -0.17260728 -0.61977521 -2.31003425 -2.33748277 1.45761883 2.72572871 2.53433935 -0.91655583 -1.30124048 0.39929597] Distance 10.20973956878386 Each least square approximations [-6.34384246 -0.19957266 0.15055398 1.4892799 -0.13895858 0.80151195 2.81278702 -3.02694335 0.61082896 1.8664315 2.63291611 0.48799845 -2.98798326 -0.12465424 0.89413574 -0.32943588 -0.84966073 1.13104545 0.01060895 1.30946554] Distance 10.833388079663223 Each least square approximations [-5.32900761e+00 -4.56697718e+00 -1.31490698e+00 -5.68234122e-01 2.25509521e-01 3.18014055e+00 -2.18184088e+00 -9.21774745e-02 -2.34715022e+00 -3.05452047e+00 -1.51090331e+00 2.57010265e+00 2.33520953e+00 -2.40270586e-01 2.97066803e+00 -2.30283213e-01 -2.01914152e+00 3.22141857e-03 -1.05199830e+00 5.36451822e-01] Distance 9.611938414809407 Each least square approximations [ 5.66115205 -0.53501608 3.29555298 0.50248667 0.81549131 1.88075536 1.39974951 1.54984925 -3.38966219 0.92154517 -3.02320699 0.67159971 1.35388409 2.7233796 -0.13904542 -0.76754586 0.97998567 -0.55048797 0.58396927 -2.68165703] Distance 10.470058764776406 Each least square approximations [ 5.98171242 0.80305281 0.36365694 0.99032729 -0.04852969 1.13951149 -1.83629124 1.83320492 -1.64460056 -0.88319765 3.24404022 -1.7406394 -0.95729415 0.49499355 1.93677624 0.13776795 0.13145708 -0.61537085 -0.62418775 -1.60349522] Distance 11.459439644451171 Each least square approximations [ 8.09793267 5.30290713 3.95122765 -2.6170552 -1.14387228 -1.1213914 -3.55190147 1.61807293 2.64645287 -2.17492517 -3.13453529 -1.00650092 0.10912971 -4.10861984 -0.76213622 -0.16437704 -0.47398253 0.95229026 -0.36523634 -0.71648767] Distance 5.138853392309217 Each least square approximations [-5.92570832 2.46827333 0.56000498 -1.16418772 -3.77378305 1.71531462 -0.09671637 -3.69814594 0.81296402 2.62715136 -2.46382201 0.59581901 0.04200988 -1.52931116 3.06738002 1.29383491 -0.908934 -1.8394663 -0.59613004 1.1702996 ] Distance 9.753281960738615 Each least square approximations [-4.98971144 4.00170749 -6.27775656 4.67209546 1.72848128 -2.92785469 2.26736683 3.28625757 -2.31021085 1.20144258 0.54519632 -0.61599293 1.25238957 -0.21184791 0.47343878 0.39086017 -1.73922206 1.5115289 1.66886292 0.2923518 ] Distance 9.124818999608744 Each least square approximations [ 1.50772091e+01 -5.23985412e-02 -7.50440236e-01 3.31485712e-02 2.63487326e-01 -6.83922546e-02 7.04749384e-01 4.35004743e-01 3.77368374e-01 6.80894307e-01 1.59462826e-01 -5.58281719e-01 -2.15845320e-01 3.53128617e-01 -2.16804307e-01 2.50792476e-01 9.86702554e-03 3.19713183e-01 1.92949066e-01 -2.17773811e-01] Distance 0.6924469979797441 Each least square approximations [10.97899799 -3.53156173 -4.27146631 -1.59982291 0.06864564 -0.13784262 -2.29647663 -0.14444354 0.67167542 0.85093972 0.61218213 2.18516577 2.27917885 -0.06661813 1.7441903 -0.56801524 -0.16161058 0.08556423 -0.11308165 0.46125145] Distance 7.500571566455747 Each least square approximations [-8.92182016 -4.73572214 -5.40388528 -0.58194305 1.42822376 2.38509663 1.24630945 0.14637695 0.0614177 0.1814474 1.00253738 1.08541499 -0.88536939 -1.96189796 -0.28767799 0.93294131 -2.97148035 1.0279052 1.18428061 -1.94607477] Distance 8.172407572809252 Each least square approximations [-10.83965301 6.18865618 2.66274961 -1.65639358 -4.55229846 -2.36245599 0.23506992 -1.17805131 2.80710483 0.25912854 0.82339146 0.29711287 0.7921745 -1.64007023 0.31739886 0.48437467 -0.78557952 1.335646 -1.23871736 0.35964762] Distance 4.55303162656572 Each least square approximations [-9.53991207 -1.78985978 6.89287974 -0.39662128 -1.97241824 0.66396701 -2.18559485 -0.61097586 -1.07317358 -1.15486378 -1.27718497 -0.71965467 1.28308773 1.35414076 0.58826311 0.83974545 0.07703666 -0.07386861 -0.02456261 -0.50242336] Distance 8.351396097714439 Each least square approximations [ 1.02677858e+01 -3.18815870e+00 3.93531969e+00 -3.53080889e+00 1.32075128e+00 5.36118178e-01 -2.22104670e+00 5.92532509e-01 1.73134314e+00 3.33667851e+00 -2.84236020e+00 6.63272423e-01 -3.16914512e-01 -7.68707713e-01 1.78025229e+00 2.15217710e+00 -6.69681850e-03 -2.00642749e+00 -2.54231154e-01 8.05568942e-01] Distance 6.617940489777263 Each least square approximations [10.43291066 4.16899538 2.47402632 -1.45597427 4.2574931 -0.10275776 0.65201998 -0.92714968 -1.05058995 -3.17650825 1.11611949 -1.45820433 -1.36417195 -0.48754569 -1.61326057 -2.71377837 0.58863203 -0.58316406 -0.57844689 -0.84895014] Distance 6.948228388966911 Each least square approximations [ 1.07142568e+01 -5.60510907e+00 1.92092988e+00 -3.35247890e+00 9.40728949e-03 9.03627403e-01 -2.74021334e+00 1.48284749e-01 2.03760128e+00 1.56846286e+00 3.13850960e+00 -4.49800131e-01 -2.57260041e-01 1.05986503e+00 -2.64071807e-01 5.12539204e-02 -7.19566120e-01 3.23386822e-02 -1.42268922e+00 1.77998229e+00] Distance 6.116655665323459 Each least square approximations [-11.17457187 -4.64393833 1.48957186 2.0808957 -2.84860132 -0.25300969 -2.57090949 0.32476392 -0.30416023 1.66377689 0.5958337 -0.3448229 -1.31140314 2.12530175 0.16393805 0.40975687 -1.48246998 0.19769054 -2.78924675 1.01604122] Distance 6.468784173733252 Each least square approximations [-8.80269293 5.78828569 -3.73962219 2.04061846 0.09463325 -0.08609193 1.51430224 1.37613503 0.39744148 -2.535741 1.86982072 0.379856 -0.46609818 -0.29028565 -0.22952161 0.43324718 -1.12828116 0.80078119 0.98512401 0.93836608] Distance 7.95250766126769 Each least square approximations [ 8.49127426 0.65305327 1.53961127 -2.36223753 -2.81209824 2.47295866 -2.25852145 -2.27785102 -1.55048472 1.81548688 -0.6274172 -1.40236712 -0.61349795 1.24871121 -0.87052862 -0.40899869 1.24786341 1.37166941 0.26183272 0.74512955] Distance 9.557541375696095 Each least square approximations [ 9.49653319 -1.19911579 -0.81388235 -3.53158936 2.9629074 -0.0787216 -2.32917783 -0.52511113 0.9206087 1.75827294 -0.11141502 0.73951149 0.36291199 -0.73419991 1.41666435 -1.55064882 3.17512729 -0.11964048 0.53452913 0.34322574] Distance 8.473464174264102 Each least square approximations [-8.34932364 -3.22018061 -4.64197188 -0.73325181 -1.20579729 -0.46478722 -1.25862959 0.76037738 -0.74876377 -2.39846068 -1.44515026 -0.36932132 2.24367239 -2.09372339 0.87496989 0.22842197 -3.19466223 0.30893022 -2.94220282 -0.43446202] Distance 8.197739193082544 Each least square approximations [-8.63077801 0.51380041 3.43883718 -4.7106346 -1.96299385 -1.98624302 0.06129489 -0.19651665 2.8475254 -0.21522242 -1.2743408 0.47446798 -1.32635913 1.7568492 -1.06097742 1.07472911 1.65307336 1.08450136 -0.31132696 0.17023641] Distance 8.564225213187907 Each least square approximations [-10.21381792 -1.49888783 3.48431038 -1.64356822 0.72250597 -0.39007185 1.03341416 -0.77936487 2.90350194 -1.13141493 0.58178908 1.14532735 2.42695457 -0.43345187 0.01680329 0.74973566 -0.82303373 2.28552259 -0.85336673 -0.93248481] Distance 7.86523807284164 Each least square approximations [ 1.32869146e+01 -2.76545116e-01 9.14541423e-03 2.39851303e+00 1.71667178e-01 9.18127359e-01 -7.82709254e-01 -3.56929243e+00 3.54721849e-01 3.12101017e-02 7.10397702e-01 4.98213739e-01 -1.31996016e+00 -3.92525851e-01 -4.40400934e-01 -5.50188058e-03 1.15838796e-01 5.05819809e-01 -8.94405720e-01 -1.68437467e-01] Distance 3.2338378305192235 Each least square approximations [ 7.33742584e+00 2.14592172e+00 1.87150568e+00 -2.61507914e+00 3.64985215e+00 1.57261450e+00 -1.40552788e+00 -2.99076719e+00 1.12207404e+00 -1.33155953e+00 1.78284928e+00 1.60207155e-01 -1.41739254e+00 4.96970905e-01 7.83482166e-01 5.27827576e-03 1.02519247e+00 1.38603252e-01 5.42561906e-01 8.31361580e-01] Distance 10.220623312335922 Each least square approximations [ 8.79685627 -0.57521972 -2.26983134 -4.99652523 0.20886137 0.15072351 -3.38936698 0.22573916 1.33734098 0.37193175 1.86516586 2.92598599 -0.62756109 1.86364117 2.96688992 1.9737377 0.65950933 -1.35037037 -0.62933869 1.08871309] Distance 7.57045471450529 Each least square approximations [-7.42928326 -1.671036 1.75431043 3.42685249 -1.64833409 -0.3446127 0.13470212 1.86821908 0.62002528 3.38762131 -2.81646469 0.94683144 -2.32842542 0.67287319 -0.698111 1.97130684 0.04591177 -0.13616212 -1.46538888 3.01204047] Distance 9.47589539522304 Each least square approximations [-8.50530894 2.79954914 -3.50248188 0.69217817 3.20662314 1.0171335 1.90413501 2.55216365 0.02327104 -1.9978924 2.75894045 0.61595956 -0.75475047 0.38346585 0.97186066 2.1191322 -2.09216442 3.3743066 -0.04428193 1.79105663] Distance 7.343405673444744 Each least square approximations [ 8.46240556 1.67518084 0.35791597 -0.02851021 -1.80044069 2.79981651 -1.58032275 -1.43629745 -2.82230753 2.07950504 -0.07241096 -0.13858034 0.11459926 0.47403252 -1.02666644 -2.82343933 1.44651882 0.36094164 0.36939817 0.58474399] Distance 9.536608186278707 Each least square approximations [ 8.09689262 -1.63026304 -1.13306679 -3.15990219 3.05381639 -0.02627864 -0.78637617 -1.73269672 0.47923921 1.8125833 -0.15697052 1.51270918 0.48444133 0.42284743 1.12664798 -2.15395216 2.83027805 -1.6156777 1.20193098 0.84401528] Distance 9.38363598534463 Each least square approximations [-8.0891918 -0.37691038 -4.83748318 0.8622541 -1.46995746 0.58545801 -1.06127121 0.17960801 -0.06178073 -0.93790832 -1.77300713 -0.61078915 1.90764202 -2.49123675 1.63526326 -0.51906098 -3.85632024 0.84074893 -0.01713471 -1.16508819] Distance 8.826414464073396 Each least square approximations [-8.63685175 1.54570681 2.74465375 -3.88775041 -0.69004549 -2.60540231 -0.81265037 1.17307643 1.14159502 -0.9162474 -0.27668875 -2.51297955 -0.73190563 0.83455277 -0.55421995 1.39950417 1.36669623 0.73465992 -0.34268861 1.29092422] Distance 8.958655542706513 Each least square approximations [-10.11424683 1.35103955 3.10263328 -1.63027232 1.26774584 0.87536561 -0.20587763 -1.45580363 1.70354929 -1.80036642 0.19389521 -0.17414372 1.25687911 0.54204025 0.18701287 1.69951168 -1.71734088 1.3264757 -1.43227968 -0.47758257] Distance 8.15322952890963 Each least square approximations [11.59649874 1.4043321 -3.77842284 -0.61286434 1.36065916 3.34599113 -3.15382488 -0.60830564 -0.05214811 3.5652645 0.70393291 -0.34482271 0.02924475 -0.47224986 0.51738859 -0.63010695 -0.01719412 0.35484983 0.56167165 -0.31370852] Distance 4.023753321179165 Each least square approximations [ 7.61694613 2.24459398 1.87283256 -2.45000282 2.15338832 1.05598508 -0.20067704 -3.34682912 0.02547375 0.02729455 0.66878987 -0.32868277 0.15775733 -1.27910457 -1.34385951 -0.18963726 1.14210454 -0.46684439 -0.14692299 1.97640788] Distance 10.312357007513082 Each least square approximations [ 7.15032328 -1.10094035 -2.23036045 -6.02900497 0.0292025 -1.36291329 -2.84900246 -1.35055991 2.66824508 1.78230259 1.04221932 1.3781802 -0.61727001 1.13108152 1.70239563 1.87918167 -1.29639446 -2.49379527 0.02238908 0.51870069] Distance 8.391165695071638 Each least square approximations [-7.57589111 -2.12188939 2.08368265 2.74629902 -0.93684105 -1.09375938 0.08943254 1.48296341 -1.27003683 2.79249176 -1.32141394 -0.57469197 -2.61226918 1.54994415 -1.02198887 1.75705055 0.64257685 -1.1992991 -0.9706327 1.67627971] Distance 9.843984352261192 Each least square approximations [-9.10189520e+00 4.19820772e+00 -3.15516060e+00 1.02550683e+00 1.10378279e+00 7.35129848e-01 4.15971033e-01 2.30329677e+00 3.14616273e-01 -3.07926022e+00 2.99181891e+00 1.07355224e-01 4.29658540e-03 3.03196137e-01 -3.44754955e-01 1.98929030e+00 -1.17520466e+00 1.56718672e+00 1.58873536e+00 1.57563955e+00] Distance 7.4036786697607875 Each least square approximations [ 8.36809003 0.99052544 0.52467076 0.29258143 -4.18449876 2.76065825 -1.45342437 -1.42421248 -2.16909216 1.52357861 -0.56213677 -0.33406888 -0.18298359 -0.09286083 -0.30003695 -0.90806677 1.56699464 1.04371031 0.04309187 0.92476095] Distance 9.572430453894068 Each least square approximations [ 8.6676381 -0.42256767 -0.11210539 -3.81217636 2.89112288 -1.3674533 -0.73711188 -1.71911613 -0.26712544 2.64011931 0.63309388 0.68774246 0.63440092 -0.7022154 0.86962655 -2.44569808 2.25029337 -1.28725417 1.24408438 0.65552316] Distance 8.789593157599025 Each least square approximations [-8.56193226 -1.93398077 -3.29289102 0.06448096 -1.2665715 -0.4725556 -1.05999115 0.93348341 -0.50299251 -1.32765977 -1.8329662 -0.48172448 1.50107595 -2.53493877 0.89445971 -0.10227474 -3.37229978 1.34779619 -0.44327596 -0.42902233] Distance 9.203230688413663 Each least square approximations [-8.33242956 0.77940913 2.11631767 -5.16822419 -1.49255669 -2.82430466 1.00061131 -0.06541272 1.80130664 -1.63549284 0.06399276 -1.78989517 -1.0270075 1.23179416 -0.28033589 0.97001221 1.62803532 1.37507768 -0.59848944 0.32177168] Distance 8.655908352847705 Each least square approximations [-10.57976617 -0.51883091 2.30828359 -2.03743825 1.37773896 0.07613156 0.87249662 -0.41587501 1.39028924 -1.33937837 -0.23095671 0.36647099 3.32178624 -0.61273103 0.13775515 1.15538956 -0.93420516 1.68645625 -0.31642767 -0.47323495] Distance 7.736000931036821 Each least square approximations [ 1.27545297e+01 1.13925435e+00 -3.14680827e+00 1.58672020e+00 1.93739190e+00 2.76679521e-01 -5.69729141e-01 -1.76923667e+00 2.93911371e-01 2.43910295e+00 5.25115472e-01 1.10593102e+00 3.67084617e-02 4.16428164e-01 7.90126609e-01 8.51675107e-02 2.05760220e+00 -1.12471824e-02 4.91465908e-01 -7.16134111e-01] Distance 2.841310391753518 Each least square approximations [ 7.7290727 1.61075935 1.61785879 -3.2455704 1.05649633 0.24266606 -1.09973193 -3.77975061 1.15929482 -0.29044861 0.91707851 -1.01569186 -0.04671369 -0.55412552 -0.92111847 0.06548684 1.53921894 0.11870793 0.4909746 1.60564848] Distance 10.161798678460489 Each least square approximations [ 7.74470625 0.31242508 -2.49166789 -5.67917662 1.23233913 -0.51860254 -3.12382948 -0.57257341 3.17478708 1.0469287 0.58640328 2.51924559 -0.28406436 1.59965625 2.73348554 1.60383194 -0.55161027 -1.13967176 -1.03025226 1.48024333] Distance 7.698330881143916 Each least square approximations [-7.8887208 -1.04289517 0.99226391 3.40722264 -0.32402656 -1.43281405 -0.23595447 1.69131181 -1.29556083 2.4897397 -1.26609979 0.17362155 -3.11094073 0.29294539 -0.56741707 2.22880988 0.17632384 -0.40179324 -1.37629291 2.12845445] Distance 9.639223434476403 Each least square approximations [-5.7241733 7.39657076 -2.81465769 4.96484394 1.67203143 -0.53046587 0.36827856 2.22302657 -2.33000989 -0.22619147 0.46357483 0.3880532 0.84472943 0.6316941 1.81914213 1.42692489 -1.25460689 3.14859169 -0.09466622 0.70497455] Distance 8.08956544540898 Each least square approximations [ 9.52279317 -2.69046948 -0.5576166 2.18396782 -0.83810877 5.36342446 -3.04454233 -1.91087572 2.422773 0.98881985 -0.44124938 0.86423534 -0.43456947 0.40684317 0.66270565 -1.51330326 0.450765 0.14931999 1.10598732 0.13318407] Distance 7.759424387195599 Each least square approximations [ 9.08208419 -2.55139101 -1.50598911 -1.54843612 1.80361053 3.15703045 0.11502361 -2.57039764 -2.00447055 3.04565009 1.7598458 1.40166008 -0.87209224 -1.72758907 1.18138337 -0.35316653 -0.33633007 -1.18558634 0.77398647 0.47154089] Distance 8.858863562362993 Each least square approximations [-8.16386252 -5.27760077 -3.3590421 -1.66083549 -0.24297933 3.34561563 0.90925987 1.16404235 -0.16430979 0.13650471 -0.80948816 2.07478344 0.6469176 -0.51125909 2.28067922 0.51827303 -1.05743071 1.83127833 -0.10937576 -2.47711258] Distance 8.613224204155319 Each least square approximations [-11.75416078 2.21974237 0.55399615 -3.61173401 1.42636473 1.45316521 4.23378405 0.77971748 0.65418675 -1.50264652 2.0616021 -0.17284903 0.36729325 -0.22870137 -0.20922814 -0.44788102 0.72513121 1.51134267 1.53232705 -0.47784746] Distance 5.102758951143203 Each least square approximations [-9.04015127 -1.8724026 6.34541919 -0.12950642 0.87290233 1.846995 0.85013573 -0.88816533 -1.5644071 -0.73492982 -0.82573634 1.79301621 1.10814972 1.28684502 1.23148778 2.87084271 -0.77450299 -1.65655745 -1.64595306 0.25525419] Distance 7.8165922099066085 Each least square approximations [ 9.78536417 -3.91920129 1.08747111 0.45145233 0.86535705 0.31867263 -1.6815089 3.1426842 1.04629542 4.70873505 0.94820707 -2.36052223 1.56499494 0.4736004 0.5076778 -0.14687446 1.31573801 -0.95693655 0.60571135 -1.88218343] Distance 7.255254403587942 Each least square approximations [ 8.82670629 3.62835501 -0.82622394 -4.23591493 2.13476072 -0.93252779 0.88004728 -3.56770772 -1.9213059 -0.52605673 3.00501181 -2.23633282 -2.36955431 1.9254774 -0.10495088 -0.74506587 0.08408718 0.79113443 -0.59255093 -0.97151134] Distance 7.713192488341135 Each least square approximations [ 9.79668576 -2.81664782 -0.68884419 -1.82909558 0.96583437 0.40804792 -3.8236876 -0.21624051 1.6493492 0.91890946 -0.62042681 1.71518985 -0.1909844 -1.10501407 0.20935836 1.6997299 -1.99940013 2.04533441 -0.23278141 1.05479535] Distance 8.603204191175545 Each least square approximations [-1.02028316e+01 -9.86956759e-03 3.44298660e-01 4.73178385e+00 -3.03228406e-01 -3.48509935e+00 -2.01160791e-01 -2.45448476e+00 -1.03447817e+00 9.54064827e-01 -2.61909986e+00 -6.77190627e-01 5.92411349e-01 -4.57837548e-01 -4.73990927e-01 2.39202089e+00 -2.48565551e+00 -7.87447889e-02 -1.21501315e+00 1.68146108e+00] Distance 6.83646921883676 Each least square approximations [-5.11079515 6.29437124 -4.98704084 5.03022443 1.49797993 -1.00931014 1.63744576 2.52172134 -2.57046697 0.21519018 -0.28254359 1.23348944 -0.29287623 -0.05887763 1.01290814 1.79766988 -1.87444319 1.83461136 -0.58294932 0.60619061] Distance 8.30655868388654 Each least square approximations [ 9.01349246 -0.02414966 0.83219333 -0.56714363 -0.71886893 5.80456723 -3.45216848 -2.32174517 2.50366915 0.98312299 0.94897017 1.22216408 -0.93277538 0.24438203 -0.05393353 -1.1129884 -0.28637022 -0.81110436 0.16194854 -0.34079374] Distance 8.422882995756042 Each least square approximations [ 8.79683126 -2.995738 -2.8452408 -2.37504009 3.34727695 2.90261222 -0.29333612 -2.92157927 -0.88210383 0.85259328 0.59309549 1.3892488 -1.07407602 -2.60145125 1.08767644 -0.20515161 -0.98528445 -1.10079242 -1.14995332 1.58727443] Distance 8.37256786848293 Each least square approximations [-9.17968738 -3.96229109 -4.14166967 -1.56793921 1.46251093 2.17292392 0.96241705 0.28683653 -0.33254162 -0.40644003 1.17233037 1.95931832 1.17649073 -1.07002615 2.18605872 -0.54707641 -0.62032438 1.10539099 0.44144582 -2.04427816] Distance 8.418972045921851 Each least square approximations [-12.1739672 0.44900743 -1.21531439 -3.71356696 0.59761731 4.81569978 0.28051592 1.11922848 0.26774649 -0.58703475 1.47540253 1.4570281 -0.71946196 -0.37218486 -0.69919181 0.49121333 0.57086146 1.60982051 -0.25193976 0.32836104] Distance 4.433754855880207 Each least square approximations [-9.74492732 -2.03265502 6.42405563 -0.15187439 0.09088744 1.73628194 0.21883167 -1.27416829 -0.9020536 -0.62200008 -1.47218392 -0.10792687 -0.05204224 0.39237494 0.9600355 1.31262572 -0.84630629 -1.25113926 -1.44190527 0.60191391] Distance 7.836984274213723 Each least square approximations [ 8.95576024 -4.72072486 2.40574893 -1.87396624 2.37023039 1.52940946 -1.20503036 2.77212695 -0.56997293 3.73864575 1.23249364 -2.43137292 1.10705517 -0.28890239 0.73784186 -0.77948986 0.60748213 -0.36694087 -0.20500407 -0.20752467] Distance 7.983510656508821 Each least square approximations [ 9.45132067 3.1865581 0.61778981 -4.69029266 2.00395126 1.02097671 1.08318246 -2.74267067 -0.82143007 1.16764726 2.69425541 -0.80817481 -2.34209857 2.34873539 0.0161145 1.39692236 -0.61620571 0.52332316 0.10585901 -0.086935 ] Distance 7.629627045401693 Each least square approximations [ 9.99893079 -3.11934554 -2.36050617 -2.85462946 -0.99247981 -1.94349981 -1.99797276 0.69919394 0.75213037 2.40186275 -0.35589124 1.22358667 -0.7292976 -1.20819593 -0.42420136 2.6585988 -1.77417276 1.93887241 -1.16804357 -0.08820699] Distance 7.69761994704378 Each least square approximations [-10.54854915 1.18590928 2.27173202 4.3437552 0.92725067 -1.21204883 0.53410352 -1.0959617 0.09414388 2.58985077 -2.6155197 -0.09514563 0.13352603 0.04729615 -1.55411433 -0.67192186 -1.17496924 0.64009782 -0.4151282 1.42592866] Distance 7.512121607501206 Each least square approximations [-6.34408059 3.58203448 -8.50003949 4.12259525 1.47303551 -3.31255511 2.91981641 2.74431642 -1.54555471 0.23983092 0.14014713 0.40836638 0.62439139 -0.50489291 0.62850216 0.30637427 -1.59452628 0.78772835 1.18555787 0.64938747] Distance 7.334434769514232 Each least square approximations [14.45202869 3.78784976 1.51887583 -0.65056782 0.22028846 2.0181014 0.32885668 -0.60556095 0.51055376 -0.10410557 -0.9198906 -0.29965821 -0.56513835 -0.98312238 0.31333653 0.26913461 0.05285611 0.06956643 0.07233869 0.2417892 ] Distance 0.8967526148112677 Each least square approximations [11.13753654 -3.97440197 -5.02160805 -3.6039223 2.24067351 -0.67987576 -1.33577798 -0.80325507 0.72644702 -0.64912817 -0.24917958 1.27188401 0.60815733 -0.37610824 1.77146901 -0.60817286 -0.4560583 0.4000811 -0.24212599 -0.12872562] Distance 6.405123827291 Each least square approximations [-9.69134685 -3.93091185 -6.92676125 0.77611696 2.8308702 1.6785249 1.50153086 0.21865234 0.01268041 -0.94201007 0.98257279 0.78339488 -0.60910493 -1.97100735 -0.59536661 -0.56581409 -2.30246891 0.4868608 0.63604567 -1.21530148] Distance 6.940271310989376 Each least square approximations [-1.14154076e+01 4.29964151e+00 2.83868103e+00 -2.55649730e+00 -4.82623368e+00 -6.60385839e-03 -1.56187916e+00 -1.57399356e+00 3.05126049e+00 1.06906695e+00 -1.30931396e+00 -7.71947687e-01 8.41950969e-01 -1.04974609e+00 8.12889949e-01 5.65609649e-01 -1.25346157e+00 1.06031146e+00 -1.67485042e+00 5.38382065e-01] Distance 4.59649808706352 Each least square approximations [-10.2232592 -2.21096463 6.63918468 -1.57215801 -2.79795304 1.71059436 -2.6738344 -1.89098211 0.74840627 -0.1697831 -1.46738266 -0.90203628 0.72105561 1.27218442 0.65166559 -0.25967733 -0.4618844 0.63471298 -0.31516532 -0.23543536] Distance 7.048674399223146 Each least square approximations [10.77025419 -3.06964883 4.49205902 -4.48383484 3.30498788 1.21406751 -1.21861582 0.46080384 1.75444737 2.67864872 -0.85989297 1.04589219 -0.48457266 -0.9413005 1.36449027 1.34282468 -0.13830857 0.08426984 -0.42152316 0.8917302 ] Distance 6.033615317456186 Each least square approximations [10.97523019 3.08847656 4.34083091 -3.74735709 4.31424005 1.29149804 0.66119567 -0.27479423 -0.11114894 -1.89460057 1.47726916 -0.72907359 -0.70568328 -0.87629 -0.91992823 -1.23277542 0.04327827 -0.74132522 -0.12643695 -0.40432767] Distance 6.302624871302773 Each least square approximations [10.49799919 -5.11772938 1.53073186 -5.85591952 -0.03881645 -1.43871145 -1.94740962 0.6990774 0.35745514 1.38924722 3.02734792 -0.14258662 0.12391115 0.71273995 0.84523498 0.99282603 -0.32480567 0.2088967 -1.21738076 0.96251378] Distance 6.218053563432134 Each least square approximations [-11.13130205 -3.23953062 4.54722624 2.98044623 -1.8401059 0.81420933 -2.21406166 1.2741117 0.56745194 2.80576251 -0.34931756 -0.58117584 -0.43820207 1.99325664 -0.3739031 -0.23505207 -1.48266326 0.24058262 -1.91580306 1.15497654] Distance 6.266177385957896 Each least square approximations [-4.81885645 2.93223754 -1.3876886 1.23212702 -5.41830054 0.20254978 -1.31552758 -2.11886533 -2.36614854 3.34681042 -0.38290107 1.52629437 1.25898274 2.02556959 3.28480302 2.79634585 -1.57708673 -0.12608049 -0.69577304 -1.90454815] Distance 10.095661230563124 Each least square approximations [ 5.81028715 -2.34902788 -3.44508824 -0.28433278 -1.27547397 1.85196919 0.86611506 -0.35763298 -0.89704425 -3.55378866 -1.24994182 -0.46853769 0.47194603 1.10243584 -0.04322581 -0.19121156 0.47546064 1.72410802 -0.39957365 -0.29625757] Distance 12.070321390042993 Each least square approximations [ 6.72784681 5.95930372 2.64045126 -0.83325317 2.92420786 2.31978298 -2.51157495 0.18167325 1.80808373 0.13355318 2.35421764 1.4278206 0.39718344 0.96768116 0.61508011 -0.62994175 -2.81985841 -1.2340005 -0.69365464 3.15487335] Distance 9.034918520880986 Each least square approximations [-7.44963106 -1.63915829 0.03620857 -5.91855888 0.33237448 -3.51553412 4.73419907 -0.60152106 1.40839443 3.79812289 -0.63821935 1.94559769 -0.22918704 0.78888777 -0.63598084 2.45930162 1.65276519 0.33339587 -0.75049248 0.3547663 ] Distance 7.954429299782034 Each least square approximations [-7.21151152 -0.53158165 -3.75858515 1.45105973 -0.10839283 -2.93422092 0.98644069 -1.43803668 0.36968082 0.63432711 4.33998168 0.91664685 2.38760186 1.09750777 -1.7163214 2.33197744 0.73988579 0.1226025 -1.32903328 1.28813291] Distance 10.164520031001693 Each least square approximations [-6.85213994 -3.19881829 -0.28184853 2.27420922 -2.20254971 -1.18405254 -1.98334154 2.69315133 -1.85861591 -0.7471742 1.39680368 3.12897435 1.45085405 0.43286229 0.99551932 -0.03574568 -1.09778451 -2.00651337 0.4867452 0.67864287] Distance 10.869657140595878 Each least square approximations [ 4.65002037 -1.34861506 2.89311469 -0.05880679 0.78535487 -1.03887788 -3.97689087 -0.57694379 0.22084308 1.93587661 -0.48346233 -0.50588066 1.0630917 4.89234683 -1.10037875 -0.19241787 1.01595774 -4.4804959 2.18305527 0.53889982] Distance 10.796798696931411 Each least square approximations [11.28631781 -3.15466759 -5.76234183 3.38680298 -0.99986253 -2.70562779 -1.36414997 0.49099483 -0.80639927 -0.96137549 0.4529741 -0.05836789 -3.20115249 0.27487208 -1.02549597 1.35863766 -1.72306967 0.16043207 -0.60656458 0.03360099] Distance 3.4921843543771547 Each least square approximations [ 8.37168833 0.44241789 -0.92420535 2.16919377 -4.98916853 2.10049862 0.2102842 -1.6540618 5.12847073 -0.0994863 0.70020667 0.05699238 0.45336942 -1.89427405 0.91391871 1.97627168 1.0182967 1.57421817 0.2337972 -0.50472971] Distance 8.712311827482106 Each least square approximations [-9.60433781 2.80476752 -1.36458337 -4.21195993 -1.88245166 -4.71763114 1.44649077 -1.38106631 -0.95554336 0.38840123 -1.70328488 0.56189099 -0.32580059 -0.0194212 0.67059378 -1.09008691 0.8944778 1.13592553 1.01704569 0.03697782] Distance 8.02054703697568 Each least square approximations [-7.77784824 5.59035815 3.1122402 1.82297254 -0.65021145 -0.67295601 -3.88192392 2.53312406 -1.56395285 0.34053142 1.46217636 -1.79424672 1.56592288 -0.2592774 -1.30951896 1.91010408 -0.60426171 3.01306902 -0.07105559 -0.07693002] Distance 7.75117345158915 Each least square approximations [ 5.61716897 -4.68060871 -0.76694767 -0.71211002 -3.04370373 0.11356701 -2.01169073 0.07417126 0.45300489 0.89143495 -3.34957247 0.16856454 -1.45771719 -1.22506661 0.31307877 -0.17172836 -0.18322629 0.39606885 0.1588578 -0.25827337] Distance 11.32635282211852 Each least square approximations [ 6.86954511 2.98471703 0.76575346 -1.18506387 -1.96778393 -2.31534304 -1.95822386 -4.13535729 1.16755195 4.10802857 3.51183883 1.13333649 0.88432451 -2.53301617 -0.20528779 1.82385286 2.62537371 2.26187231 -1.22023932 0.39244696] Distance 8.2535755818749 Each least square approximations [-8.70373459 -4.44529503 4.68781664 -0.7560935 -3.56263775 2.02035024 0.93795186 0.45421491 -2.75261371 -0.65435192 -2.86906306 0.82194807 0.17511043 -0.48117543 0.59619136 1.22069213 -2.99400998 0.73993902 -0.50701931 -0.6668578 ] Distance 6.877407861972844 Each least square approximations [-5.59577663 1.17242963 0.17492597 -2.32385028 -2.25093653 -3.18961741 2.88014335 3.56723913 -0.31255602 -1.54827966 1.55601284 3.65909371 -2.3689874 -0.69520069 -2.50307367 1.86765851 1.02797145 0.83896522 0.71693196 -2.70242296] Distance 9.713117253031504 Each least square approximations [-8.67408328 0.78263075 -0.95981351 2.3228157 -0.51895607 0.99570232 5.15631952 2.45192932 -2.54595687 -1.53556837 -1.49256942 -0.19572065 5.08575435 -1.59842536 0.35684591 1.41338731 1.14751218 -0.53595322 0.5113412 -0.78184757] Distance 7.231761463733691 Each least square approximations [ 8.42252298 1.86703903 -1.0736037 2.71980416 -0.85198252 -3.12773775 1.41299616 3.3414237 -1.50705758 0.11809807 -1.2921487 1.5512018 -0.09294605 -0.01186132 0.07967021 -1.19268273 -2.26933591 -2.41559714 -0.30088064 0.40174437] Distance 9.315292288019196 Each least square approximations [ 4.42857586 1.72789841 -2.1172412 -0.99016475 1.55753611 -1.44746173 -4.52345265 -2.71106296 0.06593947 -2.70215497 3.55340873 -2.80334114 0.15951643 1.94221991 -1.26502526 1.85565823 2.19477363 -0.57217078 -1.45917748 -0.47032093] Distance 10.389127627745637 Each least square approximations [ 7.13745172 2.05421828 -2.62071073 -0.92459816 4.54834321 2.69995474 -2.77145749 -3.27669484 3.3143536 -2.44503883 2.47945241 1.33534366 -0.63491134 1.29993862 -0.12217156 0.95751164 -0.46189154 0.54217708 -1.27809465 1.71202246] Distance 8.377575655242088 Each least square approximations [-6.42206116 -0.12494937 -4.07788806 0.66303494 -1.82681002 -3.24233059 0.14516177 -0.94588072 1.67876382 3.89563984 1.30363369 0.39398863 0.33147737 -1.54010705 -1.55600706 0.47519245 -0.75084485 0.60077137 -0.72752104 -0.62848329] Distance 10.608278334673827 Each least square approximations [-9.34867999 3.30569253 1.57153851 1.57890441 -0.13313909 3.3202921 -0.66970652 1.30052521 -1.39634142 0.9196248 2.08056024 -1.57099603 1.78388705 -0.41567496 -0.31352803 2.07502808 -0.7463818 0.39850215 0.28197676 1.99301646] Distance 8.943527982330975 Each least square approximations [ 4.88010971 -2.78684009 0.92658946 -0.40711269 -3.2928474 0.25588082 -1.83673738 -1.73490446 -1.60251082 1.37610273 -2.69850845 -0.08688573 -1.84696099 0.22621081 0.04881227 -1.66454182 0.78462324 -0.31960411 1.27826195 -0.52189631] Distance 12.168264432442928 Each least square approximations [ 6.29786464 2.97556224 0.18078516 0.42218682 2.3986988 -4.85397717 -3.09597348 -1.4095589 1.2623292 4.619818 2.4677845 0.19666093 -0.48509536 -2.24462179 0.30225076 -0.17774661 2.07020306 -0.45277886 -0.91377656 0.0675767 ] Distance 9.442938009132178 Each least square approximations [-9.40808217 -0.84142102 1.12186166 -0.27456197 -6.33523101 -0.16308897 0.86511702 0.46708262 -2.36733789 0.61973343 -2.52460915 1.57415413 1.592976 0.14741564 -0.58148769 1.95547183 -2.84355123 0.32212117 0.41673806 0.06341443] Distance 7.547499368390307 Each least square approximations [-4.90144937 0.48764209 -1.6951058 -4.54332392 -0.90728883 -3.48517254 -0.3612918 2.75890625 -1.06725769 -0.224354 0.72263541 2.89882946 0.223999 -2.49544984 -3.52129909 1.48557871 0.25412947 3.06695633 0.0826734 -0.57650784] Distance 10.453609974276239 Each least square approximations [-10.88475275 4.4210452 -1.50320658 2.16786378 -0.48801651 -1.69446658 3.61784612 3.0915882 -0.55379326 -1.097122 -0.65444749 0.73084916 1.50538467 -1.73224607 0.90063828 -0.19242733 -0.58838497 -0.28112511 0.55238663 -2.05216879] Distance 5.8572269635453775 Each least square approximations [ 8.74810189 1.78663718 -2.58000074 1.661274 -1.5471865 0.69669704 1.00588851 2.98492154 -2.1901186 -0.49355418 0.70814543 1.62879855 0.08661118 1.28501546 1.43946655 -0.13717384 -1.38547394 -1.81958764 1.23172864 1.8606714 ] Distance 9.720247694755997 Each least square approximations [ 4.57973011 1.27731995 -4.39780974 -3.3668039 0.9652322 -1.52887411 -3.79596816 -3.21754514 1.12650256 -1.54385404 2.09785478 -0.34158917 0.62025554 0.03223722 -1.08830321 1.50864395 1.52897674 -0.41838901 0.82741269 0.48460209] Distance 11.036950514977075 Each least square approximations [ 7.54640821 2.8138958 -5.81614705 -0.74266514 2.13086497 1.32529627 -1.70040486 -3.08131943 2.43211973 -0.77582842 2.01117253 2.4361758 -0.52316095 0.81231659 0.21469607 -0.01246454 -2.76408449 -1.92787319 -1.48079632 -0.64650524] Distance 8.318832716132071 Each least square approximations [-6.32312029 0.23900564 -3.71540018 1.65426332 0.56891152 -3.51353048 0.9972748 0.99592804 1.56129813 3.1281631 0.86922034 -2.82381775 -1.0675713 1.34191224 -1.36572455 -0.85904084 3.52129998 -0.40931275 -0.42824356 0.58718867] Distance 10.380240838516603 Each least square approximations [-4.42470889 3.33318799 -3.5255865 1.49515755 -3.69708209 -0.28949318 -0.99123006 -1.245163 -2.59925311 3.48222205 -0.98717632 1.35824187 -0.18051509 2.58322208 3.62453593 3.35200107 -1.45921098 0.93732967 -1.15770812 -2.82490416] Distance 9.727653433148943 Each least square approximations [ 7.65796593e+00 -1.81192286e+00 -4.05371076e+00 -2.11020245e-02 -6.38764164e-01 3.02530570e+00 8.01965737e-01 -8.74292527e-03 -9.15387083e-01 -3.40720206e+00 -1.07172850e+00 -3.74336648e-01 1.05130869e+00 1.44855554e+00 -1.64472168e-01 -7.49390874e-04 4.25437555e-01 1.62929212e+00 -5.35255286e-01 4.06713220e-01] Distance 10.609250798870171 Each least square approximations [ 7.96302115 5.07240369 0.18366288 -1.4635655 1.91388135 3.99274729 -1.50372097 -0.22092067 0.40723688 -0.24126734 1.97397136 2.44351853 0.77730918 0.22149807 0.34090509 -0.74454093 -2.77951582 -1.31393656 -0.97608418 2.8487444 ] Distance 8.843591361791582 Each least square approximations [-8.89555329 -1.26606591 -0.41215185 -4.69138235 1.2388416 -2.37130662 3.55176596 -1.49654461 2.77361978 3.42547074 0.64249257 2.22112525 -1.69482749 0.02075723 0.03765771 1.55651126 1.46244819 0.980685 -0.38353891 -0.26326087] Distance 7.9411636583480565 Each least square approximations [-8.72091307 1.70547986 -4.06561427 0.66899299 -0.14821432 -2.84738784 0.37739271 -1.74977189 1.32644293 -0.03349415 4.10990236 0.33610143 1.98293449 1.42856212 -0.87370107 2.17172853 0.73504496 -0.97422182 -0.48685028 1.52931043] Distance 8.934100928625229 Each least square approximations [-7.29155567 -2.99921858 1.45925639 0.53421781 -2.51084856 -0.53574623 -2.75461327 1.55551344 -2.85363138 -0.70453123 0.91899671 2.14938836 2.22158666 0.78258079 1.61326621 0.03536443 -0.40842014 -1.78030036 1.2632307 0.85871677] Distance 10.595907485997174 Each least square approximations [ 5.31645726 -1.8454914 3.40841071 -1.05527576 2.14443893 -0.01227644 -4.26141373 -0.53247282 0.93604331 2.49900394 -0.77048012 -0.97485314 0.5610771 4.2478823 -0.22682394 0.17266765 1.49321898 -4.25706288 2.49703022 0.04819599] Distance 10.01176118290502 Each least square approximations [12.78057218 -0.59945476 -3.36431763 4.05749567 -2.24459171 -1.81937414 -0.46547494 -1.17932211 -0.81459614 -1.33959253 1.41290473 -0.51683203 -1.93308878 -0.11289078 -1.35695902 0.08684007 -1.3121834 1.01424472 -0.668211 0.05418895] Distance 2.532644884568013 Each least square approximations [ 9.4600215 -0.79887384 0.27534229 0.83783491 -3.66796756 1.91178634 0.94987768 -1.32238167 4.71615271 1.15678618 -0.288035 -1.45033701 0.83536176 -2.50036506 0.95619888 1.809312 1.20691021 0.63952671 -0.32304509 1.03509283] Distance 8.411938950015328 Each least square approximations [-11.25346578 1.34666911 -1.06003118 -3.2806617 -0.86764692 -2.9508652 1.00086131 -1.54922134 -1.0414982 0.20993447 -1.39510105 1.57806828 -0.31372768 0.07725719 0.74095762 -1.2453871 0.12881585 -0.11614058 -0.43714868 -0.84857287] Distance 7.711066966598182 Each least square approximations [-8.68696815 5.53336914 -4.64872613 1.15375085 0.75620822 -0.1413647 0.97034418 1.80353423 0.66935689 -2.18621298 2.22098959 0.03184724 -0.28685428 -0.51338728 -0.31801845 0.06012204 -0.42142977 1.05912297 1.42469375 0.81343663] Distance 7.699713574194928 Each least square approximations [ 9.01498948 0.78465666 1.72739765 -2.83098296 -1.77520088 1.96909681 -1.65593555 -1.95857567 -2.22484585 1.48008667 -0.61255603 -1.1179026 -0.65184211 0.78112554 -0.86968522 0.82492644 1.54012319 0.81208869 0.12269658 0.65468567] Distance 9.300235626562811 Each least square approximations [ 9.41342982 -1.39645289 -1.99447607 -3.21420298 2.52472484 0.70186321 -1.6673263 -0.18735383 0.72341082 1.92294602 0.19579878 0.88394967 0.25539324 -0.27863127 1.93801907 -1.19098363 3.08557893 0.46899713 0.67494418 0.3156513 ] Distance 8.514120737407714 Each least square approximations [-8.99324442 -2.10225218 -4.77823572 -0.79103742 -0.54516641 -0.21729749 -1.57017788 1.47990418 -1.39957393 -2.3199967 -2.13143853 -0.51825702 1.72762943 -1.80939992 1.00918474 -0.19728207 -2.96993505 -0.09999981 -1.79787586 -1.07307818] Distance 7.826844429686042 Each least square approximations [-8.81156444 0.40703508 3.46979659 -4.16653067 -2.27041423 -0.70453074 0.16660728 0.63284562 3.62263139 0.10243555 -1.66631066 0.27443769 -0.74918438 0.54449626 -0.36936034 1.84577638 0.89188536 1.44598814 0.2700276 -0.03729141] Distance 8.429832867911468 Each least square approximations [-10.28910097 -1.2955087 2.78981478 -2.12707843 0.77543649 0.25578341 1.45136101 -2.05263726 2.87286522 -1.11859642 -0.02951315 1.07241401 2.58885314 -0.75515187 -0.04359735 -0.32077417 -1.24162195 1.61560747 -2.05313804 -0.9520656 ] Distance 7.318026753111004 Each least square approximations [12.60482962 0.43872078 1.97104365 2.96967469 0.22773994 2.50317615 0.68336252 -2.01147487 0.16310543 1.95968771 -0.4569248 -0.23964472 -2.26909245 -0.2849038 1.06972228 0.10704847 0.25439552 1.67844369 -0.37813104 0.16031845] Distance 3.394028200004532 Each least square approximations [ 7.26633269 2.75717614 2.24232234 -2.40361762 3.67324033 1.73086815 -1.56912708 -2.15929447 0.50050798 -2.14741942 2.34791828 0.32039243 -1.77503901 0.43582306 0.79096818 0.29754661 1.07233745 -0.42893924 0.78202836 0.32752584] Distance 9.812882273655866 Each least square approximations [ 8.92019402 -0.36479446 -2.42247432 -6.62882727 -0.01108329 0.38941769 -3.20144016 0.09307701 1.71045817 0.07822664 1.78913842 1.78206561 -0.55988576 0.89413332 1.72850447 0.89033788 -0.08820704 -1.27140317 0.78739119 0.96038891] Distance 7.09979089063554 Each least square approximations [-7.54679143 -1.80226046 2.33098633 3.42999044 -2.73426868 0.06891596 0.31294006 1.54790985 1.01378067 2.81344024 -3.26953542 1.21439565 -1.87475275 1.20476598 -0.98109509 1.23193288 -0.6490855 -0.96930506 -1.35809136 3.33057508] Distance 8.801716416363693 Each least square approximations [-3.72801853 3.03375453 -7.06765479 1.18256006 -2.51549452 -2.24224337 1.04896836 0.01012768 -1.60075369 0.58940938 -0.20180468 0.92837272 -1.90757747 1.12863799 2.12463723 2.98102778 -2.31841846 0.57149319 -0.69989411 -1.46842511] Distance 9.935617369811593 Each least square approximations [ 7.99274371 3.01638308 -1.71244759 -1.96502118 -1.38238021 4.59870327 -0.53807268 0.12052736 -0.84788369 -2.94763673 0.85653656 -1.37895695 0.76510061 -0.00823505 0.52799624 -0.5217768 0.46381673 0.75866453 -0.8567152 0.19254774] Distance 9.910475102577612 Each least square approximations [ 7.42431392 1.49232166 -1.10571317 -5.53466326 2.18710317 2.44974523 -1.67698156 -1.0943181 0.83630726 -2.2951315 -1.30630849 2.22083508 0.85338646 -0.71392627 1.55140185 -1.75399995 -3.03497058 -0.10747623 -0.69340117 1.05404238] Distance 9.053144376231693 Each least square approximations [-7.53666386 -1.23450928 -3.93170563 -1.80057318 4.57766785 -2.05652563 3.36192794 -2.10782041 0.51814421 1.51019408 -0.05688149 0.80955961 -1.2634651 -1.89719065 -1.14207844 -0.43004072 0.43529939 0.86926419 -0.38426736 0.4104979 ] Distance 9.326750056309011 Each least square approximations [-8.7939856 0.44486697 -1.45323545 -0.07135104 -4.03569401 -0.30294376 -1.45281668 -2.46215518 1.17160788 1.86425109 1.1572082 -2.91013439 0.95317503 3.57283258 0.32430342 1.40741256 0.45890185 -0.83351078 -1.42188207 0.31084913] Distance 8.857637368477855 Each least square approximations [-7.32391373 -3.90661649 1.94112529 -2.194763 -4.12948894 0.22829367 -3.7327405 -1.35893859 -0.01071928 0.97179725 0.0928772 0.67917945 0.99975439 1.9807368 1.0572806 0.83880471 0.35050849 0.38370187 0.3418915 0.38297254] Distance 9.850597701688772 Each least square approximations [ 6.52937861 -2.15485399 3.71386264 -2.82839366 4.90708049 0.04448662 -3.54963661 -1.66433091 0.79798919 2.06908616 1.21586982 0.19645941 -0.21418582 2.09732466 -0.17721681 -0.25137573 0.4073172 -0.79300398 2.10877135 -1.18602857] Distance 9.484473976680372 Each least square approximations [12.47205975 -4.07822913 3.40548853 1.62455982 -0.60669576 1.4842792 1.78612203 -1.1912744 -0.29414571 -1.88807417 -1.41687445 -0.7762098 0.91725591 0.20161907 0.45351726 0.23047985 -0.06979139 -0.28156646 1.67543872 0.28558446] Distance 3.4815911516163536 Each least square approximations [ 7.40085793 -1.77448216 1.56179772 -3.67805441 -3.52677109 -1.15345625 0.68864441 2.0948797 3.05615374 1.7937131 1.62417707 -0.3725111 1.18272436 0.36899411 2.26212951 1.08442093 2.10587551 0.63220253 -0.27501677 0.63355539] Distance 9.752120599580765 Each least square approximations [-9.81947968 1.06863612 3.93748107 -2.35176496 -0.36320371 -1.09888905 -0.71928526 3.04903563 -2.21664029 2.188392 -1.01023449 3.16872358 -0.5722116 1.08672318 -0.64902612 -0.0446077 -0.61118803 -0.46389056 0.19890303 -1.77853381] Distance 7.736830454701028 Each least square approximations [-6.80746139 4.177204 -1.53246297 0.85682311 -0.45394214 -3.92339506 -3.1288636 -1.69096071 -0.97477417 0.99011496 1.41146474 1.1970099 -0.12811744 -0.35877824 -1.80233356 0.16156902 -1.79332829 -0.48417167 1.448543 0.4883026 ] Distance 9.67721393471639 Each least square approximations [ 5.87759361e+00 4.36566015e-01 -1.14794658e-01 -2.17400961e+00 -2.67061680e+00 8.85603962e-01 -2.07361424e+00 -1.32660892e+00 -6.62741087e-01 3.22830885e-01 -2.34597254e+00 -4.68959211e-03 8.08079326e-01 -1.00245397e+00 6.00508697e-01 2.10145202e+00 -1.43243859e+00 5.45684067e-01 5.47789477e-01 7.97635102e-01] Distance 11.580681002857883 Each least square approximations [ 9.53498307 2.66387171 2.37061253 -2.30409362 1.77437972 -3.73625113 -0.25919592 1.25454163 -2.50044131 3.19069177 -2.89809043 -0.21666344 1.23653482 1.98004745 -1.52037242 1.16999508 -1.03477928 0.79768679 -1.82191404 0.24032377] Distance 6.0456267206053695 Each least square approximations [-6.59138906 -2.7338556 -2.08053809 0.65796532 -0.47296554 -0.07785917 2.87153796 1.88404967 0.89538225 0.23064436 -2.17445854 1.38564862 -3.25922354 -0.73404179 0.08833104 0.69502899 -1.09272655 -0.20837531 -2.29105531 2.59791332] Distance 10.160422869669476 Each least square approximations [-5.69350642 -0.70970157 1.06214988 -3.335939 -0.25704089 -2.67677066 -0.85736794 -1.19053933 0.36627465 1.01903099 0.26047089 0.01226529 -0.20938572 0.62222089 1.08819328 0.38648315 1.2099184 2.71472991 -1.13570925 0.71989447] Distance 11.62434534263875 Each least square approximations [-6.15349726 -1.23522449 2.24607831 -1.56049191 -1.2249645 1.39085062 -1.2546432 1.14805435 -0.57720265 1.12047353 -0.02282782 1.35815139 3.81087294 -1.52393405 -0.83586031 -1.66193141 0.89623539 0.95779397 1.51856847 -0.64873929] Distance 11.04294888471979 Each least square approximations [ 7.72918975e+00 2.05131009e+00 2.47398572e+00 -1.32952168e+00 1.89631779e+00 -1.72619049e+00 1.96124013e+00 6.51703886e-02 -6.94804155e-01 -8.31802665e-01 -1.81153156e+00 -8.04804203e-01 2.57786873e+00 6.63721614e-01 -4.63562134e-01 -7.28983614e-01 -7.84740689e-01 -1.45612133e+00 7.62726672e-01 -7.27393691e-03] Distance 10.237926353149799 Each least square approximations [ 6.1717271 0.81259963 -0.41655476 -2.16672285 2.45364235 -0.32219641 -3.64276792 0.13004047 2.57932356 -1.37451097 0.5909779 -2.10132124 -0.55885052 0.23229052 -1.44657821 1.97530793 -1.35697179 0.78570823 0.41187534 -1.42164453] Distance 10.769658138489882 Each least square approximations [ 6.50650095e+00 -4.82870242e-01 -3.88636508e-01 -3.39331306e+00 1.30341793e+00 1.74915319e+00 -2.63208174e-01 -1.17221052e-01 8.11086632e-01 -1.48687957e+00 5.52542211e-01 1.36479332e+00 2.57325718e-01 3.48560262e-01 -1.40380571e+00 1.50209770e+00 -1.42973914e+00 3.24450576e-03 -1.06720689e+00 1.43498574e+00] Distance 11.382612194798911 Each least square approximations [-5.92776699 -1.48927381 1.92271095 1.43661261 -1.240192 -1.73325544 2.90176367 1.56872118 1.57741453 2.90232101 1.77393684 0.12848633 1.12270527 -0.75149889 0.41798424 1.63735808 -0.73328159 2.28518797 0.76666844 1.5780884 ] Distance 10.825801348924893 Each least square approximations [-7.07357493 3.8572387 -6.24484523 -0.0370385 0.48186213 -0.5098918 -2.93216769 3.83569634 0.07690257 1.43829312 -2.33629578 1.27204746 0.08780415 0.8073912 -1.18387817 1.52693354 1.29040642 1.69217789 -0.73886613 0.74998625] Distance 7.685206065797286 Each least square approximations [ 7.11446803 1.1958871 0.056377 -1.24833373 -0.22641597 2.72380185 -2.83391712 -1.79532094 -2.02470727 0.14466126 -2.12379523 0.56086835 1.03426643 -0.966505 0.35505578 -0.19517218 1.18797721 -0.24859213 -1.32973223 0.05730119] Distance 10.921021299984954 Each least square approximations [ 8.03533436 2.686986 -4.88942301 -4.32209558 0.68641269 0.36417098 1.17776373 -2.92688852 -0.94209036 0.93878603 1.8902907 -0.19684576 -1.70308428 -0.42850702 1.00851857 2.01382007 1.54747027 -1.02480835 -0.20788055 1.89464695] Distance 7.772535491663161 Each least square approximations [-12.52213191 -0.16252667 1.82712811 1.02708482 2.09905633 1.07362075 -1.46671909 1.77476493 1.12012444 -3.45861689 -1.0390466 -1.18160282 -0.56016687 1.37616404 1.13974154 -0.77065609 0.35202611 1.62618837 0.28053086 -0.86376717] Distance 3.2386941600212804 Each least square approximations [-8.22743592 1.60204336 -1.31894486 -1.66025071 -1.09265508 1.84221094 -2.16997037 0.30959784 1.06131271 -0.30964553 0.08826087 0.73677885 -1.44190468 -0.68878564 -1.60765332 1.4242337 0.20457235 -0.27752223 0.78959337 -0.13509749] Distance 10.588348106125741 Each least square approximations [-9.40378468 -0.16643953 0.13093749 -1.98803704 -1.63496579 2.66659071 1.44938221 -3.01987333 -2.24257188 -1.78901557 -3.53027818 0.32808529 2.49401425 -1.62864554 0.41837235 -2.04548125 0.09570025 1.09466474 0.11705 0.73861674] Distance 7.531775643709827 Each least square approximations [ 7.7910636 -0.15896579 2.5418619 -0.93449933 3.23672584 2.25334537 3.62793176 0.03696243 -1.98959592 3.65211932 0.38395774 1.86049133 -0.61004257 -0.43008329 0.5691082 -1.94759005 0.50503534 -1.5191841 -0.20460847 1.14023506] Distance 8.92730222857156 Each least square approximations [ 7.85686339 4.08734062 2.69605061 -0.86012979 -0.16610429 0.32252801 -1.50375915 -0.59406723 -0.90965826 0.67531756 3.69482749 -1.23749251 0.60146817 0.38582026 0.35423578 2.83442655 -0.33295273 -1.05305868 -0.05273943 -0.7150638 ] Distance 9.48140401536711 Each least square approximations [ 9.23940212 1.91994069 -1.3971932 -5.30559901 2.79008791 -1.3912506 0.63244864 -2.93837227 0.17682872 -0.60059132 -0.60423324 -1.87257977 -2.29268661 -1.45843251 2.28669712 0.49440039 -1.92203978 0.062704 -2.05457045 -0.12869278] Distance 6.556960321539352 Each least square approximations [-8.54029383 -0.63993977 0.62366951 1.46274227 -0.42460294 2.54038944 -1.19072105 -0.79892353 2.45328324 3.20473817 -2.32112868 -0.13370884 1.70742349 -2.68443354 -2.22556779 -2.19069711 0.78568722 -1.72502566 -0.53985708 -0.56176676] Distance 8.696302356640635 Each least square approximations [-8.2533238 -6.18884436 -6.65547917 0.85193953 0.74144581 1.08245441 0.47931257 -1.47572151 -2.47354309 -0.20243797 3.91640562 1.03301788 -1.55945288 0.33835834 -2.45491915 -0.55297155 0.1205539 -0.4923803 -0.4750794 0.20455823] Distance 3.751874614900531 Each least square approximations [ 4.51391788 4.1693304 1.22201919 -1.28317796 -0.68757122 3.36515113 -0.9182981 -1.05278739 -4.28485509 -1.83932985 -1.10533284 -1.76678233 0.52662932 0.1673065 0.02999524 1.10498888 1.31810616 -0.95645797 -0.38144069 0.50604043] Distance 10.784211711409316 Each least square approximations [ 4.73529628 -0.9172368 -3.14537696 -2.34911784 4.09975701 -1.62730511 -1.86275106 -1.18565237 2.62853407 1.1357329 0.6726511 -2.39087109 -1.03099744 3.33888438 0.77441677 -1.50694159 -0.14138122 -0.15953114 2.04279089 0.12364143] Distance 10.243185255058078 Each least square approximations [-5.96428253 3.35620212 -5.48005864 2.38189204 1.51778699 -0.90758306 -0.12430832 2.483587 -0.64445858 1.51331289 2.08683685 -0.07649406 0.82761331 -1.75241628 -1.31308572 0.18437434 -0.5907247 0.77084543 0.7384197 0.73608725] Distance 9.75454460223103 Each least square approximations [-5.08758728 0.24696775 1.35057488 0.7295858 -2.20353945 -0.39592582 -3.03673398 -1.53863812 -1.03012666 0.46173534 -4.3201601 -0.21152725 3.95846431 0.21341832 2.02387443 0.63976962 -0.12435007 0.64268515 0.34159978 0.28610152] Distance 10.764814335717276 Each least square approximations [-7.71287139 -0.01801423 -2.25633393 -2.34799579 -1.67534286 3.53075027 -3.56667483 -0.80919164 2.50873734 -0.13798932 2.11948964 -2.01927324 -1.34495454 0.07494699 0.84179444 -3.73575647 0.92777421 -0.92884205 -0.11111715 0.69565627] Distance 8.324111464946409 Each least square approximations [ 5.66985373 4.27340233 1.11191575 -6.7730689 1.27383644 3.78592228 1.84162504 -1.51124974 -1.17423954 -1.18907398 2.23496689 0.78735587 -0.62685094 2.0230684 1.04745726 -0.12794813 1.67661965 1.54410121 1.99808211 0.19257386] Distance 7.696155991568527 Each least square approximations [ 5.74053785 0.32235298 1.57451218 -5.16168477 0.47338178 0.75350024 -1.66129191 3.380497 0.57652835 -1.29361449 -0.80895282 1.83777373 1.53120761 -3.12344045 0.49441289 1.00615553 1.57799477 1.13971468 0.410799 2.04397339] Distance 9.845005702157247 Each least square approximations [ 4.93859511 -0.08362829 -1.98626062 -5.66652494 -1.66911402 -4.37662377 -0.20779692 -1.07603303 -0.8082933 -0.76243003 -0.2339601 -1.85893859 -0.5589621 1.79617916 -0.43168718 -1.55526312 0.07559476 -2.30595954 0.295983 -0.07050768] Distance 10.08543485828779 Each least square approximations [-5.6986644 0.97604612 5.44674993 0.891281 -1.1893099 0.64936877 -1.09498355 1.39336432 0.23569919 -1.44781206 1.2428382 -0.82404803 0.55049526 1.37608897 -1.06162608 0.4565562 2.6706048 -0.3790179 -0.38063181 0.51962924] Distance 10.823592819282686 Each least square approximations [-5.95019463 5.29226017 -3.77896386 1.36301741 -3.00414172 -0.86351198 -0.9675339 1.53033049 -2.8012976 1.57027811 -1.58672973 -1.5303266 -1.10260891 1.05446081 0.37337588 1.27522943 -0.31420308 1.25909798 2.18964143 -2.81923234] Distance 9.005609379444909 Each least square approximations [ 8.20802271 -2.73046747 -0.76399879 -0.5389881 -2.64371379 2.32543209 -1.59982535 -0.73082917 1.66434245 -1.66900557 -0.69463301 0.2740265 0.8073191 0.23562645 -0.20728373 -0.56677146 1.3132261 0.62870433 -1.3589564 1.40245501] Distance 10.153002169687868 Each least square approximations [ 9.38408956 1.64688189 -2.15622905 -1.94669719 0.56506686 1.06315491 0.33692036 1.08526746 -0.3910353 2.03362424 3.39627777 -1.28693178 1.40327828 -3.2067195 0.22696477 -0.37784338 -0.71013104 -1.44976718 -1.10191613 0.51289 ] Distance 8.451672185406643 Each least square approximations [-9.02710884 -2.5243696 -1.13807743 -3.39022986 0.35487637 -0.45457667 0.01335655 -0.74216412 -0.26528902 -1.46352447 1.55231461 2.00436291 -3.63734365 -0.92446126 0.70395741 3.93204587 -0.32351493 -0.55632102 -0.64713192 0.69996843] Distance 8.115170360660848 Each least square approximations [-8.55526651 2.61037611 -2.04373765 -1.62975931 -1.14261314 -1.08621689 2.27697546 -0.84274421 1.20381706 1.74208678 2.38109126 2.69417699 -0.29521007 1.17272267 1.70439958 -1.69243778 1.2745696 1.4257356 -0.70760382 -0.19993641] Distance 9.128610521513865 Each least square approximations [-8.12566435 -2.9061096 2.48076671 -1.26664364 -1.39872865 -0.71038745 -1.90148539 1.85694491 -3.4901709 -0.76340931 1.68624217 1.74367366 2.97835852 -1.3537449 1.74245218 0.9275485 1.43622102 -0.09610828 -1.64333685 -1.06603504] Distance 8.745357686726656 Each least square approximations [ 7.95861268 -3.13097776 4.23717075 0.37250749 0.71532014 0.21531298 -0.16418247 2.4588412 -1.54379774 -0.20349687 -0.83767858 1.04774948 2.58629572 2.38291082 1.02390458 0.85241232 0.65100334 -2.12030383 0.33580826 -2.02130776] Distance 9.057769407696263 Each least square approximations [ 8.95213727 3.34175964 0.40060503 0.23183283 -1.04271564 -0.44975555 -2.23460398 0.32815465 0.40631115 -2.68101478 1.79060389 -1.89251165 -1.33687119 0.65758249 1.24125993 0.81234607 0.82881223 -0.4598085 -0.07082077 -2.67839429] Distance 9.101762206291292 Each least square approximations [11.87083639 1.54861012 0.89990809 -0.20743409 2.83564994 2.78332968 0.56564209 3.67568256 1.55783075 0.2237195 -2.16955441 -1.21390518 1.44052442 0.12099198 0.08802964 1.15457861 0.72955093 0.97681342 -0.03230893 -0.34202767] Distance 4.462587027975453 Each least square approximations [-9.9195236 -0.97078625 -0.5738454 0.26134062 -1.69817364 -0.09033027 0.44332455 -1.32155165 0.22788054 0.49009178 -0.95491288 2.18736268 0.18368678 -1.58571446 0.70295316 -0.20504523 -0.17962297 0.24106094 -1.99303332 0.11667973] Distance 9.469543139128477 Each least square approximations [-5.91630065 3.34691946 -5.76007121 1.7179055 -3.56399818 -1.95107956 -0.18898918 -0.71408455 -3.17660877 1.84428353 -1.69953604 1.86198504 -2.31268835 1.34566879 2.16596592 3.62566668 -1.63720929 2.15662386 -0.3609469 -2.45591539] Distance 7.998674330503187 Each least square approximations [ 8.80235414 1.36248992 -2.56383471 -2.46764588 -1.63388454 4.08237021 -0.83342277 -0.43712052 -0.60030288 -3.09785025 0.14653663 -1.26618296 0.99077722 -0.72537261 0.1460458 -0.26766888 0.68705133 2.05654698 -1.99071594 1.91616371] Distance 9.163217495525117 Each least square approximations [ 9.623988 3.98653414 -0.55378734 -4.99421122 2.99593383 3.39158482 -1.49912126 -1.74022692 0.75979024 -1.67843083 0.25050346 1.88540649 1.80838997 -0.28443784 -0.49183966 -0.87992857 -2.34061302 -1.5193951 -1.29022351 1.31835925] Distance 6.294343075883297 Each least square approximations [-10.32128109 -1.6565668 -2.20053281 -2.15868963 2.8812557 -1.77835565 2.19315114 -3.34001807 2.96477224 0.89682627 0.89260835 2.53622079 -2.35676062 -1.09343732 0.26657392 -0.4863552 0.32412676 -0.7484957 -0.53626779 1.09207372] Distance 7.033699191684716 Each least square approximations [-10.19211746 1.15962869 -2.81551206 -0.09058627 -1.66339071 -1.5844462 -1.71733738 -2.48633748 2.54757794 0.28645608 1.59164497 -0.12858714 0.28638302 3.27456542 0.06463856 2.22962522 0.41333515 -0.33264581 -1.05631272 1.44639691] Distance 8.108332165256723 Each least square approximations [-8.21794067 -3.58666404 2.84118791 -1.02235802 -3.94261762 0.62647018 -3.54422448 0.03118131 -1.41064316 -0.01143524 0.24103691 0.48159038 3.32261479 0.02164093 1.11665913 -0.28248788 0.46284254 -1.09087401 0.46001297 -0.21075682] Distance 9.347817579561708 Each least square approximations [ 7.74625129 -1.50194387 3.96855819 -2.83918617 4.10953072 -0.78302003 -3.76438378 -1.29873992 0.41518824 1.79816154 -0.05164924 -0.77713324 0.42735798 2.64763994 -0.24877765 -0.20214496 0.25263462 -2.52689722 1.74862789 -0.99195447] Distance 8.970877813067665 Each least square approximations [13.7670519 0.50749837 0.86027424 2.63967888 -1.21423624 1.11912137 -2.44638987 -0.39111292 1.50381448 1.89872625 1.12575153 -0.78422167 -0.10936847 0.3488991 0.40094222 0.27627773 -0.09896527 -0.03950305 0.07543835 -0.33974654] Distance 2.6627857985164156 Each least square approximations [10.18263413 -0.93865712 1.20277465 -2.43726495 -2.54416346 0.26837871 2.50489613 -0.67202177 3.35788987 0.74642338 -0.42754261 -1.52377228 2.04845097 -0.54568173 2.35743583 3.80333036 1.35513619 0.62013587 -1.30595729 1.86472011] Distance 7.0867372955487316 Each least square approximations [-1.21856932e+01 1.66362383e-01 2.08452285e+00 -3.30002628e+00 -1.18023532e-02 2.29039387e-01 2.83572877e+00 1.23065074e+00 -1.14004633e+00 2.39068194e+00 -1.80354369e+00 1.89683510e+00 1.34185744e-01 -1.38510609e+00 8.05317132e-01 -6.67669203e-01 -5.44473140e-02 5.30082689e-01 -1.06299143e+00 -1.27219314e+00] Distance 5.330362051530362 Each least square approximations [-4.93956075 4.02937419 -6.164677 4.44768784 1.36559839 -3.06223319 1.88917035 3.2012669 -2.52386768 1.38094851 0.42106662 -0.67164728 0.99212208 -0.53752326 0.3305341 0.77271062 -1.03560464 1.98746425 1.6567913 0.25178652] Distance 9.368552722015927 Each least square approximations [14.90409958 -0.58378444 -1.81364016 -0.26032167 0.31777732 -0.27205659 0.7146536 -1.09065675 0.39047092 0.08633039 0.34291374 -0.12068264 -0.1732987 -0.21874227 -0.34184454 -0.15944517 0.13578011 0.43385489 -0.07981435 0.58072452] Distance 1.0941682367592682 Each least square approximations [10.94376682 -2.88840441 -4.26771001 -1.95418393 -0.13282369 0.0174301 -2.53929431 -0.25498014 0.36728951 0.9868107 0.82441202 2.32713987 2.44636347 0.27947042 1.19959225 -0.45667621 -0.43287073 -0.18924398 0.28259376 0.63272172] Distance 7.594422939581709 Each least square approximations [-9.03200212 -4.94219282 -5.13670347 -0.50921327 1.67523016 2.25289582 0.89414072 -0.32002047 0.30576041 0.35466045 1.09396138 0.88347117 -1.27815809 -1.70495986 0.15950121 1.54225904 -3.12281399 0.74881136 0.94196407 -2.08570265] Distance 7.9901545847944195 Each least square approximations [-10.91009995 6.2428349 2.37766076 -1.54251386 -4.1637399 -2.34230127 0.85942154 -1.79625936 2.0250721 0.33874288 0.95207169 0.25737414 0.85343163 -1.37925069 0.09286623 0.73518188 -0.4606098 1.0074469 -1.29793311 0.63276101] Distance 5.04585064981882 Each least square approximations [-9.39344307 -2.08384886 6.88994045 -0.42266329 -2.05055914 0.66715768 -2.51907479 -0.29823943 -1.70982987 -1.6818753 -0.99730451 -0.86298933 1.6511635 1.27898996 0.37119024 0.95123901 -0.06215641 -0.37231422 -0.1030823 -0.74545442] Distance 8.065118138491204 Each least square approximations [10.25684291 -3.06749442 3.82503559 -3.62397564 1.35740562 0.31372678 -2.32314134 0.52409044 1.5185693 3.5394967 -3.03736175 0.40707622 0.19875798 -0.5162677 1.64023974 2.29864002 -0.18586125 -2.25483088 -0.10048663 0.54786247] Distance 6.483930343579981 Each least square approximations [ 1.05104074e+01 4.07990277e+00 2.58999171e+00 -1.23625095e+00 3.78548937e+00 -3.26803348e-01 -3.03608617e-03 -9.27247277e-01 -1.13407974e+00 -2.59245211e+00 1.04348808e+00 -1.58531185e+00 -1.90515987e+00 -3.15129185e-01 -1.55888077e+00 -2.67314921e+00 -2.20486072e-01 -4.85238287e-01 -7.85682080e-01 -1.05866018e+00] Distance 7.237535589536555 Each least square approximations [10.94423006 -5.581987 2.20860164 -3.06346253 -0.0258703 0.70233401 -2.39067398 0.09186859 2.24853858 0.88483207 2.39302868 -0.55355386 -0.3959747 1.27613438 -0.30373347 0.59668945 -1.01526997 0.75563312 -0.98308296 1.74442066] Distance 6.231626225469461 Each least square approximations [-11.25587047 -4.56785773 1.42033628 1.59738669 -2.66772253 -0.19716186 -2.187292 -0.32966885 -0.44133871 1.74571866 0.60033504 0.02601627 -1.06809779 1.81235209 0.58823841 0.3863659 -1.69397089 0.5511791 -2.82442629 1.10970931] Distance 6.699344173760978 Each least square approximations [-8.78313243 8.43527185 0.48215029 4.41829794 -1.96907175 -0.80778442 -2.54980462 0.17584872 -1.36133824 -0.75954709 1.36420027 -2.48038601 -1.32943761 0.19025085 -0.89656548 0.45076962 -0.38357123 0.18806296 0.44657441 -0.25940642] Distance 3.9161838513576477 Each least square approximations [ 6.21565264 -2.99652131 1.7268073 -3.32391963 -3.55172528 2.15012953 -4.6440261 -0.88558079 2.30506312 0.14292176 -3.23353785 0.25154254 0.76635461 -0.20109605 1.04572763 0.1417546 1.37964945 -0.17828597 1.57895585 0.22895651] Distance 9.211153775548325 Each least square approximations [ 8.8473379 1.0384345 1.45222363 -2.76277926 1.26725742 -1.88071504 -1.94991177 -2.3745729 -0.88258499 4.45725257 1.62074889 0.39408222 -1.43325751 -3.08504208 0.68435654 0.55428816 0.93295155 1.23857264 -1.20225563 -1.07003718] Distance 7.981436457879596 Each least square approximations [-8.29196539 -5.51263222 -0.09734179 -1.5887055 -3.05211431 1.09804165 1.19742562 0.01270171 -2.4059979 -1.42651112 -2.23282896 2.35028663 0.10052486 -1.29306265 0.93602125 1.01196823 -1.28533341 0.4875316 -3.37030694 -0.34867175] Distance 7.696294997571027 Each least square approximations [-7.76058756 -0.29044219 -0.21102113 -4.21070993 -0.99478588 -1.60348821 2.46166983 1.93329808 1.77617051 -0.50299829 0.56088611 1.88571846 -2.00620448 1.58720141 -0.52853997 0.37962241 0.96310106 2.39740904 -0.09786936 -1.87216863] Distance 9.605914247371077 Each least square approximations [-9.33969608 -1.52934865 2.00222428 0.1393626 -0.12243522 0.68110371 3.87767512 1.72719775 0.12950467 1.10557564 0.37105281 2.16739624 3.98095758 -1.21215172 1.20382235 1.76187738 0.98467492 0.43889518 0.22142974 -1.11652076] Distance 8.102746735122105 Each least square approximations [10.85934908 -1.20647369 1.94257023 3.53430904 -0.44895133 -2.70602706 1.77767322 1.9641892 -1.07611665 -1.56909484 1.11229003 -0.35518076 1.51075011 0.25446283 -0.26414605 -0.26706101 -1.93454796 -1.0920081 0.2787181 -0.96450754] Distance 6.674598421450542 Each least square approximations [ 6.40120537 1.35385036 -1.24399655 -3.13460358 2.13880224 0.0141721 -3.52595249 -2.81871253 1.74441178 -2.50103333 1.86404848 -2.64770404 0.48257396 2.43475222 -0.17682836 1.21343519 1.59555643 -0.14096064 -0.46826077 -1.90231825] Distance 9.755399575928585 Each least square approximations [ 9.20588908 1.69228799 -1.32926837 -1.32445129 3.40214531 2.84318027 -3.15647625 0.74608422 0.17622841 -1.58445175 2.14775564 3.63244626 -0.02381214 0.96683548 1.60818852 1.00116327 -0.73855625 1.03457418 -0.50761336 2.21216317] Distance 7.429759544843212 Each least square approximations [-7.62801314e+00 3.48950731e-01 -1.59888910e+00 3.15915977e+00 -8.20831732e-01 -2.53773550e+00 1.60672431e+00 1.46133605e+00 1.44149911e+00 3.85501619e+00 -1.34714449e-01 6.47269414e-01 -6.90801452e-04 -1.48716201e+00 -6.20967408e-01 1.95195529e+00 -2.69398484e+00 8.18767005e-01 6.94927164e-01 9.02668550e-01] Distance 9.616019829998098 Each least square approximations [-4.88295909 3.28192739 -3.50428906 1.40199759 -1.82044459 -4.02987318 2.17876943 -0.75423053 -4.32793298 1.20493027 -0.6642458 -0.77278395 -2.02477096 1.07451274 -0.75945501 1.35235283 -2.31048695 2.30059581 -1.00179342 -0.1006744 ] Distance 10.05416376107848 Each least square approximations [ 8.32959628 1.24028165 -2.13453129 -0.65950715 -0.27958786 2.84067963 -0.25889781 -0.56775324 2.47199331 -0.47254759 2.15908233 0.36771095 1.58728303 1.6251743 -1.1468226 -0.10425265 0.78384061 1.35150412 0.50783523 0.60719701] Distance 10.498006900280421 Each least square approximations [ 7.49290804e+00 -7.72050844e-01 3.26265213e-01 -2.39743607e+00 2.88292895e+00 3.20305131e+00 -3.23994711e+00 -2.50685499e+00 1.82314605e+00 2.92571882e-01 -1.74010733e-01 -1.18846397e-01 1.31379669e+00 -7.76889323e-01 1.51771313e+00 1.10894337e+00 -2.04481583e+00 -1.66015199e+00 -2.22525837e-03 1.26800247e+00] Distance 9.97666275256229 Each least square approximations [-7.25633199 -1.55283528 -2.43172255 -4.2282353 3.02863041 0.28171698 1.23501401 -0.27850948 -0.18419049 -2.08666197 1.48933094 4.64804313 -0.24190973 -1.41003512 -0.43697131 -0.98966218 -1.41048691 1.73395398 0.58913347 0.5586825 ] Distance 9.409964036609855 Each least square approximations [-11.84466009 -0.84359575 -4.31487958 4.43871536 -2.85921424 -2.96374261 0.02823127 -0.59264236 0.27594238 1.2061374 0.71558193 -0.11952937 -1.2392228 0.13890162 0.04201828 0.37613776 0.40259626 0.18045813 0.95357406 0.92385766] Distance 3.6041840624075383 Each least square approximations [-7.64918314 -4.6269808 1.60771835 2.6433359 -2.38737161 3.97425141 -0.91387683 -0.58343708 -1.05137798 1.48965636 0.71473136 -1.45508627 -0.56739524 -0.15159222 2.76775608 0.48811375 -1.24836153 -0.86023651 0.72637168 -0.58191945] Distance 9.263928016631024 Each least square approximations [ 6.61462395 -0.52404347 5.22897175 -2.08218147 2.85779124 -0.54186938 -4.0796069 0.46763774 -2.03459763 2.0754997 -0.75592589 -1.02750401 0.87721345 2.16854966 0.36723872 -0.87253297 0.65271272 -2.95250264 0.53100322 -1.84175318] Distance 9.222468457705192 Each least square approximations [10.8055081 1.30936561 -2.46915629 -0.82090716 -0.01307697 3.45738439 -0.60350905 1.60564174 -0.83760646 -1.16381996 -1.88865782 0.09743644 -1.15358104 -0.22556377 -0.13121649 -1.0939075 0.59676958 -0.16613155 0.47157187 -1.39453545] Distance 8.026395421946974 Each least square approximations [ 9.57124545 1.05424031 2.20186317 -2.57596423 -4.31818313 1.37879031 -0.55186291 -2.21880513 0.29197036 2.95357734 0.41460774 0.14107202 0.33638035 2.63273978 -0.79444735 2.2555128 0.15989206 3.12691138 -0.86668525 0.92013675] Distance 7.224821910608286 Each least square approximations [-1.18656326e+01 3.19282248e+00 -5.30424938e-01 -2.32190137e+00 -2.22738115e+00 3.01503651e+00 -1.89466417e-01 4.91474042e-01 -3.95903665e-01 6.38616627e-01 1.27738209e+00 -4.38984753e-01 6.71087800e-02 2.80992419e-03 -4.64860591e-01 1.53635130e+00 -1.29521766e+00 4.91801371e-01 9.33936625e-01 3.59388315e-01] Distance 6.038386742361911 Each least square approximations [-5.96141939 5.37638525 -3.24906167 4.83560654 0.3023242 2.65941324 1.29154822 2.66040079 -3.20995368 2.40673165 -0.93303729 0.08812248 2.45279808 0.53974591 0.35494112 0.01948523 -1.43229068 0.11841182 -0.14584464 0.03869832] Distance 8.541365069323197 Each least square approximations [ 8.82993051 -3.41784865 0.76482294 -0.12410157 -1.53366688 2.23468753 -2.93225025 -1.3544152 1.21752003 1.48813136 -0.68969955 -0.22840407 -2.05660813 1.93980063 -0.48090636 -2.85235944 2.01223199 -2.05790218 0.47720045 0.19433936] Distance 8.693826681058699 Each least square approximations [ 8.77466183 -1.23063824 -3.94857032 0.82160461 1.88493536 -0.81102437 -0.78349953 0.2173084 0.51669824 2.62597267 3.57635395 0.03974905 0.11591581 -2.15133667 1.11139202 -0.97988311 -0.07674414 -0.3768156 -2.30014162 1.45254684] Distance 8.874541434444359 Each least square approximations [-8.92784268 -3.76858947 -3.08534767 -2.42752524 -2.65989205 0.66672638 -0.27577632 1.35909182 -0.66215198 1.50471524 3.14926713 1.21863826 1.32036393 -0.4329341 1.9829544 3.24019212 -0.92013419 1.25460872 -0.97204479 -2.10883213] Distance 7.463317941650184 Each least square approximations [-8.46298717 3.42174607 0.62787371 -4.17177257 0.4738484 0.78725758 0.28381668 1.32026759 0.45985536 1.48242469 2.84290657 3.5761044 0.35290489 -1.76369616 -1.51628642 -0.94824639 1.11138906 1.27164845 -0.2343076 -0.85277187] Distance 8.694876174322047 Each least square approximations [-10.00955331 -0.07803278 5.4073764 0.39557763 1.19427143 -1.8664682 -0.81209545 1.93414632 -1.39782498 -3.63452422 1.09906705 1.45696003 -0.56642528 0.06512277 0.2135446 0.57654722 0.7770133 -0.57943162 -1.5075974 -0.26238565] Distance 7.166749756780719 Each least square approximations [ 8.84644888 -5.9518138 0.50172316 -1.91738615 -2.35677043 2.41924494 -0.72595421 2.33446928 -0.6907525 -0.25428327 1.56896618 0.95541082 0.86950066 -0.27660649 0.3123796 0.34362317 0.24273133 -1.62577287 1.24363224 0.85617216] Distance 8.234252342215804 Each least square approximations [ 7.16702603 4.08792432 -1.0161086 -2.75231574 2.44812166 -1.66426934 0.0965924 -2.18040216 0.01455624 -2.17320893 2.78171514 -0.98371369 -1.30070861 0.35341885 -1.11001042 0.70514241 -0.01814214 -0.11171223 0.03680221 0.20948626] Distance 10.27133327385606 Each least square approximations [11.1713471 -2.57845851 -4.30948755 2.97576682 2.28129835 -1.26712766 -2.44523467 2.26438154 -0.47907788 1.50448119 0.81925699 0.14097803 -0.44647004 -0.60992373 -1.15269106 0.97747695 -0.98096922 -1.04553602 -1.30652986 0.38770485] Distance 5.099179302642421 Each least square approximations [-8.60537106 -2.10110479 -0.63882242 3.58420946 -0.72048073 -2.84243902 -0.2977726 -2.27896657 1.77740006 1.49626458 -1.11138941 -1.07478816 -0.96122824 -0.11591066 -1.14558151 -1.1044697 0.89462218 0.34639275 -2.80849964 0.32848382] Distance 9.32568239841931 Each least square approximations [-7.91742893 3.5329084 -6.97751992 1.95725989 -0.70468505 -0.65222294 -2.36506619 0.23022252 -0.81518281 3.97024555 -1.16141807 -1.91394862 -0.41426505 1.72756942 -0.04883782 -0.85739855 0.58649795 0.80374686 -0.21492185 -0.35243099] Distance 7.423398044664266 Each least square approximations [ 8.72310095 -0.39321566 -0.68758791 -1.75950158 0.0782112 2.05898386 -4.13743051 -2.0436416 -1.43058122 -0.21704455 -3.86533019 0.83663777 1.21133205 0.01136749 1.01046097 0.11888561 1.26642835 -0.47273368 -1.3995085 -0.6372067 ] Distance 9.27725920104141 Each least square approximations [10.88677526 2.55264988 -5.78302072 0.06510067 1.2790919 0.49475392 -0.93738189 1.32324346 -0.38596921 3.14510003 2.55493291 -0.7086431 -2.28539327 0.46954484 1.09150668 1.12693932 -0.80760268 0.1241207 0.95038296 -0.25677018] Distance 5.122937194445971 Each least square approximations [-10.83995887 -1.74414423 -3.20175858 -1.18123668 -0.61576966 0.9771625 -0.50927389 2.72923388 0.98351261 -0.51543588 1.29509588 -1.3558141 -1.76902621 0.08618761 0.06936935 3.29226113 0.31755017 0.3511366 -2.42417089 1.45105447] Distance 6.905196204696464 Each least square approximations [-8.48311598 3.9605094 0.19421584 -2.07842039 0.26113538 0.5696823 -0.54834031 -0.89007559 0.54400728 3.14530181 -0.13704795 2.2652747 0.42059467 -0.25876434 0.89614321 0.4869692 1.24940902 0.53693798 0.12140555 -0.95118652] Distance 10.147340307636878 Each least square approximations [-9.69092233 -1.5528033 1.89191406 -1.5106783 -1.17114275 0.68742012 -2.90100271 -0.59576166 -1.02274994 -1.30750536 0.93368312 2.00394129 1.51445162 -0.98333766 0.27770639 -2.49269439 0.34978531 1.0639471 -0.19845411 -0.8963828 ] Distance 9.152025045097952 Each least square approximations [ 8.6780317 -1.67058806 5.1209339 -1.76130192 0.62457734 4.12280706 2.02543993 0.79547401 -2.07773415 -0.42072441 0.07536928 0.79287092 1.91123262 0.86205894 -0.17129392 -0.32850965 0.77249223 -1.6829597 0.07744065 0.0255462 ] Distance 8.556124407910026 Each least square approximations [ 8.60989988 5.28653603 0.9751841 -1.34190062 2.04906694 -1.39982287 -1.22568569 1.58613773 -0.44633994 -3.4396642 2.26749681 -1.48096503 0.01577035 0.1203838 0.46834942 1.6925185 -1.267639 -0.88634013 -0.36315081 -2.01391364] Distance 8.473636610027135 Each least square approximations [ 1.19185747e+01 2.51366517e-01 -3.42019921e-01 -2.33260969e+00 1.78714558e+00 1.12699273e+00 -1.53372261e-01 1.26392700e+00 -2.43663986e+00 -2.02038540e+00 5.24204241e-01 -1.87639568e+00 -2.38497923e+00 -2.68420714e+00 -1.05492392e+00 9.33233421e-01 1.16023703e-02 -1.77208351e+00 1.18434005e+00 4.06119589e-01] Distance 5.3566971377940495 Each least square approximations [-9.14582461 -3.15100112 2.1084897 1.63940376 -2.70576444 0.48718055 0.2553408 -2.47784636 2.64903765 0.52024348 -0.98947916 0.19411723 2.20092042 -0.26495219 -1.03853255 0.22788144 -0.39931131 -0.30634017 -0.66188451 0.72550383] Distance 9.263563938619487 Each least square approximations [-5.85758557 3.72872357 -7.13074472 4.25059276 1.31391479 -2.86197618 2.31599893 2.86844232 -1.87973773 0.31025529 0.21322637 -0.41649887 1.08307373 -0.20457642 0.48254198 0.57430035 -1.47158115 0.65644978 1.84151399 0.51161647] Distance 9.20970146266704 Each least square approximations [15.13712018 1.81165062 0.46927616 -0.36425262 -1.16454218 -0.48805244 0.58771545 0.06449673 -0.24990814 -0.1295703 -0.02779424 0.18794015 0.02198557 0.06060855 0.81755096 0.47242565 0.1840405 0.18947239 -0.16230534 0.07989656] Distance 1.228065717525896 Each least square approximations [10.97803777 -3.21421684 -4.63717392 -2.64250593 1.20522095 -0.78429491 -1.7586167 -0.21981397 0.92334482 0.55989597 0.41248268 1.98404564 1.67660106 -0.18824971 1.94940554 -0.21989435 -0.24566179 -0.16660424 -0.20272182 0.13502897] Distance 7.789386498396766 Each least square approximations [-9.28305449 -4.35616646 -5.79399825 -0.31501084 2.14425846 1.98301326 1.53658331 0.10496127 0.11299121 -0.381867 0.89290701 0.87507539 -0.86134474 -1.86559934 -0.44129794 0.3391117 -2.8883294 0.63875842 0.94709024 -1.43868165] Distance 8.344986820476729 Each least square approximations [-10.85162471 5.43612518 2.76684869 -1.75874002 -4.98220489 -1.8070591 -0.34131252 -1.05947507 3.42751633 0.5927181 -0.01855518 -0.36402335 0.87787566 -1.46238438 0.68798451 0.91257431 -1.14546886 1.57554566 -2.29873841 0.75714355] Distance 4.883551995598431 Each least square approximations [-9.98454505 -2.16030038 6.46342324 -0.78517272 -2.07234108 0.97310152 -2.39626887 -0.92783527 -0.63804009 -0.61583724 -1.21634308 -0.85663604 1.63954311 1.39472457 0.54613207 0.27624083 -0.16934254 0.66353597 -0.1889567 -0.29191976] Distance 8.37500249090828 Each least square approximations [10.79163166 -2.8778218 4.2175399 -3.71202508 1.85632902 0.42543163 -1.4532079 0.44740564 1.86461189 3.29563927 -2.40081748 0.82472782 -0.33774099 -0.43487725 1.44703715 2.04920706 0.13814797 -1.5632014 -0.34906679 1.10176809] Distance 6.626405271864949 Each least square approximations [10.72173553 3.55851412 3.25164439 -1.93782029 4.14019214 0.24162968 0.02080609 -0.6419659 -0.3807723 -2.74603787 1.08188081 -1.43363484 -0.86314238 -0.95581867 -1.8429391 -1.88524274 0.28846073 -1.12100863 -0.06228014 -1.00352376] Distance 7.476794295387426 Each least square approximations [10.74166933 -5.20606893 2.10164084 -4.46948957 0.03448515 0.34798071 -2.4345899 0.23166573 1.575682 1.07851001 3.06759872 -0.33373019 0.19857715 1.20887761 0.55938618 0.42609791 -0.57586111 0.14903968 -1.40974168 1.58708267] Distance 6.657866093463552 Each least square approximations [-11.14670278 -4.26593431 2.45787581 2.19265598 -3.1299519 0.20183495 -2.23512806 1.07870727 0.10776084 2.29525145 0.38177939 -0.46716862 -1.52467115 2.09456932 0.37938955 0.15266007 -1.58952959 0.16168348 -2.37689693 1.23684848] Distance 6.766472336725813 Each least square approximations [-7.21915201 0.8904168 -5.60113931 0.42415453 0.48290069 0.73880897 -1.63267633 0.58737434 -0.68343149 3.0849209 -1.11922894 -1.51865038 0.00776149 1.93001095 -1.96410107 1.73367793 -1.31251865 1.27527095 -0.88559449 1.84112293] Distance 9.312838615425054 Each least square approximations [ 6.73381146 0.33402131 -0.20449314 -0.51625304 -0.55157744 2.61097014 -3.18590876 -2.20410772 -3.28082032 0.65929997 -3.37834747 0.48164927 0.15065477 -0.35871034 1.10119781 1.60630824 0.1887714 1.35683428 -1.25569141 0.39968071] Distance 10.408639621166952 Each least square approximations [ 9.6330363 2.61631338 -4.70066929 -0.16873085 0.2616839 -1.02132024 1.85194947 -1.53509698 0.75497813 2.78314608 1.94564612 -2.50905789 -0.26249877 0.52243983 -1.28111321 -0.88999603 -1.73896489 -1.43242112 0.67876888 -1.41095722] Distance 7.019404809472827 Each least square approximations [-9.50235835 0.86459232 -1.94689284 -0.33181548 -0.56250047 1.45308449 -0.10123303 2.90521393 0.42234056 0.58834475 1.7428865 -1.8088564 -3.22278773 -0.31111809 1.86638373 -0.4955965 -2.35713687 0.69342518 -0.71667474 2.44804781] Distance 8.198991615456336 Each least square approximations [-7.04346652 3.47037376 0.8266052 -1.43843451 1.30807531 1.36132208 -0.71672509 -0.63996755 -0.05034295 2.9370638 0.24805509 -0.13500048 -0.28815382 -0.636201 1.28973514 2.15424889 1.79224881 0.86821716 1.03373614 -0.80695802] Distance 10.796031110905789 Each least square approximations [-8.73646336 0.31370917 0.30598853 -0.48484191 0.11672483 1.57456843 -4.43284854 -2.26993104 -1.13345455 -1.13979101 0.99255358 0.1782984 2.87628131 -0.97822873 0.1710322 -1.30437914 1.13064736 0.19084291 1.01406108 -0.23944313] Distance 9.253329763346414 Each least square approximations [ 7.4402647 0.71907934 1.55029572 -2.66373069 2.82686814 2.7913543 2.03674432 1.06082742 -1.72516746 0.02141526 -1.69424914 0.41356083 0.57858217 -1.03453874 1.87218062 -1.21747176 2.78038883 -2.68467396 1.50738764 0.82539931] Distance 9.481687781735817 Each least square approximations [ 6.69001707 4.6546123 1.56890968 -2.09770669 1.09933161 -1.62459481 -1.07245375 2.4018337 1.16466679 -2.31248976 1.53561562 -0.9519654 0.30250014 -1.46553929 0.12770711 0.85544309 -1.45017525 0.77733504 1.51257604 -0.33202169] Distance 10.223642409283405 Each least square approximations [ 8.99979243 1.45402144 -1.04816747 -3.75018505 2.2470322 -1.29512651 -0.24992273 -2.0065931 -0.59309958 0.68676809 -0.29520503 -2.16941734 0.25708021 -1.50463338 -1.93994365 -1.63562577 0.24857001 0.41505156 -0.31738995 1.66375125] Distance 8.94749287759806 Each least square approximations [-7.71685545 -2.05670233 2.4885245 1.58481867 -2.32108993 1.39459271 0.6423113 -2.28903272 1.57533352 -0.63062426 0.3606227 -0.26367948 1.79385687 -0.38231395 -1.42584844 -0.20322921 0.93768769 -1.46607105 -1.07301452 0.87584909] Distance 10.377915174921013 Each least square approximations [-6.62199006 5.20311004 -4.86080784 3.69146881 0.7977123 -1.3332293 1.01080698 -0.6420678 -2.84925493 1.77004681 0.45049806 -0.67809929 1.57896024 2.62800057 1.05210943 1.59346322 -0.05400108 2.49022424 0.04472835 -2.16217521] Distance 8.334338147069776 Each least square approximations [10.41203684 -1.22169358 -2.66197976 0.7165176 -1.51219397 5.17406987 -1.5344132 1.18869733 0.30465519 -1.36658234 -1.3015771 0.62501751 0.30046169 0.33261946 0.52181441 0.41034688 1.31502077 0.20631853 0.43470507 0.38222996] Distance 7.759249587427068 Each least square approximations [ 9.66493192 -0.16431732 -2.31409712 -0.75381244 2.96846156 1.79817685 -2.50223309 -3.86533565 -0.73603164 2.0644196 1.2963194 -0.16841899 -0.04507766 -1.68095335 -0.33122945 -0.88323221 -0.22085016 -0.65495982 0.48968352 0.29338673] Distance 8.584024760159986 Each least square approximations [-1.00806596e+01 -3.99651701e+00 -2.89071845e+00 -1.23529605e+00 -2.08482287e-01 2.14965391e+00 9.07222405e-01 9.65614254e-01 2.18517876e-01 6.20334747e-01 1.58137679e+00 3.85975656e+00 -4.60699889e-01 1.03059666e+00 -4.67970451e-02 7.70502150e-01 -8.31782536e-01 1.61164438e+00 1.95297662e+00 9.43355340e-03] Distance 7.52519545488942 Each least square approximations [-11.18974286 5.03729862 -3.42492239 -2.64078435 -1.55151339 -2.20389871 0.28815516 1.07165915 -0.31142068 -1.02899204 0.41085393 0.34542594 0.68683037 0.72404392 -0.73231874 0.41423303 -1.25382487 0.1692687 1.65181601 -0.34271808] Distance 5.65229445644485 Each least square approximations [-10.16126898 -1.89971756 3.92147215 -0.40469482 -2.09731738 0.59637512 -0.26921187 0.68397807 -2.03697796 2.04091146 -0.72134944 -0.39644621 0.62524104 -0.35320413 2.67727289 0.48902316 0.16032685 -1.06973245 1.0404317 -0.7805481 ] Distance 8.357873616709117 Each least square approximations [ 8.60435365 -1.82023811 3.07101757 -1.51357849 3.09699837 0.36948384 -1.95668955 1.08477547 0.87691493 1.8133348 1.11852996 0.24555021 0.6322734 1.74498521 0.1255245 1.46343803 0.9074618 -2.78651055 2.69984612 -0.55280985] Distance 9.293554998912425 Each least square approximations [ 1.15660527e+01 4.54958810e+00 -1.31328603e+00 -2.28519715e+00 5.59350581e-01 -1.35866837e+00 -6.53362975e-01 -2.65766620e+00 1.35872135e-01 -1.27757931e+00 -1.05353038e+00 -1.80846459e+00 3.49017609e-01 2.27186601e-03 -3.14713827e-01 -9.27105068e-01 1.33972841e+00 -1.42697457e-01 2.26723252e-01 -5.69398308e-01] Distance 6.079212570281575 Each least square approximations [ 1.12390981e+01 -2.19085331e+00 -6.44702008e-01 -1.79820320e+00 9.96452096e-01 1.59967491e+00 -3.24009603e-01 -2.61671898e+00 8.32026423e-01 1.29608723e+00 -4.36745945e-01 1.62355542e+00 -2.87018362e-01 -2.17564374e-02 1.20987136e+00 3.20761874e-03 8.03505602e-01 1.96324867e-01 -5.11236330e-01 1.49003843e+00] Distance 7.883254731785648 Each least square approximations [-13.44465453 -1.95479947 -2.8179633 1.93615289 1.19965549 -0.67369101 -1.29236138 1.03593723 -0.7336336 0.76892597 -0.304391 -0.51290762 1.59276762 -0.39371723 -0.70240193 1.10222399 -0.15535594 -0.78767808 -0.24736277 -0.63710399] Distance 3.069899323648145 Each least square approximations [-5.7266493 3.67105982 -7.40214579 4.15917011 1.44527731 -3.0457639 2.34615326 2.86505381 -1.71370697 0.9172805 0.36843483 -0.14730529 1.21222511 -0.56905379 0.75288731 0.50775154 -1.47435892 1.1492139 1.36966901 0.58349936] Distance 9.056141345285662 Each least square approximations [15.13843625 2.34391087 -0.92641898 0.92749932 -0.69346944 -0.05511726 -0.05476228 0.28988703 0.0877327 -0.26775008 -0.25585761 -0.16458604 -0.03089938 0.06158537 0.25207853 0.0975001 0.13661502 0.06360189 -0.23341185 -0.11158697] Distance 0.6506040843197207 Each least square approximations [11.0850736 -3.33452558 -4.69633058 -2.5594215 0.87026367 -0.4103941 -1.77811044 -0.47135313 0.54318748 0.39757924 0.48333839 1.81296018 1.72842752 0.10979541 1.83791023 -0.61381496 -0.62548035 0.18103879 0.17035097 0.33086843] Distance 7.714554179661281 Each least square approximations [-9.45593930e+00 -4.43398401e+00 -5.90979103e+00 -5.35543213e-02 2.17042388e+00 2.02475616e+00 1.43059705e+00 2.16472567e-01 1.70966245e-01 3.44391484e-03 8.75431172e-01 6.98319234e-01 -8.30743230e-01 -2.00014539e+00 -3.84543003e-01 2.75235242e-01 -2.59585210e+00 5.69364105e-01 1.17504574e+00 -1.40795140e+00] Distance 8.135580389116564 Each least square approximations [-11.19967492 5.80950636 2.81095342 -1.86883474 -4.66140884 -1.8946863 -0.03976789 -1.58533193 2.66168757 0.50769529 0.10793346 -0.74043863 0.80476696 -1.85409293 0.63248567 0.57897474 -0.9401273 0.79022623 -1.96994433 0.68369102] Distance 4.552866597644651 Each least square approximations [-9.95899311 -2.16485237 6.6347706 -0.92848382 -2.3844578 1.12865326 -2.67176955 -1.07488206 -0.78093924 -0.97718544 -1.25945684 -0.81686965 1.27618107 1.50471037 0.62642352 0.25659638 -0.40479168 0.17223795 0.0484436 -0.31923795] Distance 8.077599381461432 Each least square approximations [10.50987978 -2.9712806 3.86055765 -3.90865429 2.50812793 0.5550417 -1.91721462 0.61344109 1.52043198 3.30518411 -1.71722942 0.89031513 0.28878991 -0.22697704 1.67034834 1.94336516 0.53010858 -1.20400644 -0.05630337 0.91605188] Distance 7.165740507519984 Each least square approximations [11.03670884 3.67357363 3.28868347 -2.32340345 3.72147777 -0.02910416 0.61127547 -0.63118027 -0.80445035 -2.5068326 1.03322339 -1.59593543 -0.76460351 -1.17527397 -1.95975259 -2.47649934 0.16256776 -0.9761334 -0.25041055 -0.78707157] Distance 6.887043279858244 Each least square approximations [10.678877 -4.99538235 2.08433675 -4.43355524 0.23272535 -0.20199237 -2.36110384 0.39757986 1.36083579 1.16167387 2.77178049 -0.08911438 -0.13575917 1.11593387 0.28114445 0.75619097 -0.32238295 0.01426908 -1.34876602 1.62508101] Distance 7.178194143698397 Each least square approximations [-1.15127980e+01 -4.20548167e+00 2.69223360e+00 2.30292141e+00 -2.55366888e+00 9.44683597e-03 -2.63203263e+00 5.53470097e-01 -2.57625106e-01 1.93279181e+00 7.97325927e-01 -7.69516341e-01 -1.10791028e+00 1.99476312e+00 3.43105130e-01 3.72667799e-01 -1.60946855e+00 -2.57449190e-01 -2.50932001e+00 5.89037376e-01] Distance 6.433312045154546 Each least square approximations [-6.48457543 3.60163479 -6.03315321 2.94891109 0.09210556 -1.7226345 2.48198154 0.45350106 -2.79874837 1.92372955 -0.39899426 -0.03121416 1.48586866 0.91040374 0.35771574 0.9305896 -1.15869651 2.49075634 -0.45199885 -2.61660029] Distance 8.946530664348805 Each least square approximations [10.83794677 -0.22015363 -3.08293077 1.61040095 -0.76139569 4.92856146 -2.12012795 0.68519814 -0.2480919 -0.5390386 -0.60652646 -0.32249558 1.03941307 0.60848414 0.4613491 1.05825782 0.69131907 0.88391775 0.07222174 0.85250381] Distance 7.401332911819083 Each least square approximations [ 9.8757867 -0.89192411 -3.76546895 -0.91130248 3.02852211 1.65770867 -2.28520547 -1.84318718 0.28323449 0.57052706 1.67201361 -0.23734396 1.236916 -0.1291163 -0.90081533 -1.0397145 -0.62743455 -1.54665737 0.74460953 -0.02156592] Distance 8.712503466199706 Each least square approximations [-10.0685883 -4.09149051 -4.09776424 1.12160576 0.17707036 0.31814925 1.07103842 0.94994125 0.82175735 2.72307447 2.23705349 2.79824856 -0.4889604 -0.69543145 0.47874188 -0.51526748 -1.28188625 0.22599995 1.3697973 0.36324446] Distance 7.458355196196578 Each least square approximations [-11.25977279 5.6430598 -2.26165884 -2.78293941 0.06237794 -1.94689076 -1.11496454 -0.21142617 -0.07165759 0.43004627 0.35344995 -0.01203542 2.26963673 -1.06910395 0.44986848 0.04629703 0.46516448 0.25239502 0.25065299 -1.56397973] Distance 5.800791283841786 Each least square approximations [-9.98064579 -1.65482312 4.65728965 -1.19376664 -3.32449209 1.24823274 -2.53024305 0.6863078 -1.43381641 1.07707698 -0.18048239 0.24305017 0.74340836 -0.88103462 0.22022623 0.04706007 0.58995223 -2.54876465 1.02151874 -0.81254062] Distance 7.850785883170389 Each least square approximations [ 8.32125633 -2.03818804 3.61301873 -2.85914107 3.59151655 1.26062455 -2.51011254 0.81191939 0.85101802 1.64656515 0.48100087 -0.07959757 1.3046184 1.51967262 0.31928875 0.48953574 1.96408719 -1.92923773 2.6973609 0.36609932] Distance 8.985039913474868 Each least square approximations [11.68327463 5.37465552 -0.05050737 -3.05443684 0.85666183 -2.85494694 -0.60267852 -0.80251019 -0.84367222 -1.02295847 -0.72549043 -0.49053548 -0.89070874 -0.60632639 -0.29750348 -1.07766456 0.92495751 0.14971654 1.19380967 -0.09666548] Distance 5.287936236689609 Each least square approximations [11.38936293 -3.75855938 -0.21598156 -1.77534955 0.84623287 -0.85423037 1.21827222 -2.1140281 1.47280709 1.72733345 -0.0732065 0.38281982 0.55709036 -0.35146535 0.4014184 1.4427988 0.75589919 -0.31137032 -0.06245489 1.05670085] Distance 7.457099170789774 Each least square approximations [-13.32109128 -3.81361797 1.22663226 1.66995812 1.54067951 -1.63064494 -0.17278371 -1.31199853 -0.40451165 -1.45264299 0.69213108 -0.87645661 0.30646583 0.26710174 1.13753347 -0.84039194 1.11747632 -1.05237897 0.47391923 -0.18253177] Distance 2.9064538385062813 Each least square approximations [-5.50710412 2.16246776 -1.01098481 3.99903086 0.57931477 -2.0195361 1.99797915 0.57421834 -3.67045909 1.37155149 0.88232704 -1.75826633 1.23724045 -0.13539374 -1.43218292 -1.20227705 -0.72725281 0.34129504 1.28004701 -2.16294118] Distance 11.205003169483378 Each least square approximations [ 8.95676787 -2.52528959 1.54390331 -3.32236962 -0.11502708 -1.57764223 -0.51384597 1.55086882 1.19243041 0.18212911 -0.3527803 -0.74847687 -0.69433496 0.02757977 0.32003653 1.49327422 -0.25549437 -0.79630954 -0.27785538 -1.28676428] Distance 10.244843407567616 Each least square approximations [ 5.9132341 -2.24002985 -2.3736697 0.07198787 1.08900555 -1.26199659 -4.91466452 -0.01253739 2.235706 2.656139 1.47037858 -0.40381569 1.88208457 -0.56413793 2.77733148 1.30111443 0.48109202 0.42639563 -0.47301802 -1.18044367] Distance 10.738056558717409 Each least square approximations [-4.92494484 -3.52569437 -2.69371436 -1.20123668 -0.27582011 2.39748002 2.28956644 0.61082559 -2.65109592 -1.84118676 0.4687838 4.15300325 1.24508831 -1.21586592 0.07844488 2.25014237 -1.98538547 0.31866596 1.5638165 -1.11951301] Distance 10.816130214925048 Each least square approximations [-7.00762498 3.14481549 0.95966735 2.20535037 -5.4232056 -2.30197826 0.40262075 2.23754225 1.47297233 0.73983871 0.16981264 3.40468058 0.01488156 -1.4211691 0.39473748 -0.1946105 -4.09505847 3.20154023 0.80832793 -0.29858247] Distance 8.280375841797087 Each least square approximations [-6.80156084 -1.46644349 1.77771766 0.52716855 -1.89816885 2.68345054 1.55528127 2.8373962 0.07887326 0.93015313 0.25894156 -1.7002836 -0.41721717 0.94804051 1.52621969 1.50176357 0.7439973 0.13781204 -0.75267786 -1.67872133] Distance 11.444230879108526 Each least square approximations [ 6.22753628 -1.00998101 5.5981497 -1.20775991 -2.17269875 1.09681754 -0.5846151 2.04106878 -0.45352698 -0.03913104 -2.63995415 0.94101441 -1.54841515 0.05628594 -1.62195758 2.17291485 -1.20005814 -2.52706742 -0.99633637 -1.08990382] Distance 10.328818727020545 Each least square approximations [ 5.45112582 2.38297592 -1.51869343 -1.68938234 5.06719887 1.8206595 -4.19437025 0.81780176 -1.17968264 -4.89615102 0.13125017 -0.77945911 -0.51650213 2.10151087 0.3493516 -1.28302232 3.53108519 -0.40393339 -0.09470897 -1.01271631] Distance 9.144673785848184 Each least square approximations [ 8.15476589 -1.42828798 1.69272878 -1.26078505 -1.44765259 3.48396459 -3.36494761 -1.3683806 0.13793963 -0.63785391 3.21534839 0.2291537 0.84299959 2.03254381 -1.34625328 -2.5923741 0.21401185 -0.73196302 -1.28448885 0.44104148] Distance 9.512955069566582 Each least square approximations [-7.7331322 -0.90279562 -2.12144548 0.06656486 -5.23805735 -0.40473296 -1.49676102 2.28505778 1.26716616 2.02277682 0.90405809 -0.31638021 0.08124764 1.39452543 0.3498553 1.03015112 -0.62309746 0.56525032 0.44074018 1.48286937] Distance 10.222684512092695 Each least square approximations [-5.63438548 5.40911406 -1.72377819 4.39603803 0.03064343 0.50003455 0.18759135 1.25377001 -4.4751445 1.88780687 -1.7315205 -2.14718985 2.4229288 3.55914212 -0.18468842 -0.51996707 -0.571641 1.7446999 1.33571997 -2.11975047] Distance 8.897100412821892 Each least square approximations [ 1.05609973e+01 -6.74677063e+00 9.83573766e-01 3.89029063e-02 -3.91368801e-01 1.53840741e-01 -2.02212374e+00 4.53322086e-01 7.37546470e-01 -1.29120465e-01 -1.80133230e+00 8.94816903e-01 -5.47776140e-01 2.26005554e+00 5.94084158e-01 5.37053159e-03 9.78012189e-01 8.76237894e-01 1.29164039e-01 1.10223745e+00] Distance 6.941990359550571 Each least square approximations [ 9.14925167 0.13771546 -3.29928283 2.07894234 0.95578119 -0.05662175 -1.37858851 -0.642047 1.12581603 3.72165099 3.69718677 0.28661838 1.84080968 -1.54921734 0.01754893 1.09292377 1.4057444 -1.54266729 -0.62733556 -0.29634897] Distance 9.008509829470833 Each least square approximations [-8.42392418 -4.49800788 -0.80734002 -2.45763783 -2.72712125 2.22103735 0.33499751 1.30083866 -0.10682115 0.66916289 2.46933793 3.51513781 -0.87765659 0.39450262 1.42721078 2.5351125 -1.75633558 1.94161388 0.59376378 -1.13594287] Distance 8.668729932527272 Each least square approximations [-8.68671217 5.96936324 -2.05118915 -1.91560721 -0.40644488 -3.17902624 2.27624207 2.43128709 2.18301188 0.62560088 2.47497697 3.77963662 1.50695046 -1.17132956 -0.14705121 -0.0832494 0.65595449 2.3897087 0.20452119 -0.34690804] Distance 6.937740882770946 Each least square approximations [-8.71386193 -0.99140836 3.88892479 1.01427741 0.48458867 0.19596173 -0.38752965 2.31186366 -2.59141433 0.12680151 0.36251773 1.51648412 1.70845994 -1.32841382 1.46408834 2.26574764 2.0882326 -0.77943679 -0.13654388 -0.77239863] Distance 9.92301755101747 Each least square approximations [ 7.91413975 -3.66968047 3.36081033 -0.8264683 -2.43062795 0.44945687 -1.20753834 2.43081338 1.44252519 1.43490335 -2.91446435 0.20555747 -0.43920152 0.28161986 0.02436149 1.27412191 -0.0730015 -4.59668004 1.97631167 0.10747912] Distance 9.101001987505207 Each least square approximations [ 8.25908866 6.15735518 -3.03871518 -0.08581912 2.56262688 -2.56773118 -2.28829907 -1.25449459 -1.2122802 -4.37685515 1.11453272 -1.1157687 -1.73928024 0.80110274 0.08596185 -0.96059289 0.95961969 -1.03966103 -0.61181685 -1.98042131] Distance 7.39338530596269 Each least square approximations [12.30321023 -3.1086032 1.28443202 2.74484884 2.01751693 3.34032578 -1.37501255 -2.95830467 0.62290743 0.67042724 0.25715937 0.61973033 1.61903885 -0.95055096 -0.28556575 -1.34014296 -1.7944711 -0.88474433 0.25944565 0.7440159 ] Distance 4.075222313398739 Each least square approximations [-1.07988471e+01 -3.96232613e+00 -4.65341787e+00 1.52407907e+00 -2.16868664e+00 -1.96275922e+00 -4.15008994e-03 -3.08585079e+00 1.91040700e+00 -5.91118920e-01 -7.95344490e-01 -3.02307822e-01 -2.37289942e-01 6.38036961e-01 4.57558514e-01 -7.74924567e-01 -9.22412445e-01 2.99636306e-01 -9.78811271e-01 2.03511624e+00] Distance 6.13195947827322 Each least square approximations [-5.06886728 2.61098982 -3.11049842 1.56475566 -4.05658499 -0.0214793 1.03861138 -1.99138194 -2.28944315 2.21006352 -0.14938992 1.43891558 0.33368739 1.27258378 3.06358852 2.91536404 -1.52400932 0.47922359 -0.66312062 -0.08621691] Distance 10.718581314152095 Each least square approximations [ 6.41953008 0.36679926 -2.62379232 1.65051603 -0.25642944 3.46628537 -0.66688316 -0.70128863 -0.27771447 -2.90154637 -0.45150037 -0.42679785 -0.09908791 0.81653715 0.1334936 -1.40131977 0.349329 1.69577741 0.19888834 -0.63240326] Distance 11.700798757316385 Each least square approximations [ 6.5020197 3.4828933 1.9646401 -1.66435603 4.93991311 2.39106441 -2.40336939 -0.26466475 1.63900489 -0.19021126 0.79195946 0.94192548 -0.47894497 0.58091664 1.32502108 -1.21696923 -2.80629019 -2.02670401 0.56911578 2.23572514] Distance 9.669972771906894 Each least square approximations [-7.17634786e+00 -7.45213502e-01 -2.67616050e+00 -5.21948108e+00 1.06925153e+00 -2.34803815e+00 4.63408770e+00 -7.52035865e-01 1.16767257e+00 3.10529709e+00 -1.07727588e+00 2.63870770e+00 9.88449141e-01 -4.52354573e-03 -1.13636805e+00 8.66923604e-01 1.11555576e+00 8.59804545e-01 2.97207238e-01 4.87613084e-01] Distance 8.73157703274982 Each least square approximations [-9.1231121 -2.0869228 -3.92033215 0.29322585 -0.58578874 -1.59370024 1.14328677 -2.38740837 -0.55958445 0.24021661 3.14860751 -0.73259053 3.00212349 0.22045213 -1.31279202 1.42307295 -0.07466423 0.24665418 -2.29825969 1.3055553 ] Distance 8.499504088912206 Each least square approximations [-7.74264028 -2.87593752 0.90618192 1.83300221 -2.29536582 -0.651476 -2.42921941 1.4897049 -0.62218628 0.44703485 0.59004737 2.29798873 -0.76183405 1.11804364 1.09240772 0.04917146 -1.04877316 -1.85142451 0.19363859 0.54499151] Distance 10.748888575543793 Each least square approximations [ 5.28078667 -1.40276783 2.62184485 -1.14373283 2.39787541 -0.21005986 -4.42202648 0.25253731 0.05597598 2.55340028 1.426998 -0.729741 1.89070434 4.08375017 -0.20210189 0.41254239 1.81276323 -3.03811811 2.77127464 0.0146899 ] Distance 10.131983623216486 Each least square approximations [11.7423567 -3.80000806 -4.93940673 -0.63884229 -1.4154391 -1.27763316 0.88609213 0.11849385 -1.40163332 -0.0425599 0.04827413 0.80794969 -2.44290674 -0.48461207 0.42486619 -0.13410347 -0.89654265 -0.63331458 0.15109876 0.69709207] Distance 4.8535263838768525 Each least square approximations [ 8.09675833 0.37926917 -1.16548802 0.48211235 -5.86048826 0.42248862 -0.28181858 -0.19907756 3.90387569 1.79159464 0.30120019 1.53768197 0.57023958 -1.23914109 1.04699164 2.0594252 0.10250358 2.10530406 -0.01670958 -1.59695781] Distance 8.878355128037418 Each least square approximations [-10.29647668 4.50263744 0.56840645 -1.96771824 -0.17146353 -4.52005463 0.62662685 -0.50339434 -1.65293879 -0.39985504 -1.69828282 -0.71080361 -0.69637455 0.93168289 0.18546853 -0.52294604 1.08588659 0.31349652 1.15344455 0.44568153] Distance 7.315429077503397 Each least square approximations [-7.04248754 4.94421334 -3.05710553 5.37205443 0.68060334 1.67635103 1.25874141 3.35356011 -2.05877211 0.53775984 -0.65942206 -0.71795214 2.88015126 -0.91943894 1.21927508 1.561874 -0.60829321 0.5955758 1.5930337 0.58150644] Distance 8.40990933497994 Each least square approximations [11.1397056 -3.10697413 1.27458258 1.28757902 -3.67106772 1.29812125 -1.68411292 -2.26215723 0.19164331 0.13590198 -1.14042028 0.25647361 -1.07981629 -0.09639953 -0.58648709 -2.56794434 0.4604607 -0.54057993 0.94157353 1.06606921] Distance 7.001158112020164 Each least square approximations [ 9.18421634 -0.54546076 -3.83757902 -1.04937971 2.40218605 -2.08735023 -1.11516024 -1.30498915 0.61520097 2.13432409 2.54786067 1.55701332 0.68403142 -2.46022659 1.41245811 -1.13842909 0.92291001 -0.48423822 -0.96013222 0.54687492] Distance 9.039062072496494 Each least square approximations [-9.06727079 -5.21292707 -3.14562279 -1.95965504 -2.05581151 2.0968288 1.06172345 -0.83052771 -0.98475171 0.52792848 1.3921667 0.4530876 1.48084996 -1.42326541 1.96849105 3.62775217 -3.17818244 0.27836554 0.53283746 -1.6516557 ] Distance 7.058424841694892 Each least square approximations [-8.85196164 3.62463779 1.31978839 -5.08089262 -2.58426693 0.42311371 1.61565963 0.77817559 0.29611179 0.04923349 2.82070091 1.73066515 1.10325712 -1.60652812 -2.32568373 -0.26769061 0.98447213 1.73011356 -1.16501592 0.75701938] Distance 8.116889890368212 Each least square approximations [-10.85211316 -0.61789635 6.10295133 1.27451997 1.13271469 -1.45932601 -1.43391462 2.97613728 -2.01320433 -3.23935785 -0.30598371 -0.36458082 1.44980908 0.45550571 0.02023391 1.28016258 -0.31875083 0.71426078 -1.75087746 -0.64522858] Distance 5.202001126031868 Each least square approximations [10.852173 -4.86379562 -0.53873515 -2.22268093 -1.81494276 0.06418865 -0.71894993 2.49569857 0.47750393 1.66171576 0.30418088 1.3777534 1.69307745 -0.43837668 -0.24089264 2.08848254 -0.01397724 -1.20665005 1.41716936 0.7693881 ] Distance 6.9287496689930075 Each least square approximations [ 8.06039388 2.47554657 0.34648567 -3.29249414 2.54608109 -1.04266691 -1.01863914 -3.18411952 -0.5751871 -1.23588946 2.6702225 -2.36340122 -2.16129621 0.10764571 -1.68063109 -0.55826296 0.43468398 -0.72860396 -0.4258636 0.22297032] Distance 9.8526247026079 Each least square approximations [11.04454825 -3.69652806 -2.60879263 1.24526141 1.33166865 -1.2280885 -3.38175265 1.81628042 2.51594768 -0.18748704 0.85457579 2.15232363 -0.13323455 1.74712537 1.23623203 1.24433443 -0.34454566 -0.51877404 -0.79006131 0.89257941] Distance 6.286481018067257 Each least square approximations [-9.19751109 -2.21511075 -0.28068461 3.27810406 -0.65860835 -3.45681212 -1.00422718 -1.74752984 0.07205852 3.98044402 -0.22098054 -0.50721545 -1.30659647 1.22377926 -0.04861506 -0.17709646 -0.49764035 -0.26995757 -2.67919286 2.27431443] Distance 8.508034567319129 Each least square approximations [-6.66307325 4.27198584 -3.74462298 3.3523593 -3.00369919 -2.36364592 -2.64436761 0.70090032 -1.88589536 3.56871186 -1.30087872 -0.41210959 1.25567323 0.69416285 1.63078698 3.16195102 1.24146233 2.26011972 -0.56028994 -1.04436878] Distance 8.436734356459517 Each least square approximations [ 9.22527767 -2.36938055 -4.58832233 -0.80931891 -1.5839424 2.59717755 -2.48011686 -1.30753106 -0.72608474 -1.95437366 -2.76396466 -0.48798616 -0.68677264 -0.21487406 0.32416099 0.27411535 -0.66276765 0.89070109 -1.57200355 0.20508295] Distance 8.711614933708423 Each least square approximations [10.61495478 4.40045094 -1.6888971 -1.90187514 -0.3555336 1.23319493 -1.69261107 -3.13995285 -0.57807569 1.01422971 3.5138662 2.15522251 0.79198619 0.24050141 -1.21460721 0.1272214 -1.75956919 0.47096293 0.12224212 0.45256459] Distance 6.719477603896425 Each least square approximations [-11.47897533 -5.95904242 0.41204775 -2.60958313 -0.39590969 0.79787182 1.01247388 -0.88564607 2.49773292 2.23799184 0.99261369 -0.067237 -1.90962382 0.37897942 -0.21313078 1.27625379 0.73200677 -0.57918761 -0.04986479 0.39402257] Distance 5.149033948609716 Each least square approximations [-9.16118682 4.18713575 -0.89896633 -2.12417234 -0.6011743 -1.19604438 0.47117367 -1.12252714 -1.0590248 0.09824296 2.4758141 3.23321403 0.31665294 1.66159183 -1.73504353 2.67673714 0.47135776 -0.95363246 -0.64809471 -0.44690185] Distance 8.918899782297837 Each least square approximations [-9.49661351 -3.11367896 3.05440615 1.24819764 -3.19716427 -1.3899889 -1.11655629 1.79669435 -3.03864184 -1.96011736 -0.23816172 0.33381532 3.52233213 -0.88399608 -0.53691582 -1.29971492 0.91030029 -1.41914948 1.65624585 0.76150882] Distance 7.754414412820742 Each least square approximations [ 8.43894769 -1.38015975 2.91745377 -1.51393774 2.45784269 -1.78238494 -0.98585141 0.68981003 -0.06367843 0.81708483 -0.63695532 0.15802554 2.11158316 2.00901325 -0.50187849 -0.08803816 0.67634669 -4.12497289 0.42273939 1.8290278 ] Distance 9.831536996103187 Each least square approximations [10.85985875 3.31339722 -0.43100279 1.04269752 0.85580137 -3.05623042 -2.66458689 -0.9898813 -0.66472061 -0.27967469 3.5508271 -2.58574422 -0.33527947 1.1513873 -0.09129229 0.91823658 -1.25920132 0.09327131 -0.40159178 -0.68377215] Distance 7.030975645787987 Each least square approximations [10.9222672 -1.76374881 -1.63551603 -0.25921374 1.53346417 1.68140063 0.96088595 -1.70329582 2.89702148 -2.02959798 0.9785369 -0.92131053 -2.07169852 -2.05784557 0.73924127 2.32005188 2.20461127 2.10032509 -1.18218737 2.12206874] Distance 6.633570792853142 Each least square approximations [-11.02827363 -2.34127075 -0.8354788 -0.70565585 -0.89196536 -2.18927939 0.31972778 -1.86439433 1.09929651 2.07385202 -1.35439774 0.96778303 2.3598337 -1.9007749 -0.21384359 -0.30011799 -0.1014885 1.19522037 -1.75896722 -1.12847561] Distance 7.825059525416069 Each least square approximations [-6.0342034 3.87480422 -5.88220928 2.30330431 0.53977734 -3.79505827 4.05559232 -0.3277219 -2.99353402 1.25500361 -0.59144375 0.92827398 -0.93103497 0.41235241 -0.1740973 2.00823521 -1.74441945 1.38314573 -1.50163076 -0.30601327] Distance 8.558310078361815 Each least square approximations [ 8.26827837 2.52113147 -0.92120184 -1.30502618 0.03850965 6.45090277 -2.31797151 -2.92736204 1.70575368 -0.47588775 1.87226412 0.23307984 -0.20499051 0.16167095 -0.64252055 0.05512546 -1.0525528 -0.3753796 0.32419428 -0.11794582] Distance 8.865649465174922 Each least square approximations [ 8.4496062 -2.47946897 -2.00260309 -2.70914131 5.06828195 1.86587662 -3.0150268 -2.40629103 -0.14454615 -0.86995355 -0.52655513 -0.10417637 -0.66334024 -1.05920232 0.38785657 0.42492423 -1.48031208 -2.13064394 0.15848479 0.30407433] Distance 8.78790414658021 Each least square approximations [-9.06337577 -2.67255039 -4.68029149 0.3400637 2.2473871 0.20324057 1.65583755 -0.30837417 1.25607762 -1.16189684 2.38348193 4.36707846 0.93196329 -0.24135139 -0.59256065 -1.37263908 -0.38032289 1.04807348 1.02526659 -0.43381031] Distance 8.210722981087105 Each least square approximations [-12.54399304 -0.19470591 -3.82351709 -1.30238843 -0.56699148 0.59931945 -2.93540202 -1.56574721 -0.89646708 1.38062847 -1.19167404 1.32562659 0.76887627 -0.90136855 -0.76341327 0.20479683 -2.0462648 0.7710452 0.82596335 -0.07003862] Distance 4.597747194036983 Each least square approximations [-9.52172023e+00 -2.01248407e+00 3.79573365e+00 -5.03960686e-02 -4.34237584e+00 2.90969208e+00 -6.90929873e-01 -9.40554887e-02 -1.13927962e-01 2.55402196e+00 -3.81423417e-01 -6.47558170e-01 -2.74110288e+00 -1.41851153e-01 1.25295770e+00 2.06394520e-03 -1.47077564e+00 -9.86260327e-01 1.08937063e+00 -8.82395508e-01] Distance 7.8574643370401445 Each least square approximations [ 7.42850447 -1.41714501 5.22167257 -3.44898972 4.799972 1.87033619 -2.75674793 1.32962891 -0.76769956 1.16431369 1.610889 -0.78184867 1.03154832 0.8860566 -0.35408017 -0.18982242 0.91628955 -0.40667086 0.14821579 -0.29664523] Distance 8.913081996629833 Each least square approximations [10.8488667 2.78209016 -0.65456132 -5.42872358 0.9543238 2.58475621 -0.34085342 -0.55235009 -0.45694317 1.48194436 -0.13586694 1.79517481 -0.37282553 1.84747563 0.75923997 0.5403029 -1.08945488 0.47740101 0.99695286 -0.74524068] Distance 6.602765225451734 Each least square approximations [ 9.99357334 -1.74896122 -0.70183185 -3.75531431 -2.31562737 -1.68363808 0.78805284 -1.42990679 -0.5502858 2.7190876 -0.39233435 0.29674278 -0.44684442 0.3206381 -0.1196317 2.28736614 -0.95748906 2.45165254 -2.34425279 -1.08633762] Distance 8.031175027128128 Each least square approximations [-12.06975622 2.04296831 1.95926139 1.33145088 2.57770113 1.42921423 0.03751148 1.80542486 1.33675302 1.22289314 -1.99384979 -2.59251793 1.0397521 1.05883742 -0.71842522 0.254305 0.66982664 1.13615338 0.18467074 -0.27844847] Distance 5.826845608997871 Each least square approximations [-3.14693523 2.92175586 -3.15383679 3.0286586 -0.22593983 -1.34870856 0.12993691 3.46882938 -1.03989608 2.33134718 -1.81284485 2.90994204 1.64831334 1.38056541 2.50539424 -0.3542558 -1.74585707 3.10202666 -1.06161786 -3.47823696] Distance 9.845487117530084 Each least square approximations [ 8.72703245 -1.95558231 -1.27991474 -0.42969886 0.90777254 1.23549967 -0.94338996 1.55962508 0.10550492 0.33553769 -0.04634638 -0.31482173 -1.14515725 -0.29031931 0.37255393 -0.53888999 -1.15729809 -0.62888094 -0.95705538 0.52707883] Distance 10.542530441826624 Each least square approximations [ 7.06469615 0.41283583 -3.78967808 -1.07263347 -0.51505349 2.05661756 -1.61677494 -0.34662413 1.26019651 -1.72907301 1.92253829 0.11617254 1.81036882 -1.13918581 -0.49802807 0.09815021 0.56638368 -1.98079017 -0.5146162 3.0280856 ] Distance 10.197262833223256 Each least square approximations [-7.41099086 -3.41385963 -0.11010833 -0.04560562 1.41191756 0.58137728 0.56254492 -0.91082344 1.42157768 -0.73329482 1.16137097 1.77643679 -0.02315896 -0.89911517 0.22662926 1.32739333 -0.35709297 -0.18124275 0.87496034 -1.12975476] Distance 11.029410035787357 Each least square approximations [-7.21914184 5.34179153 -0.17205124 0.61758386 -2.44100072 -0.51157739 -2.11887088 0.38438632 2.45182411 1.03945858 3.08914543 3.26449358 -1.25682849 0.92714203 -2.83124269 0.09414382 -1.17921921 -0.17730857 0.96967199 0.93897526] Distance 8.407474158666584 Each least square approximations [-5.78471751 -1.82012941 3.64015086 0.48023078 -2.34113951 1.69875369 -1.99691855 1.12461566 -1.54397996 -2.2880669 -4.02575004 0.01045963 0.1413251 -0.74382393 0.76667121 2.38003807 -1.45128294 -0.66027022 -0.57204701 0.69382263] Distance 10.282311591730942 Each least square approximations [ 4.88038901 -4.4423315 2.51963913 -1.15219759 1.60549049 1.65098787 -2.5691127 -0.01249614 1.15850681 2.31795724 -2.75928906 0.28582042 -0.95816117 0.01889957 -1.76415137 -0.83733777 -0.85966332 -1.41545261 -1.16156813 0.58331959] Distance 10.811927540809672 Each least square approximations [ 7.98151245 3.67588448 -0.08497977 3.55659246 4.60970227 0.75243237 -0.96297241 0.65214228 -2.51425703 -0.10227118 2.79182203 -0.71249509 -1.94181598 2.44054304 -0.79377375 -0.22354456 1.09871511 -0.89532459 0.45044312 0.08060841] Distance 7.956393038618939 Each least square approximations [ 8.59240156 -1.58923068 3.00534721 0.08637299 -0.3188068 0.04409279 -1.59675271 -2.57245399 3.09884992 0.90537468 2.6801607 -3.13990601 -1.12619042 -1.87780932 1.3522947 1.48570866 1.68908248 -0.97334908 -0.31800337 -0.88672751] Distance 8.243546407707928 Each least square approximations [-8.5826482 -3.66365868 -0.91966321 -3.40608292 -1.5242218 -0.49173402 -1.97138562 -2.78721797 1.40903928 3.82136699 -3.95050996 1.02581278 0.97364878 0.81740602 0.96484314 -0.77478242 0.1205592 -0.19714441 -0.86271659 -1.23248738] Distance 7.151363065850965 Each least square approximations [-9.86712876 2.2142338 -2.00509063 -0.0127759 1.77200258 0.37247122 0.06726712 0.15068655 -0.8708039 -0.51009686 2.87289169 -3.00288232 0.91563845 2.01525081 -0.83683002 1.56590337 -0.03237526 0.52285115 -0.81030644 1.45890028] Distance 8.154709142561734 Each least square approximations [ 6.02924952 -0.24476689 1.17523963 -1.14118648 -2.46177702 1.38946844 -2.1902439 -1.76344221 -1.37835398 0.21687296 -3.02781196 0.18510061 -0.05501815 0.59781237 0.41833675 0.26876198 1.35622296 0.53257461 0.02669053 -1.22428394] Distance 11.624001414071685 Each least square approximations [ 8.55930398 -0.48647359 -0.13389019 -0.23177405 1.16739162 -1.19016005 0.44890827 -0.11022806 0.43256907 4.81152384 2.26104647 -0.89741054 -1.19953313 -0.8864368 2.86167162 -0.13254473 1.83943387 -0.52066929 1.61936047 -1.91872753] Distance 8.903999207780302 Each least square approximations [-6.87259635 -0.47252866 -3.05008958 -2.29359929 -3.11880651 0.54128854 -0.62049002 3.13067202 -0.16078101 -0.40967364 -0.9942768 -1.77317324 -0.33788189 -2.504283 2.06064627 0.53979953 -3.61710926 0.32312449 -0.88105115 -1.00806882] Distance 9.645411650542977 Each least square approximations [-6.68299455 0.15189153 3.80081198 -2.6982544 0.81004098 -2.69252103 2.53774631 1.23484806 1.73715657 0.86286309 -3.24269689 -0.57076492 0.08166928 0.08802401 0.54050583 0.804053 0.7242524 0.75398774 1.95727166 0.36805969] Distance 10.128715207016679 Each least square approximations [-9.13118041 0.24557154 0.33249308 0.51276252 2.84626255 1.96621661 0.42271194 -1.05082355 1.40117269 0.16998638 3.62889681 1.71487945 3.67987959 0.12237205 -1.04357021 -0.29564869 -1.63064415 1.26100347 -1.01225394 -0.41595991] Distance 8.375293065655008 Each least square approximations [10.28267414 4.57945535 0.9673815 1.19969353 -2.82274377 2.55966911 1.10287121 1.9394587 0.63976629 -0.1036832 1.46650978 2.4603223 1.37591724 -0.38748889 1.76981581 -1.41512209 1.3431 0.07685025 1.06488557 -0.42103668] Distance 6.163517944576783 Each least square approximations [ 4.65447288 2.90362341 -0.15148235 -3.79533683 1.79821945 0.94507063 -2.44916844 -1.98853606 1.52148608 -3.7044857 0.9355185 -0.05090431 0.53002644 -1.45101657 0.26136227 -0.22552088 -0.0179915 -0.49961931 0.87093263 -0.79376045] Distance 11.217282096340183 Each least square approximations [ 7.50505548 2.31824012 -2.72128566 -4.21987577 1.54585736 1.01126589 -3.52636911 -0.13956269 -0.50052337 -2.20760406 0.82395772 2.14110603 0.72794607 0.65882111 -0.55454868 -1.73323299 -0.61365932 -1.52466233 -0.74240514 1.80443584] Distance 9.029862900719603 Each least square approximations [-5.63289573e+00 -2.99320636e-01 5.22188752e-01 4.98266738e+00 -3.42841170e+00 1.05553254e-01 1.99276929e+00 5.49197548e-01 4.54661595e-01 1.60435047e-01 -4.37170435e-01 2.58353757e-03 -9.23490670e-01 9.52289849e-01 -4.28579189e-01 2.46160519e+00 -1.43079214e+00 -2.21002106e+00 -8.21450823e-01 3.65886324e-01] Distance 10.78732645139663 Each least square approximations [-2.9071471 -1.69622283 -2.24670324 2.79533123 0.59428168 -4.31539036 1.4727124 0.74065959 -1.60492093 0.51898663 1.14190866 3.16024098 1.16360406 -0.51276501 -0.85723296 2.72071639 -1.17454061 2.58861218 -2.69865823 1.77609907] Distance 10.4396226758441 Each least square approximations [ 5.23920757 0.19657305 -3.58351659 2.41065328 1.4313977 2.92186205 -2.48708594 -2.1095173 0.56442588 -1.43163989 1.09175228 0.2910475 0.27376849 1.56355632 0.40373834 -0.26336251 -0.9126438 0.75907046 0.26555416 -0.4210538 ] Distance 11.039058464160838 Each least square approximations [ 6.71095054 -3.81337719 0.2376151 -0.01803529 -1.97395218 0.29550719 0.7177921 -0.46667783 -0.62078033 -2.55397737 0.38350051 0.47062515 -0.43845862 2.58623525 -3.82838987 1.31214948 -0.26181195 -2.00119627 1.95794402 2.30916238] Distance 9.441919601568571 Each least square approximations [-3.07830129 -3.17553366 -2.87911824 0.8040442 1.43722614 -0.11325773 0.67736401 0.04625559 1.76472247 0.44200618 1.97161803 -1.69615464 -2.10503165 -1.16339679 0.27009047 0.29519439 -2.98001241 1.39583174 -0.69244709 -1.54637789] Distance 11.684341298594298 Each least square approximations [-6.20971738 2.83589316 3.55212159 -0.17917706 1.44704797 -1.37997337 -0.77269606 -3.92432322 -4.37757741 -0.86254586 0.6720895 1.07730083 0.85730061 -0.05059817 0.98637105 1.02248637 2.50811992 -1.33831606 0.56550552 2.04074296] Distance 9.010404951932363 Each least square approximations [-3.95158051 -1.63285257 2.86974211 1.58255168 -3.7164949 2.05723536 -2.43876585 -1.16610779 -1.29272959 -2.50280049 1.21879006 -0.45322338 -0.57650786 2.37997324 -0.94496625 1.52262441 -0.31859091 -0.2134576 0.24499586 0.81771043] Distance 11.099297223305964 Each least square approximations [ 4.60820266 1.65261342 0.23604627 -5.05439838 1.14378493 -0.25388895 -3.47985739 1.95291071 0.1236426 -0.7062818 0.23165801 -1.95577364 0.55827173 -0.66018018 1.6114699 -0.56820891 3.01687168 0.40608647 -0.19332313 1.12440709] Distance 10.572783017557647 Each least square approximations [ 4.82865054 2.61217944 1.54416513 -1.89375654 0.09008767 -0.05868558 2.00305699 1.48394828 -2.42802517 -0.47343508 1.93879703 0.14897909 -0.51821471 -1.20707335 -1.22147814 -1.48681152 -1.92928687 2.83459818 -0.09262004 2.16985857] Distance 11.096775622834723 Each least square approximations [ 3.99392455 -2.90086283 1.55648456 -2.115247 -1.04918093 -2.23536212 -0.82147339 -0.35488274 1.7401719 0.46296147 -0.35543532 -1.02776522 -1.66355404 -0.67623958 -0.83708927 -0.52405813 0.26211911 2.32124963 -0.42698638 0.82782242] Distance 12.006901164900347 Each least square approximations [-4.78249759e+00 -1.19609063e+00 3.32291401e+00 8.45313290e-01 -4.36342493e-01 -5.32042333e-01 -2.81712675e+00 -2.21073838e+00 -5.37622853e-01 -2.01938684e-01 4.07584906e-01 -1.29959864e+00 1.61764796e-02 1.65363267e+00 -1.72118064e-02 2.11361644e+00 9.46391014e-01 1.51450106e-01 -2.17672161e+00 2.73453321e-03] Distance 11.52722218503755 Each least square approximations [-5.69027408 3.89658407 -6.63220919 1.78197452 -1.50559422 -1.18122088 0.59547885 2.31708442 -1.59105408 1.73953105 -0.93936721 1.03931884 0.41651073 -0.01950719 -0.37195272 0.96126212 0.04330605 0.12864958 -1.58128413 -1.73504799] Distance 8.967928197766245 Each least square approximations [ 8.57559354 0.5484923 0.45578154 -2.63580022 -0.02512639 2.22447702 -2.3273393 -1.15605583 -0.5735832 0.10099857 -0.75446827 -0.27683751 0.92042173 0.6833452 0.06402948 1.27045027 0.06263201 0.26576545 -1.66815176 0.83103832] Distance 9.932526114719673 Each least square approximations [ 9.12616972 0.39780937 -4.78374249 -2.47788796 1.556441 1.16412487 -1.74214677 0.85054498 0.31963259 -0.64050069 2.82598524 0.45374694 -0.0828639 0.41097972 0.66832442 2.12594206 -0.75708606 -0.69149513 -1.39572373 1.0673687 ] Distance 7.799250102119269 Each least square approximations [-10.75550435 -2.73411651 -2.19054718 -0.12436933 2.10509354 -2.64415196 -1.09434705 -0.05478154 1.59019098 0.54519519 1.48850152 -0.87725128 0.02232665 0.15800911 0.06432921 0.56830244 -0.82153518 0.29825746 -1.19939153 -1.16589266] Distance 6.96418136768249 Each least square approximations [-8.65613083 2.7639332 0.26941915 -1.72440251 0.10199333 0.15803551 -3.15292019 -0.54251146 2.38884473 2.25515754 0.03689769 2.44854537 0.65113311 -0.3245479 -0.85593107 0.56424942 0.65643445 -0.0576746 -0.58803592 -0.62026633] Distance 9.132375022886533 Each least square approximations [-9.17523991 -1.82529234 2.63941783 -1.95298738 -3.06122081 0.081258 -0.36465625 -1.73182974 0.09938801 -1.04536168 0.25301373 1.37917722 1.87681211 -1.3698859 -1.47963228 -0.61330298 -0.49260313 -0.72994539 0.14316297 -0.17252755] Distance 8.726554737390837 Each least square approximations [ 8.04481387 -2.09731454 5.06148136 -1.31363672 1.32747948 3.67585026 0.54887924 -0.17830679 0.67905509 0.63871229 0.50009281 1.16436567 -0.14269487 -0.05889596 -0.03451468 -1.37932842 0.89420745 -1.86766838 -1.47956826 1.75478004] Distance 8.531780432921506 Each least square approximations [ 8.97747144 4.00827813 2.7588631 -0.623138 1.46947814 -0.56731229 -2.46399339 0.69003238 -0.09024078 -0.97937117 2.39493178 1.10028557 -1.39555624 1.9720663 -1.09669527 1.29982356 -0.88646216 0.23466404 0.43747784 -1.44923566] Distance 8.084208580518947 Each least square approximations [10.5768616 -1.84308448 -1.16065012 -2.70615755 0.17229669 -0.76228529 2.05525917 -0.61130603 -0.15402034 -1.16574592 2.11365484 -2.79110949 -0.99881997 -1.40968236 1.89811748 1.19469456 -1.16956023 -1.26972726 -0.87520907 -0.18134522] Distance 6.651216778956263 Each least square approximations [-9.12136312e+00 -2.54395916e+00 3.28507140e+00 6.31048956e-01 -1.11687069e+00 8.38983769e-01 2.10761612e-01 -1.03351656e+00 2.37757410e+00 1.42090530e+00 -2.16278526e+00 9.58070746e-02 -7.36701204e-01 -5.07370104e-01 -5.88283238e-01 -2.45989608e+00 -2.37250751e-03 4.05792271e-01 -7.88936809e-01 -5.24666351e-01] Distance 8.618348813851458 Each least square approximations [-5.67235877 3.65228154 -7.5027673 4.14731028 1.48659101 -3.54699712 2.22499834 2.70947552 -1.49055219 1.15359924 0.23055736 -0.1706588 0.45847448 -0.57688524 0.67157572 0.05938687 -1.28617707 1.3616988 0.80594015 0.89069937] Distance 8.882396915820927 Each least square approximations [ 1.49595334e+01 2.35028016e+00 -1.21207150e+00 -9.37916833e-02 9.23300844e-01 -2.95605138e-01 -1.06087733e+00 2.47710453e-01 -1.34029638e-01 6.37027043e-03 -1.75288205e-01 1.31973406e-01 2.62843387e-01 1.71700148e-01 -5.51628649e-01 -3.70514009e-01 -1.58265283e-01 3.37701766e-02 2.04933815e-01 3.70985278e-01] Distance 0.9176365020960705 Each least square approximations [11.21605727 -3.38500708 -4.7314977 -2.62369733 0.55156921 -0.14337856 -2.02796954 -0.47278834 0.39007863 0.20841024 0.17606678 2.07022682 1.48921687 0.75768739 1.6216187 -0.42674854 -0.54016119 0.243232 0.61727107 0.36969976] Distance 7.2384723700976945 Each least square approximations [-9.39214555 -4.35968445 -6.12436669 0.15539175 2.23735605 2.11801606 1.14170802 0.04634664 0.34171525 -0.39412375 0.90609303 0.38965014 -0.97960216 -2.0603165 -0.15524893 0.22477605 -2.50169249 0.45617926 0.759601 -1.53567413] Distance 7.94327519937441 Each least square approximations [-11.32345022 5.89401327 2.86456988 -1.53284657 -4.26925147 -1.84931371 -0.55996613 -1.42409418 2.27958615 0.77704385 0.29640833 -0.83964429 0.62927625 -1.50478936 0.62758595 0.89164233 -0.59575406 0.48439996 -2.2340591 0.87170787] Distance 4.5037702713325345 Each least square approximations [-9.74955987e+00 -2.18210549e+00 6.68958045e+00 -8.73351144e-01 -2.42905619e+00 1.43079968e+00 -2.73194549e+00 -1.33769174e+00 -2.90889686e-01 -1.01637462e+00 -1.19849225e+00 -6.68484810e-01 7.73992067e-01 1.40095132e+00 5.91361296e-01 1.79097514e-01 -2.10560569e-01 3.24919090e-01 6.49099811e-03 -3.68179006e-01] Distance 8.112406161915178 Each least square approximations [ 1.03798120e+01 -2.78805375e+00 4.17748720e+00 -4.01488997e+00 2.74644520e+00 9.50725932e-01 -2.30566211e+00 2.59303935e-01 9.31628621e-01 3.12300959e+00 -1.82017733e+00 1.67200239e-01 9.38812049e-03 -9.56486230e-01 1.39533129e+00 1.55771753e+00 1.51446896e-02 -1.57185519e+00 -1.31651643e-02 1.09915767e+00] Distance 6.980386200258234 Each least square approximations [10.96698733 3.91775323 3.48501683 -1.92001424 4.33457592 0.26609655 0.62503325 -0.30985253 -1.25224931 -2.52481665 0.93969354 -1.4554315 -0.93467577 -1.3220195 -1.9825163 -2.43503498 -0.38223874 -1.03944816 -0.5862865 -0.68038599] Distance 6.1895332478174465 Each least square approximations [10.66191677 -5.18796223 2.42117944 -4.6647181 -0.02479599 -0.27723155 -2.26778789 0.2446622 0.94434114 1.49396477 3.00509061 -0.11203987 -0.55083081 0.52195074 0.05257288 0.6386463 -0.46265917 0.09302976 -0.76879767 1.59008277] Distance 6.676935339835307 Each least square approximations [-11.32369776 -4.61944482 3.00046713 2.09156932 -2.95527988 0.32979674 -2.55009799 0.3205244 0.21250225 2.17114092 0.5670874 -0.74551016 -1.05817861 2.13890592 0.2582502 0.21529996 -1.81256612 -0.10320638 -2.26378008 0.88716497] Distance 5.960475814829613 Each least square approximations [-7.03750700e+00 3.86911911e+00 -3.40363190e+00 1.82783006e+00 4.00338121e-01 -3.98252194e+00 1.85920856e+00 -5.93798672e-01 -1.64001669e+00 -1.69686800e+00 1.02284364e+00 -3.30898284e-03 -1.92545711e+00 2.56306032e+00 -2.47791762e-01 1.47542487e+00 6.04881420e-02 2.41321657e+00 -3.09948595e-01 -8.89664041e-01] Distance 8.822759264824072 Each least square approximations [ 8.21630015 1.73284001 -1.49600914 -2.56607083 -0.21272998 3.96304178 -1.18200183 1.07010022 1.15539067 -0.95698148 0.27816464 0.03294358 1.34699681 1.21977896 -0.56162696 0.76022548 0.86744285 1.951978 0.85234724 0.32476652] Distance 9.663985230122005 Each least square approximations [ 9.59079583 -2.79759751 2.29445489 -3.16242495 2.53727146 2.58887202 -0.40933767 -0.90152889 -1.57872113 1.11226238 0.81074725 0.72955757 -0.30935082 0.90655047 -1.28990243 -1.80016414 0.95536786 -2.11323297 0.02793764 -0.32300282] Distance 7.5840664096754 Each least square approximations [-7.0805509 -2.77574848 -4.52752832 -0.81398275 0.00930514 0.31232816 0.90357966 0.1357832 2.24648616 -1.52475415 0.72988865 3.30703177 -1.8511047 -1.51255084 0.75599582 -2.01756171 -0.91982138 0.20918946 0.08777826 -0.55820679] Distance 9.62285774332358 Each least square approximations [-10.36141861 -0.05060272 -0.64192371 -2.65212438 1.16094431 -4.04585857 -0.87391112 -1.14190441 2.18733423 -1.89077008 -0.48511817 -0.73134628 -0.82281161 3.03315888 3.17630021 -0.02335263 -0.62090653 -0.40428669 0.37403718 0.16561794] Distance 6.2075838268099455 Each least square approximations [-7.45691624 -2.34811051 4.32452538 -0.82491364 -1.25637332 2.44556713 -0.55596258 -0.96035887 1.45135397 2.31273605 1.65537458 1.72844739 1.60521428 -1.01950117 2.14200822 0.61545782 0.92024276 -0.76597262 0.4363794 0.75097589] Distance 9.47061135913371 Each least square approximations [ 9.23445326 2.05863167 3.07905246 -0.68629748 3.35305183 0.42438977 -1.95935068 0.62795855 1.62210927 0.04488059 -0.09297906 -2.37868609 1.07153876 -0.18436611 0.39888853 0.2688826 1.40770287 -1.93958449 0.08957282 -0.72737607] Distance 8.47483934889467 Each least square approximations [ 9.47096304 4.26046379 0.10638107 -2.50623956 0.56038013 1.11813932 0.17903207 -1.75192954 1.39873746 0.40070732 -1.0381253 -0.79763446 -0.37696889 -0.31807452 0.33093139 -0.14244081 1.15515119 -0.34710179 0.10404261 -1.75550661] Distance 8.682052111583856 Each least square approximations [ 8.36537054 -1.74941698 -0.17311357 -4.25823243 -0.39033397 1.68832107 -0.53107105 -1.39902387 0.51508672 2.61103291 -1.05610237 0.40990729 0.43713289 0.07604794 1.18160876 1.73237303 -0.5471779 1.04527451 -0.23352516 2.31932688] Distance 9.311696853775569 Each least square approximations [-9.98459141 -1.27963239 1.16864137 3.05135148 0.33278305 1.39296507 1.61344938 2.00940234 -0.60688088 -0.38124736 -1.93070016 0.26433447 -0.35127409 -1.38599892 0.4617937 2.56853437 -1.79329296 -0.25709595 1.01961051 0.52280523] Distance 8.029900038203317 Each least square approximations [-5.89002223 3.56279595 -8.09491921 4.0856792 1.43686114 -3.70203988 2.9086841 2.74349113 -1.41951033 0.49695748 0.12581973 0.2210648 0.35497217 -0.62091632 0.43235178 0.37295381 -1.59250887 0.82137511 0.81524086 0.74564788] Distance 8.132301221085914 Each least square approximations [ 1.48080645e+01 3.58585145e+00 -4.97393382e-02 -2.25697544e-01 2.46640026e-01 4.16718072e-01 -8.30020730e-01 -1.17789052e-02 -1.32849918e-01 -7.96829561e-02 6.75731284e-02 3.08675860e-01 -5.65110392e-03 6.58099904e-01 -7.76893904e-01 1.79901367e-01 -3.21100968e-01 2.61176517e-01 -2.88074484e-02 -1.08633245e-01] Distance 0.7760223871330952 Each least square approximations [11.19075534 -3.99534802 -4.85610458 -3.17573756 1.33982509 -0.40650572 -1.78911666 -0.42451149 0.74658842 -0.30841849 -0.18584313 1.90296658 1.22209599 0.32489733 1.74355514 -0.34904638 -0.78715095 0.04381898 0.12052261 0.23992238] Distance 6.717581051503818 Each least square approximations [-9.4926605 -4.16011414 -6.66187546 0.54922034 2.65800165 1.71927143 1.33517188 0.20572359 0.23388054 -0.74126391 1.1406683 0.60140113 -0.85790965 -2.17180793 -0.46792548 -0.47665396 -2.4904473 0.59117412 0.53910684 -1.34197854] Distance 7.37147449776786 Each least square approximations [-11.57319581 5.16916449 2.863421 -1.79516235 -4.49489076 -1.19507977 -1.22936485 -1.39470037 2.591885 1.00514841 -0.31808206 -1.05070463 0.69281553 -1.35211634 0.82384098 0.77539141 -0.72142117 0.68961159 -2.52835517 0.78814055] Distance 4.170393198073705 Each least square approximations [-9.97551879 -2.24837011 6.77968806 -1.25148035 -2.85586158 1.69861897 -2.65958019 -1.70721275 0.3248776 -0.5457571 -1.24892748 -0.73949084 0.68674442 1.48523881 0.52555853 -0.02915426 -0.28947034 0.54033395 -0.02260799 -0.3055468 ] Distance 7.485527903623703 Each least square approximations [10.63316253 -2.77802677 4.53089936 -4.25076897 3.24326644 1.04350677 -1.87101598 0.24044713 1.19400123 2.8824395 -1.36902296 0.36905771 -0.19136237 -0.84877865 1.38393916 1.38043684 0.18227457 -0.92592876 -0.18410477 1.17237115] Distance 6.47502100382202 Each least square approximations [11.03171866 3.58498641 3.99230764 -2.82534987 4.31900487 0.73395019 0.83006211 -0.20387266 -0.67239459 -2.28145709 0.95553923 -1.16988829 -0.7905527 -1.34416764 -1.78598305 -2.05277564 -0.18010076 -0.89791038 0.06149801 -0.62853986] Distance 6.138913378537839 Each least square approximations [10.54465863 -5.24546429 2.12859604 -5.44115352 -0.15609837 -0.91889866 -2.01465975 0.44985634 0.46770214 1.87686467 3.04353563 -0.07102624 -0.2877197 0.763632 0.35037042 0.7671942 -0.28670557 0.27268078 -1.33561741 1.28417658] Distance 6.256601133746738 Each least square approximations [-1.13206489e+01 -4.10206569e+00 3.91639416e+00 2.63620567e+00 -2.47334524e+00 6.72677064e-01 -2.60006823e+00 1.10778617e+00 4.77190871e-01 2.31494616e+00 4.21305430e-01 -7.16907674e-01 -1.13957113e+00 1.99674467e+00 2.19810135e-01 -9.88593121e-03 -1.69510010e+00 -3.10765977e-02 -2.10645420e+00 1.03934704e+00] Distance 5.767149631590607 Each least square approximations [-6.14273932 1.4726885 -4.0285561 1.10094108 -1.27351774 -4.58550574 3.94501274 0.60265633 -2.50884199 -0.76679157 0.44110239 1.69808911 -1.750539 -2.67425964 -0.45619902 1.48296783 -0.68440379 0.66947909 -0.81705859 2.61800937] Distance 9.058601476654754 Each least square approximations [ 5.98880548 4.0986033 0.75356475 -1.16264532 0.19964364 4.00048577 -2.43473097 -2.83626981 1.24772259 -1.71199076 1.35885838 0.03237857 0.73870805 0.756373 0.28768202 0.36767985 -0.91976135 0.23657286 0.13636158 -0.64473444] Distance 10.74203469342399 Each least square approximations [ 6.43527289 -4.25115147 1.324094 -5.72412133 3.84285637 1.03103534 -0.55443211 0.41624296 0.88700909 -1.15288111 1.32591495 0.77598732 -1.35536893 2.16773698 1.82447882 0.67892673 -1.41485372 -0.46729144 1.0228717 -1.99101977] Distance 8.75505594439767 Each least square approximations [-5.19762955 -2.4789715 -5.61385718 -0.98983967 3.58630043 -0.84992821 2.40744947 -0.18031145 0.02887241 -1.62657344 -1.47117321 0.89249095 0.96945046 -2.19478554 0.0143756 -1.72623296 -0.02729872 1.78544791 -0.84851176 -0.29335207] Distance 10.275767715844184 Each least square approximations [-9.76883946 -5.0863111 4.59020622 0.55132416 -0.94824728 0.23540107 -0.67399821 -1.48674501 -2.03301908 2.38083409 -1.12245 -1.46607937 2.65329531 1.75915553 1.02233428 -1.00842677 -0.2565669 0.55232321 -0.58262918 0.41542785] Distance 6.034409886740831 Each least square approximations [-6.29793514 -3.34190432 3.32753169 0.7800602 -3.24262228 4.13053185 -0.68865895 -2.90854264 2.17253219 0.209688 2.36089616 1.62953543 -1.60484049 0.4625684 -1.19581209 -0.15790678 -1.10792353 0.50282443 -0.2709375 1.03589143] Distance 9.492694246717022 Each least square approximations [ 7.16714705 0.7483206 4.48235254 -3.15058676 2.26879216 0.01140526 -2.21599369 0.23090034 0.07560844 0.46360262 2.70994333 0.15706941 2.1934059 0.14037626 0.82949343 -2.0634535 0.81542417 0.42680522 -1.57543646 -0.4459039 ] Distance 9.800395210034445 Each least square approximations [ 7.0757603 -2.87456618 1.88710257 -5.74480981 2.87280835 3.17042982 -1.02163963 1.74523498 -1.37390709 -0.51501314 1.89530765 0.22443876 -2.11247787 -2.19883501 0.75197978 0.68654919 -1.61239118 0.24973392 0.7664871 -0.69519996] Distance 8.476327774113454 Each least square approximations [ 5.83350783 -1.03211634 -0.07773043 -4.71136804 -3.26859465 -2.96260365 -1.62284901 1.37437525 -0.80623135 -0.09634356 1.14299174 1.66312657 -0.02393554 1.98913648 0.24395158 0.66713865 0.24886224 4.01531338 -1.96430766 -1.30319401] Distance 9.837791276457422 Each least square approximations [-6.37534963 3.91188317 6.9115345 1.72259773 -2.79158764 -1.03705785 -0.52239927 2.31716284 2.07241465 0.53553734 -1.73532431 -1.72211244 -0.01366907 0.07390317 0.05249482 2.02676378 -1.23891391 -0.30786494 0.47940482 1.01054277] Distance 8.381394672837061 Each least square approximations [-5.83530814 3.59546632 -2.07426689 0.78191059 -2.58795624 2.31460862 1.27736564 -0.26498149 -3.30462997 1.59026939 -1.63273159 1.51579639 0.69104015 0.66423648 1.34587512 1.71330128 -1.90265067 0.06203726 0.6874126 -0.30995295] Distance 10.466394216366899 Each least square approximations [ 6.2598462 -1.85969004 0.3533385 -1.25609466 -1.15194652 0.49699582 -0.08334508 -0.43258076 -1.27942997 0.0295216 -0.72425856 -1.39985368 -0.9704701 2.05706941 -1.04753923 -2.24157465 1.38505883 0.78172371 0.05809397 -0.15817074] Distance 11.805738565781828 Each least square approximations [ 6.8142217 3.29713336 0.73096791 -0.52511851 4.52194069 1.32499082 -2.32704208 1.8692391 3.29742302 0.36482704 1.58483978 1.06207847 1.74184086 0.44277505 2.94663162 -0.48934716 1.22516935 -0.11748589 -2.2880578 1.70007445] Distance 8.820410888976395 Each least square approximations [-8.02456111 0.07840015 -1.87442315 -5.40068623 -1.57044132 -2.39813539 2.05804981 -0.43560403 -0.19317506 1.43578092 -0.10960346 1.96343346 2.93184712 -1.28789234 -0.57247295 2.7306465 -0.74156971 0.26047802 -0.06992227 0.46738657] Distance 8.300400086039401 Each least square approximations [-7.07896788 -2.02781868 -1.47271864 -1.09457314 -1.37978647 -2.67063635 -1.57970594 1.15772707 1.59430448 1.64320755 3.64298829 2.45240755 1.50987413 -1.23895094 -1.89111861 0.67013048 0.03757785 0.97257471 -1.0740398 1.62611236] Distance 9.792336341322923 Each least square approximations [-8.87587412 -0.67209444 0.64621594 0.72534959 -0.07670818 -3.2137544 -0.02993624 2.25636928 -0.03103696 -1.99005547 1.86800514 2.0322198 -1.25220518 -0.58498421 -0.22355798 -0.46899831 0.23191689 -0.03100936 -0.48902132 -0.33113332] Distance 9.679788682966242 Each least square approximations [ 7.02382268 -1.78593866 1.77073117 -0.23264864 -2.78639329 2.67075812 -3.23040032 -1.34028847 -1.58547019 0.35942428 0.17233576 -0.65344112 -0.11112092 2.04805209 -0.9292858 0.33347506 0.16805134 -3.04720238 1.00366569 0.92047044] Distance 10.058520631718533 Each least square approximations [ 8.85046195e+00 -1.65873884e+00 -4.14565550e+00 1.42393711e+00 3.49191255e-01 4.72139715e-01 -1.23583285e+00 -1.40031107e+00 6.08815452e-01 -2.65407208e+00 2.58726553e+00 1.78860122e+00 -2.16359069e+00 -2.07311030e-01 3.75613306e-01 1.42889146e-01 1.12592185e-01 -1.83651646e+00 -7.95903222e-03 1.06607486e+00] Distance 8.52178590578564 Each least square approximations [ 9.06537322 0.13160375 -4.65211321 1.23070677 -3.90984102 1.75159314 0.71414184 0.64302414 3.61061631 0.7824972 2.17534565 0.78891014 1.67799752 -0.10876264 0.02776687 1.21186557 0.28997289 -2.37953501 -0.29425068 -1.38967429] Distance 6.911411448435297 Each least square approximations [-8.03090849 1.70766523 -1.18606729 -1.55619605 -2.52244259 -3.66488719 2.41104645 1.32297879 1.44581269 1.37981076 -1.93691907 -0.02414073 -2.05303938 1.80530814 -0.03452216 -2.31095637 2.60143751 -0.4910211 -1.12255952 1.19401141] Distance 8.637771430447291 Each least square approximations [-8.98012087 7.71094894 0.5313685 3.57570752 -1.82460263 -2.35773461 -3.36184406 -0.93838178 -0.2340107 -1.38394837 1.27731737 -0.94442088 -2.17544177 0.1961649 -0.01536289 -0.30332998 -2.49628398 -0.13253631 -0.29411634 -1.21416852] Distance 4.281000725474888 Each least square approximations [ 6.41371074 -0.51649102 0.31869504 -3.94981685 -4.02513076 1.71127674 -4.03652541 -0.3565232 2.13004949 0.05603517 -3.14026589 0.27565714 -0.65525627 -0.56756434 0.78875179 0.20277298 -0.15238743 0.17040734 1.8120672 0.56559681] Distance 9.875708904742542 Each least square approximations [ 9.07962279 1.63286227 2.00625678 -3.80380251 0.92019272 -2.02043024 -2.02580688 -2.38042205 -0.61980875 3.86356047 0.6210323 1.04332278 -0.57481629 -2.18596478 0.64950261 0.66859349 0.0198172 1.34691343 -1.75830664 -0.23552076] Distance 7.981831858474092 Each least square approximations [-7.75479664 -5.20462402 -0.29447594 -0.94968299 -1.76552084 0.63920962 2.62221644 -0.09466744 -1.06181975 -1.03911746 -2.29783085 2.64119 -0.64409581 -2.18350675 0.60888853 0.15739982 -1.18608929 -0.43465731 -3.7432573 0.55132544] Distance 8.66927677841031 Each least square approximations [-7.72588429 -0.64151266 -0.41568831 -3.75770617 -1.66042772 -2.01977394 2.14614936 1.30626857 2.54950763 -0.03479736 0.13977632 1.35135231 -2.70701564 2.0964821 0.63540995 0.81848833 1.51779798 1.79803264 -1.54121482 -1.66666165] Distance 9.5056420463654 Each least square approximations [-8.65077359 -2.30999685 2.10604743 -0.29479836 -0.60685773 1.8353178 1.96297878 2.35068596 -0.04902166 1.60536412 0.09867437 1.9375245 4.35876219 -0.79073065 1.23008759 1.73191516 0.80603782 0.21363409 -0.08334071 -0.38026217] Distance 8.977558925483674 Each least square approximations [10.40937865 -0.45257368 1.72156674 3.16588578 1.70577371 -3.22539397 1.43337706 1.71060616 -0.74207499 -1.94136146 0.60919221 -1.62465233 1.46304692 0.65740081 -1.31532499 -0.51523555 -2.28225345 -0.35927797 0.07810226 -1.58720416] Distance 7.080382394561155 Each least square approximations [ 7.29933197 0.54165246 -0.93099745 -2.19272703 2.55169198 0.69415706 -3.61650021 -2.21234248 1.75257454 -2.18731413 1.89276885 -2.8259361 0.96159914 3.47733142 -1.24555923 2.37755362 1.64356869 0.25578813 -0.01746549 -1.82938001] Distance 8.930834192819248 Each least square approximations [ 8.50197921 1.8502864 0.33126828 -2.00071408 3.13131226 2.23277886 -2.74174696 0.73384485 1.37705607 -0.66974826 2.06460455 3.09196177 -0.07786375 0.97080868 0.57339613 3.10243329 0.0587476 0.593366 -0.82799877 2.37583323] Distance 8.562229629041 Each least square approximations [-7.68795693 0.26795596 -0.3096609 1.85152308 -0.73519471 -2.43240876 2.30547474 0.99725352 0.80813051 4.82595598 -0.15527794 0.82427158 -0.11140779 -1.2790887 -0.35170313 2.08612443 -3.02353818 1.9367928 0.80068327 0.68493635] Distance 9.460041469488484 Each least square approximations [-6.50176038 4.07162687 -3.61839871 3.05368398 0.5560932 -2.99826733 0.88877541 1.37458575 -3.99499754 0.33195169 -0.57990908 -1.13121231 -0.48521612 -0.1014876 -1.16266728 -2.25844862 0.29310479 0.36100187 0.08660895 -2.83335978] Distance 9.085779478106138 Each least square approximations [ 9.98196185 -1.59981344 1.55050256 -2.79971954 -0.9818761 -0.52555095 -2.3707687 -0.86907975 1.11945136 -0.4535974 -1.55957692 0.35461171 0.76572974 1.64361108 0.76259593 0.78722465 -0.26857394 -0.44956286 0.66562972 0.47282184] Distance 8.88425102390726 Each least square approximations [ 8.36504011 -2.04360102 -4.1706437 -1.91445708 1.55011884 -1.43000577 -2.39588229 0.61211869 0.04837122 1.97130426 2.11989814 0.3432124 1.50994116 -0.31779939 1.39727255 2.31750927 0.96410873 -0.27101604 -0.95426336 -0.21346522] Distance 9.082875145598576 Each least square approximations [-7.18145986 -4.20617763 -3.31778056 0.24596799 1.09628622 0.71275177 -0.78770106 0.34317512 0.32655585 -0.94274971 1.2787036 2.43002938 -0.11202057 -2.0309153 0.75690536 1.91889112 -1.60456057 0.64328485 -1.18587371 -2.1738124 ] Distance 9.980224373330707 Each least square approximations [-8.74419974 2.51568906 1.13921057 -0.78562796 -2.34912966 -2.06829914 1.31118498 -0.80127169 2.59715275 1.87725019 0.05084173 1.67866811 0.87943972 -0.04271439 -0.17860918 -0.33032241 -0.2035958 1.93648146 -0.75842324 -1.9004918 ] Distance 9.46507357755518 Each least square approximations [-7.69123513 -3.22341999 4.25197112 -1.49109162 -1.0439 3.36813326 -0.49728019 1.02134794 0.26009077 -0.3711046 0.36354587 -0.18769308 2.29141315 -0.13784126 -0.04044741 1.43948735 1.08033057 -1.15977133 -0.09962236 -0.45351275] Distance 9.716886049071098 Each least square approximations [ 8.42468779 -2.11358752 5.09693788 -1.70679359 -0.36730866 1.55849013 0.67289803 1.41305822 0.97460929 -0.69107552 -1.30823093 0.44735791 0.71146162 -0.51483807 -0.55458458 1.12824297 -1.19080136 -1.16199262 -0.05001177 -0.52198587] Distance 9.505394981650785 Each least square approximations [ 7.15961244 3.49432795 1.52482511 -3.13534659 2.84650511 1.67284727 -3.56218122 0.24505019 -1.65397347 -4.19299423 0.99856216 -1.79374046 -1.46303301 1.93458698 -0.30365829 -0.25825747 1.55844503 -0.61626465 -0.59459457 -2.57454582] Distance 8.294245253971653 Each least square approximations [10.41031941 -2.42679141 3.22070534 -0.97518079 1.41294806 0.60743959 -2.53900196 0.35402847 -0.91697508 -1.85029972 2.1018422 -1.61979998 0.53255419 1.58576571 0.36694692 -0.03207368 -1.48466279 -0.22010811 -0.09514708 0.32075881] Distance 7.569981880430229 Each least square approximations [-8.72036888 -1.58048502 1.70958905 1.84329929 -2.12975225 -0.05745723 -0.47306722 -2.28391812 2.78548596 1.75280866 0.53465354 1.45588346 -1.16363391 -0.61698893 0.81815096 1.45080599 -2.45101525 0.2529583 -1.21889192 1.32712518] Distance 9.302036353548543 Each least square approximations [-10.26901036 0.48872712 -2.16509482 -3.06284811 4.84003752 0.67142565 -3.0249983 1.13570383 -0.22166152 -2.69372237 -1.4566508 0.94603479 -2.04336207 2.58170732 -0.21862177 -1.04892975 -0.75610115 0.51633329 1.42512386 -1.11423246] Distance 4.673412535519372 Each least square approximations [ 3.89305856 1.20124354 2.3822503 -1.77085846 -2.12826167 2.76931337 -2.25658575 -0.01198499 -4.51691483 0.53162173 -2.31680304 -0.27446345 -0.06340801 -1.18601721 0.14403901 -1.16262277 1.48654785 -0.19881245 1.060997 1.04063031] Distance 11.236973509001784 Each least square approximations [ 5.75154772 1.26523512 -1.48441124 -3.26978041 3.55065248 -2.69368103 3.31184345 -1.76847732 0.22016778 4.0506691 -0.00700584 -1.42093264 -0.63863026 2.22541772 0.74656434 -1.00995528 5.41412406 -0.70600454 1.53028696 1.17513686] Distance 7.864955680726055 Each least square approximations [-7.48194856 3.38204402 -0.97273744 3.20710723 -1.60935173 2.85463692 0.56789067 2.89791978 0.99810626 -2.45730937 -0.40902849 1.29401585 0.75133744 -2.83594782 1.29134289 0.20978459 -0.28387091 0.07931113 0.62818664 0.52132396] Distance 9.180539386243549 Each least square approximations [-4.52386455 -1.14480515 0.09204269 -4.42056438 -1.25783754 -1.94512297 -1.41115564 2.67548177 2.33841874 -0.78501209 -1.40947773 -1.65834527 0.09215423 -0.1696536 1.66744766 0.22668062 1.25450184 0.1113987 0.93186347 -0.39442919] Distance 11.410442371775176 Each least square approximations [-7.58086628 2.92998523 -0.55011695 -4.13857166 2.47808044 4.06547938 -1.19593108 0.31699085 0.05579204 0.92362758 -0.31045779 0.19723593 1.22654674 -3.01160608 1.73005575 -2.22007481 1.21610002 0.92562658 -0.92268804 1.58089837] Distance 8.335543873688575 Each least square approximations [ 7.70625045 4.3623603 -2.24823451 -1.18790338 1.87932146 3.37193538 4.37914711 0.05655017 -1.16982242 1.53807834 -0.51736122 -1.60032123 -0.32807093 0.23917344 -1.75734084 -1.00527817 -1.07233714 1.17966114 1.05570775 -1.1441678 ] Distance 8.220937069432535 Each least square approximations [ 4.2127812 2.58292759 0.75496743 -2.69020532 1.34734892 1.31079031 -2.54365668 -1.65637265 1.0825455 -1.73089199 1.64788634 -1.46834682 1.74369762 -1.00023296 -0.51880795 4.04053663 2.2636838 -1.57724952 -0.91464338 0.94350122] Distance 10.87896143169346 Each least square approximations [ 5.51906509 1.80017742 -1.8981976 -5.71578791 4.16107478 -1.64337212 -1.40839544 -2.50359367 2.0533148 0.24894425 -2.74083794 -0.65095589 0.32975357 0.21394014 0.24504389 -0.2226857 -2.00576212 -3.1333067 1.37923001 1.04251361] Distance 8.648163042443658 Each least square approximations [-4.7462303 -1.31168699 0.91481624 2.54632086 -0.42024327 -0.31490092 0.97479537 0.22055607 2.2558425 2.73836 -0.91164294 0.13675031 0.55792339 -1.03149944 -1.41347416 0.55642776 0.86543893 -3.05162615 0.72717816 1.49866411] Distance 11.812740733456558 Each least square approximations [-5.370318 7.52837412 -3.99275491 3.35193646 -0.04042868 -1.65080793 2.02550105 0.63238229 -2.25437705 -1.17479045 -1.00027875 2.15393032 -1.66361964 0.46622104 0.29702774 2.28241929 -0.52932939 2.35664113 -1.03933803 1.16127538] Distance 8.401678061878373 Each least square approximations [ 7.12750565 0.97083807 0.68753207 -1.12845476 -0.84852887 5.62100733 -4.15088511 -1.81746115 2.81698319 0.42065222 0.70936149 1.57949718 -0.01628906 1.13927994 -0.57928428 -0.0697383 -0.17694878 0.73321488 0.27458948 0.64722021] Distance 9.950308716731152 Each least square approximations [ 8.61739927 -2.08557423 -0.25234338 -3.71846255 4.61115273 4.56166815 0.41601964 -1.72143773 -1.5220459 0.09645926 0.68926518 0.62098318 -1.11361685 -1.67479321 0.27045228 -0.13208061 -0.31562587 -1.76465871 -0.32508049 -0.54765386] Distance 8.397036963568402 Each least square approximations [-8.45926157 -4.1859508 -3.40737733 -1.33506421 1.01612094 1.02358886 -0.08720403 -0.40566645 0.41466917 -1.68975246 0.32173922 3.61482245 0.72930073 -0.87826953 1.78851737 -2.21481024 0.42142811 1.4222204 -0.97561901 -0.10592622] Distance 9.255528231368762 Each least square approximations [-12.17351623 -2.06851396 -0.43445816 -3.58924762 2.99428931 2.13023357 -0.56148302 1.02844464 0.61805188 -0.28707474 2.12117007 0.981465 -1.10698444 2.1730731 -0.90512702 -0.96985685 -0.86740641 1.26946183 -0.38845875 -0.2290646 ] Distance 4.7472487363592855 Each least square approximations [-8.56799716 -3.11253248 5.30591894 -0.83873144 -0.54080905 1.70417685 1.22832188 -1.91234908 0.81395087 0.08073777 -0.48515956 1.40637995 -0.06944748 -0.37709982 1.63362888 2.14376593 -0.49964474 -0.85690551 0.13109686 0.09067431] Distance 9.356237445422101 Each least square approximations [ 9.06687616 -3.32412823 2.76636141 -0.01462735 2.78354668 1.23960547 -1.93323898 0.7424583 0.56576943 1.73502164 1.78137106 -3.29547347 2.28598735 0.06026523 -0.28052218 -1.2029044 0.73736312 -1.20381201 -0.3666352 -0.52555335] Distance 8.84040469732643 Each least square approximations [ 9.16001053 2.90051397 0.35903496 -4.24415716 1.05505126 1.45245329 -0.03798575 -2.61459428 0.03290434 1.92041285 2.99924369 -0.35306619 -2.485572 1.56936573 1.27333972 0.63648009 -0.84892925 -0.29309393 1.10034752 -0.76484348] Distance 8.518199225567072 Each least square approximations [ 9.48905762 -1.73990629 -2.02528598 -2.66026875 -1.40095359 -1.30904856 -0.92445264 -0.04644876 -0.3347325 2.71357938 -1.2257044 1.64676839 0.03425548 -1.11388368 0.93187162 2.9498845 -0.37642642 2.03140724 -1.31942198 -0.53595999] Distance 9.032159635954512 Each least square approximations [-10.06735613 1.85015171 2.05146468 3.73930652 1.16610879 -1.20444517 1.70233209 0.93530261 2.18360719 1.30325652 -4.57184062 -0.14526665 0.11644826 -1.2839362 -0.21449273 1.25417903 -1.50116499 0.19824574 0.57319622 1.81948726] Distance 7.280683087126432 Each least square approximations [-6.13283257 4.30358657 -6.92021351 2.69365916 -0.67904352 -2.12991059 1.37435167 0.51571726 -3.3063994 0.45575659 -0.15449129 -0.92835813 -0.34175408 1.59830324 -1.29998467 0.51706486 -0.34388733 1.07076866 1.57825633 -2.67198777] Distance 8.316876097123448 Each least square approximations [11.45951486 -1.02266744 0.95918162 -1.97339658 -0.86976087 2.16895828 -2.05524079 1.11583533 -0.3339024 -0.50861082 -0.78529313 -0.41615529 2.51354516 0.72202671 0.21974723 1.66765787 0.63378658 1.11113435 -1.31962903 2.28818721] Distance 6.899080631305368 Each least square approximations [10.47748671 -1.12043517 -4.48508753 -1.64554115 2.25119128 1.02655511 -2.22787225 -0.3884556 1.21638222 0.55498365 1.56852994 -0.07567097 1.368949 0.05462417 -0.1949054 1.36543045 -0.07663908 -0.53265277 -0.3830179 -0.42745681] Distance 7.836146267428673 Each least square approximations [-9.81651595e+00 -3.01769298e+00 -4.21727753e+00 -8.44943415e-01 1.90954720e+00 4.82050721e-01 -5.70305202e-03 6.97617361e-01 -5.40747565e-01 -9.72917634e-01 2.33747871e+00 2.87961686e+00 -2.38839816e+00 2.17501700e-01 -4.82633505e-02 1.37660537e+00 -2.17494297e+00 8.12269706e-01 1.25798636e-01 3.44808068e-01] Distance 7.658059196178395 Each least square approximations [-10.27273089 5.03767154 -0.93767705 -1.43857189 -2.73752788 -1.81368629 -1.2226874 0.71936683 1.90179687 1.09058849 -0.43108399 1.21280358 1.15792366 0.83415356 0.76672888 -0.08699022 0.57249223 1.32935971 -0.39009405 -0.34331735] Distance 7.5523713660114575 Each least square approximations [-9.70959386 -3.02124351 3.68579713 -2.30713724 -2.31613367 0.84622073 -1.62368956 -0.45997919 -1.06449689 1.52424565 0.53332708 -0.50851526 1.60483439 -1.30860803 1.21512695 0.26279155 1.92302199 0.87316902 -0.55167807 -0.91300443] Distance 8.27514832666458 Each least square approximations [ 9.44435817 -2.00437295 5.84367592 -2.60977158 1.45400091 2.0237241 -0.71844406 0.54894695 1.01297577 0.5789613 -1.28482895 -0.23955297 -0.63000861 0.85252331 -0.17348595 0.41655867 -0.10275758 -3.01222472 0.3937199 -0.0749104 ] Distance 7.765865250471368 Each least square approximations [10.45984281 4.94435816 2.38440308 -1.34828625 2.33552545 -1.25679492 -2.37428729 0.80636468 0.47066457 -3.99680162 0.09464468 -0.24948482 -1.19808599 0.11129875 0.52497499 -0.55421963 1.4323027 -0.52743109 0.69017693 -1.94640147] Distance 5.964728712859357 Each least square approximations [12.37224368 -3.72322875 1.44372059 -3.41226015 0.35155753 2.06866776 1.35543151 -0.74026847 -0.47268361 0.29951888 0.32206217 -1.24466458 0.75754792 0.85789272 1.94722403 -1.39084631 1.00952266 -1.05305871 1.08302221 0.63923765] Distance 3.871377651133914 Each least square approximations [-11.82170181 -3.85129369 0.92274509 1.23269586 -2.95648397 1.26618375 -1.31563488 0.46854578 1.17833331 0.63680489 -0.19894959 1.58775777 -0.08423163 0.66191286 0.17518519 -1.02826621 -0.12069064 0.88455092 -0.07438564 1.48698497] Distance 6.0826081716289115 Each least square approximations [-5.39819249 6.4399171 -5.12455938 4.35488451 0.16902509 -2.63013833 2.21042195 0.48818342 -2.76643781 -0.79932107 -0.2567627 1.12012819 -1.11314114 0.80299377 0.82239392 2.42495381 -0.10149232 2.59940552 -1.59279275 0.07906676] Distance 8.190795726917937 Each least square approximations [ 8.22274536e+00 6.33316699e-01 -5.36348264e-01 -1.01611427e+00 -1.14089569e-01 6.18204465e+00 -4.16971615e+00 -3.09311468e+00 2.46058912e+00 7.86391270e-01 1.66451851e-01 1.52205886e+00 -3.19705884e-01 1.40704611e+00 7.04053466e-03 6.36280319e-01 -3.54639622e-01 5.28682367e-01 5.89158665e-01 8.31792101e-01] Distance 8.65417406162337 Each least square approximations [ 9.55145642 -2.36143878 -1.16715187 -2.80807167 3.81813394 4.06977953 -1.28305635 -1.95520506 -2.00241334 0.10213985 0.66768679 0.69299574 -1.1130338 -1.24003812 0.11657063 -0.17806873 -0.90846901 -2.17333884 0.66366375 -0.34231846] Distance 8.11317895895569 Each least square approximations [-8.68456013 -4.90528614 -4.36671443 -1.02912234 1.49660829 1.30720541 0.02080285 0.05664399 1.18059883 -0.88541059 1.42562421 2.95902333 0.2397665 -0.62765978 1.13822906 -0.86792871 0.08048547 1.23530069 -0.87228858 -0.5334022 ] Distance 8.98640169764367 Each least square approximations [-12.79674301 -0.02441075 -1.49725628 -3.68642204 2.80799304 2.06040689 -0.04404448 0.02428168 -0.61870344 0.07961921 0.87308219 0.84748411 -0.27246952 2.32248105 -0.36717914 -0.2261785 -0.37855717 0.90208678 -0.24305624 0.727227 ] Distance 4.6446119375418204 Each least square approximations [-9.17225216e+00 -3.48448468e+00 5.82219001e+00 -6.30878040e-01 -9.33161477e-01 1.95027379e+00 -1.38316838e-01 -1.03012346e+00 6.59610136e-01 9.66771597e-01 -6.53641502e-01 1.49690855e+00 1.52274068e-03 7.42801286e-02 1.23419384e+00 1.83739502e+00 -5.72083218e-01 -1.64650725e+00 6.59700468e-01 4.22458657e-02] Distance 8.580349546216882 Each least square approximations [ 9.26247195 -2.95270713 3.61221087 -1.24833473 3.16988923 1.22118704 -2.21508837 0.82484025 1.02626188 1.62249173 1.6763611 -3.16502301 2.1102497 0.32049076 -0.48054588 -0.3020925 1.21067193 -1.53668677 -0.09995247 -0.47278105] Distance 8.40629763878789 Each least square approximations [10.02785287 3.64036989 0.23248476 -4.78685862 1.5323654 0.63383138 0.13045191 -2.65617887 -0.94632819 1.57456876 1.95551183 -0.1130441 -2.51643537 1.81595183 1.07934219 0.14975023 -1.20572221 0.53100937 1.53137683 -0.9417724 ] Distance 7.263967528024111 Each least square approximations [10.35222356 -2.81192794 -0.97000509 -2.62923496 -2.01737019 -1.38541675 -0.70770787 -0.34412395 -0.62890719 1.96150198 -1.19805843 2.27754467 -1.18832661 -1.83064233 0.3168047 2.67153526 -1.1619839 2.16394075 -1.12897695 0.1003073 ] Distance 7.914602998833308 Each least square approximations [-11.13596367 0.81047334 1.80108717 4.26213831 1.71483842 -0.48329268 0.99275653 -0.57038739 0.99293764 1.1335735 -4.19641672 -0.13685228 0.12224749 -0.54145327 0.28206124 1.08529911 -1.61589741 0.89219672 1.06963944 1.78147915] Distance 6.5277141199296995 Each least square approximations [-7.91203384 2.35379463 -5.45325585 0.64067364 1.18268605 3.00333047 -1.21952427 2.64980382 0.34166227 4.11393414 -0.44406238 0.89377813 -0.65987187 -1.63091933 0.34959577 2.10358662 -0.23142725 1.74844953 -1.31793347 0.89995347] Distance 7.740178329115258 Each least square approximations [ 7.36743509 0.68530466 -1.05070352 -0.39660013 1.1007855 2.3350722 -2.7512099 -1.87862539 -3.87311032 0.14210814 -2.98750368 -0.84099128 -0.07162292 -0.63220884 0.65136273 -0.80136623 0.98567804 -1.11368541 -1.04041193 0.37848902] Distance 10.253246794401177 Each least square approximations [ 7.83316733 3.11513944 -4.90446615 -2.80586964 1.98218051 -0.75560992 -0.1090852 -0.79456694 0.50017695 1.51124394 1.98208724 1.34867668 -1.4371031 1.58256645 -0.18609778 -1.57864624 0.45969961 0.32564061 -0.78265009 0.0273461 ] Distance 9.166399808096335 Each least square approximations [-12.51033822 1.40581387 -0.96573984 3.16311824 -2.16393027 -0.3995367 -0.27159364 -1.02284695 -0.65027623 2.33114513 -1.16285005 -1.75549347 0.1401893 -0.09880441 1.51846977 -0.13825076 0.27807663 -0.61574858 0.4549713 -1.54677905] Distance 4.168672695497482 Each least square approximations [-7.02563951 2.57180359 0.7392791 -3.52017993 0.32372689 0.14839609 -3.31080565 -0.46560833 0.48817516 0.376928 1.34015253 -0.10237211 1.48323024 -2.06388106 -2.23313611 2.09668569 -0.14613512 -0.73245663 0.09773737 -1.15620011] Distance 10.407379978482883 Each least square approximations [-10.25635064 4.37564278 0.29126761 -2.36042112 -2.30168666 0.36593463 -0.91359018 -2.00809356 -0.05332714 -3.63868646 -1.58769868 0.82856229 2.09989311 -0.55532846 -0.07959034 -1.40579525 -0.03037578 -1.68096733 0.59394493 -0.11615174] Distance 6.467342177392827 Each least square approximations [ 7.56126645e+00 -5.46909420e-02 -1.18079550e-03 -2.05418509e+00 2.41717549e+00 4.52830246e+00 3.33762057e-01 4.23751163e-01 -1.87222259e+00 2.42531826e+00 1.50453773e+00 1.23586318e+00 1.79014062e-02 1.61973221e-01 1.98825210e+00 4.58705699e-01 -5.29952423e-01 -1.42059278e+00 4.97649870e-01 2.98240013e+00] Distance 9.571823179825424 Each least square approximations [ 8.1415092 2.6569188 1.87030208 -1.64505748 0.1151449 -1.71105666 -1.93979419 -0.95366411 -0.66477348 0.53611986 3.32725691 -0.58576953 -0.03298851 -0.72470479 -1.53812372 1.31399783 -0.54378522 -1.06855662 -1.0808113 1.04039528] Distance 10.042581514431154 Each least square approximations [ 8.33183264e+00 -7.71649119e-03 -3.74881711e+00 -3.56545242e+00 1.94540596e+00 -3.15925712e+00 -3.01672970e-01 -2.15991283e+00 1.30624084e+00 -4.20869102e-01 1.36715329e+00 -2.51698464e+00 -3.02796653e-01 -1.56578647e+00 5.78967825e-01 1.21518524e+00 -2.34667279e+00 -2.76928139e+00 -1.98965317e-01 1.72220211e-01] Distance 8.128278314161257 Each least square approximations [-8.10080714 -2.06710995 2.89941163 0.64487151 0.56247991 -1.87543958 0.2830851 -1.2459824 1.85763627 2.0117984 -0.81181962 -1.26637045 0.08855939 -0.53370187 -1.7625603 -2.6026957 1.96415267 -2.71105917 -1.62584663 -1.27359303] Distance 9.427201538639263 Each least square approximations [-7.20065194 3.08417267 -4.83294481 0.07799279 1.73275242 1.99813319 -1.55309778 3.32632808 -2.04988859 0.2829165 -1.26803764 1.18808641 1.10334724 -1.27179055 -1.32298359 0.11482765 1.14850136 2.74810939 -1.37389302 -0.77017038] Distance 8.874369652023777 Each least square approximations [ 7.00544111 -0.02498584 0.41351303 -0.04502077 -1.17935212 1.9109968 -2.13614371 -1.59392638 -3.11191195 1.28760051 -1.79348985 0.53919621 0.15780614 -1.43238582 -0.41908455 -0.94464655 1.20276564 -1.58304204 -1.01158663 1.50235154] Distance 10.980866677162876 Each least square approximations [ 6.09166495 2.08791595 -5.95998603 -3.82115078 2.40712066 -0.83218365 -1.02420526 -2.34539086 -0.77758843 2.03244431 2.31374189 -1.67538677 0.69791261 0.50023136 0.56608884 0.66214871 2.35903946 -1.48063143 -0.8520191 0.21950832] Distance 8.924808070545822 Each least square approximations [-11.32190641 -1.13726992 0.94373516 1.97392203 0.72740525 0.60982504 -4.04999396 -0.14727536 1.74632265 1.32893181 0.25420733 0.66813863 4.09270165 -1.70451335 1.02205258 0.12274485 -1.67553702 0.25412892 1.77940505 0.6098303 ] Distance 4.812425211235741 Each least square approximations [-7.41862388 1.51683441 -1.44706896 -3.41252526 -0.96782857 -0.58929097 -2.45050504 1.76670352 1.10125025 1.74665143 0.99577202 1.07575447 0.51900218 -2.00010011 -3.58948739 0.20235955 -0.67580484 -0.81407029 0.57010262 -0.8499032 ] Distance 9.997106670198965 Each least square approximations [-10.47014795 0.10665135 0.48722227 -1.5527982 0.58312379 0.25440616 0.24601545 -0.71632986 -1.37471682 -1.81124067 -2.70943226 -2.07274233 0.20765633 -4.17475564 -2.33773283 -0.59877419 -1.70014955 -1.75615659 1.59722003 0.57209761] Distance 6.707039181366061 Each least square approximations [ 7.77342981 -0.85329 -0.62361532 -1.06388193 1.87187498 3.54245542 3.09058198 -0.80803122 -0.77710075 2.22071274 0.55885799 0.84622807 1.60802739 -0.21006743 0.93529429 -1.45584824 0.18322658 -1.91401497 1.33837748 2.28440134] Distance 9.76602845338386 Each least square approximations [ 6.85466594 3.71832197 1.39714127 -2.67347236 -0.42305514 0.38488031 -3.83642807 -1.38550568 -1.70045598 0.82601296 2.57298392 -0.59060316 0.28656808 0.16945667 -1.7386457 1.46960677 0.68392278 -1.38149704 0.71491373 0.16025247] Distance 10.07851673163485 Each least square approximations [ 9.00625345 1.22542039 -3.52779022 -2.3672901 2.3532136 -4.02937761 1.42215462 -2.87977483 1.59196449 -1.32802945 2.12444724 -1.44031981 -0.92278574 -0.43376659 2.33836073 1.32204342 -2.31273538 -0.92825633 -0.84666983 0.63769881] Distance 6.926383612698805 Each least square approximations [-8.53876692 -1.4814189 0.29584848 -0.04477895 1.98113189 -0.40440843 -0.07264964 -2.03749344 2.8704661 2.85652351 -1.28849777 -1.22518134 -1.13608562 -0.16368718 -0.52110668 -1.91909387 0.44479368 -2.41196413 -0.09736719 -0.30362773] Distance 9.633964901226177 Each least square approximations [-5.43501597 6.03114035 -5.13600149 3.83551007 1.41624917 -2.14358958 2.53961649 1.91375247 -1.65897826 -1.5374231 0.52983463 -0.47359697 0.23284681 0.40091851 0.04782469 -0.34996073 -2.08917685 1.60694204 -0.12673942 0.35146263] Distance 8.837386842004394 Each least square approximations [11.62041292 0.12066729 -0.52497205 0.72820947 -0.96377358 2.73473548 -3.31534773 1.94375242 0.33399537 0.80214418 -0.5618909 0.57239784 0.46994559 2.30352711 -1.09878634 -0.45801209 -0.16042175 0.23018824 1.79946236 -0.56119728] Distance 6.622462862841373 Each least square approximations [ 9.56113007 -4.88078846 -3.00032926 -2.36496119 1.22485195 1.37856713 -0.99132886 -2.11289104 1.01635778 2.20484751 0.56696082 0.54285769 1.46228683 -1.22864978 1.69105755 0.551572 -0.09302237 -0.2042811 0.4991763 -0.09526711] Distance 7.908989436463455 Each least square approximations [-8.18603415 -4.60884016 -4.55258515 -1.71781167 1.79071596 2.58666903 0.12870904 1.50456983 -1.39767984 -0.44971189 0.8892157 1.42341929 0.64882178 -2.31394957 1.66758738 -1.15976263 -2.71422219 1.77103451 0.55253251 -1.53896566] Distance 7.918630008266458 Each least square approximations [-11.7046739 4.40753575 2.00739588 -1.85242237 -2.02771467 -1.08100236 1.60054163 3.25819734 2.08811298 0.10119482 0.70689584 -1.23733501 -0.10786371 -0.40304924 -0.05802833 -0.92990556 1.77489013 -0.9935945 -0.5115181 0.24396182] Distance 4.540535037809699 Each least square approximations [-9.76286175 -2.75341463 6.0128447 -0.63861834 0.52222475 1.85192168 0.5065329 -2.44770775 -0.1843972 1.27652354 -0.16350517 0.25683191 0.82859855 0.10397731 0.90845782 2.1411488 0.43175748 -0.41325223 -0.1840993 0.13610157] Distance 7.561942213366067 Each least square approximations [10.16444787 -2.52053932 2.80290821 0.08100936 2.51574581 0.82146961 -2.00275569 0.63245471 0.73852957 2.80811924 1.1546825 -1.78238093 0.26785291 -1.75836966 1.16155124 -0.53911216 0.02912959 -2.73554902 1.09989489 -0.41192797] Distance 7.701178985780088 Each least square approximations [ 9.27338772 3.78330081 1.82062174 -3.10516044 4.08269419 0.07202446 0.35115151 -1.85022494 -0.4854665 -3.03415953 0.37057056 -1.18037472 -0.64637205 -0.76408551 -2.25496471 -2.66406772 0.69132463 -0.25301745 0.35905534 -0.74630268] Distance 7.482852955957615 Each least square approximations [ 9.96954396 -3.44250961 0.70586722 -4.21528851 1.42309629 0.13869016 -2.94685359 -0.59199488 0.4339049 2.26559087 2.32238141 2.33715017 0.80504759 0.76908962 0.76178528 -0.36277768 0.14483823 0.26566783 -0.22646769 2.60478599] Distance 7.015586878575417 Each least square approximations [-10.89861706 -2.69121781 0.49745048 4.33162583 -3.17221507 -0.58985346 -2.19066492 0.35177072 -0.21024102 1.62856654 0.23938589 -0.41364566 -1.44236737 1.49668275 -0.13966447 0.31166795 -3.09222821 -0.87701626 -1.36655795 0.30590909] Distance 5.902747862305442 Each least square approximations [-6.97582786 5.35352096 -6.22519458 2.40725858 -0.86028396 -2.00393277 -0.79142733 -0.22672701 -2.71132312 1.58056707 -0.10837524 -1.48435046 -0.70812807 1.82568913 -0.79973854 -0.79644836 0.70944573 1.58386985 1.12907588 -1.18539011] Distance 7.655877651043363 Each least square approximations [ 9.17706701 -1.3766308 -0.13143329 -1.04746389 -0.39365501 3.04204791 -4.2065802 -1.91344827 0.76526847 -1.59961905 -2.75550057 1.05435231 1.3043296 0.49857965 0.3510795 0.15562404 0.89500142 -0.42496675 -0.81712243 1.27163247] Distance 8.577586126053983 Each least square approximations [ 1.03580471e+01 5.87788097e-01 -3.34067306e+00 -1.63349576e+00 2.16773878e+00 1.78629842e+00 -2.07135953e+00 8.24391491e-03 -6.09353260e-01 1.74545398e+00 1.62292750e+00 -1.24137777e+00 -5.33909964e-01 -1.08661195e-01 1.66528091e+00 8.35986730e-01 5.17353423e-01 8.10519941e-01 8.17626340e-01 -4.99593928e-01] Distance 7.8697684579182114 Each least square approximations [-9.22091733 -3.21201581 -3.85323376 -1.68091763 0.99578411 1.36218867 -0.16942193 1.90828288 -1.14860215 -1.07590932 0.80062533 1.31379313 -1.18818857 -1.55059313 1.11500708 3.31522775 -0.37902152 -0.37352181 -0.99567395 1.26317007] Distance 8.09224746947792 Each least square approximations [-10.039328 2.55073962 -0.63515316 -2.44929472 -0.7344465 0.25592774 1.28592971 -0.49166377 0.51596011 2.53997786 -0.31745654 1.5456587 0.36704441 0.59156945 0.78082282 -0.7644078 1.04313723 0.65537706 0.43964669 1.26629006] Distance 8.853447232829595 Each least square approximations [-9.29109902 -3.74817352 2.71571823 -1.9957173 -0.61432668 1.96500867 -1.58207392 -0.2149933 -0.96322438 0.4400571 0.7298968 1.35890879 1.35179884 -1.10170859 1.04858777 -0.12639914 -0.40780694 0.37332753 -0.88027345 -1.39926377] Distance 8.91998551946708 Each least square approximations [ 9.32864473 -2.02472844 5.93053564 -1.28295925 -0.21431189 2.45734933 0.45604979 1.05898583 -1.08904321 0.41209447 -0.15192667 -0.30772178 2.02268419 1.78071853 -0.21766564 0.18156626 -0.04096162 -0.13668484 1.44048595 -1.56067732] Distance 7.751112386645323 Each least square approximations [ 9.35837689 3.77081924 0.75552969 -2.13216231 1.63812445 0.93550274 -1.93669816 0.22751769 -0.12469098 -3.26086403 0.98339054 -0.93989765 -1.65589085 0.54283787 1.63165944 -0.91298834 -0.40322211 -1.52754709 -0.62813402 -2.05386285] Distance 8.2682658726907 Each least square approximations [12.04519178 -0.51205366 1.45631169 -2.74485052 -0.7673694 0.78984936 -0.44719547 1.67905078 -1.54234668 -2.7932239 -0.93256356 2.13987481 -0.66571115 -0.06036008 -1.16825747 0.80577308 -0.19552344 -1.39684443 2.22289106 0.47766291] Distance 4.92910621939693 Each least square approximations [-10.38570478 -1.36311678 1.01898545 1.84888517 -1.87998741 0.5343197 1.12467431 -1.13597323 1.13313604 1.15365132 -0.98639806 1.05146159 1.60652184 1.64063211 0.34911891 0.87044738 -3.06507199 -0.83600982 -0.0800671 2.33985859] Distance 7.861800786854324 Each least square approximations [-6.17671607 1.68779068 -4.23372962 3.14546455 -2.74111663 -3.11228078 0.28385307 -0.43509124 -2.32010335 3.23249215 -0.37357753 1.17109553 -0.40362962 1.69406056 3.1383712 0.06582677 -4.17689156 0.72928976 -0.78932602 -0.08270172] Distance 9.05978265072303 Each least square approximations [ 8.23338978e+00 1.94816118e+00 -2.35437908e+00 -1.05828039e+00 -8.25954649e-01 4.27729776e+00 -6.18244846e-01 -3.15917554e-01 4.30975252e-01 -2.33194396e+00 2.47786338e-01 -3.04993317e-01 1.63540134e+00 3.59852904e-01 4.08419212e-01 -1.16460384e+00 2.42385269e-03 -1.16389545e-02 1.79367854e+00 -1.66749392e+00] Distance 10.168388924114833 Each least square approximations [ 8.38569399 1.45697334 1.15594661 -3.10578158 3.36119277 0.83349082 -2.84974511 -1.37104451 1.26507633 -0.3330637 -0.42144637 0.38307022 -1.02908723 0.51393786 2.28090932 -1.11758889 -3.65642071 -0.54746991 -0.35235732 2.34169071] Distance 9.094002310074453 Each least square approximations [-7.71142153 -2.15841438 -3.7650812 -2.67050444 1.45172863 -1.02081673 4.36643289 0.19657265 1.64681516 1.63709431 -0.48783692 1.71209557 0.02834081 -2.43539882 -1.64795395 -0.44369617 0.83599218 0.4235833 -0.03498103 0.85260932] Distance 9.51353772231943 Each least square approximations [-10.0828773 -0.5187869 -2.48493757 1.95736891 -2.47554821 -1.45542714 -1.1029271 -3.53981031 1.48440321 1.31187428 2.21805691 -1.05280175 1.95023242 0.54412749 0.15655878 0.80507558 1.4244534 -0.27746109 -0.71303354 0.1335685 ] Distance 8.118854734827343 Each least square approximations [-7.95161415 -3.2683905 2.08261965 2.64004154 -3.25644289 2.8813751 -4.07132713 0.15985914 0.26289913 0.52345746 -1.27930279 1.52692335 -0.96297086 1.22733073 1.39672167 0.16948216 -1.09367064 -2.0169416 0.84929162 1.10386805] Distance 8.975068597911196 Each least square approximations [ 6.26951559 -1.85142444 3.64720377 -3.32061421 4.34709916 -0.78969979 -3.31607381 -0.4658295 -0.49092352 1.96120696 0.61182031 -0.42086748 1.41872956 1.49207584 0.42008174 -0.1184709 0.88899355 -0.71581136 0.97106397 -1.61665216] Distance 10.270391583664734 Each least square approximations [12.37571224 -2.21814498 -3.37108176 -0.83762553 1.17689487 2.62062729 1.72390216 1.77847341 -0.60759792 0.34622657 -0.46293102 -2.96715518 0.70927947 0.3656003 -1.88457706 -0.29968352 0.17941034 0.39768067 -0.77190681 -1.34623039] Distance 4.036099128639075 Each least square approximations [ 8.33453997 -0.57448537 1.73682219 -1.53019518 -3.74121721 -0.88464822 -1.32206084 -1.16983416 2.33481191 0.64529058 3.05161686 0.42129774 0.88197695 -0.03624832 -0.78736826 3.77424593 0.11405644 1.41620766 -0.80108842 -0.2828665 ] Distance 9.508709928242206 Each least square approximations [-10.66685053 2.32240577 2.97571651 -2.88328176 -0.12758967 -2.38984897 0.82854419 -0.01944393 -2.46698611 2.76792486 0.38472254 -1.98919667 1.63589558 0.33577908 -0.49666061 1.41786884 -1.35326758 -0.82463407 -0.17165249 -0.53922539] Distance 6.979836368997196 Each least square approximations [-8.35817292 6.44248228 -3.83806487 2.19813778 -1.47882665 -2.06452691 1.14283589 0.12801137 0.69209159 -2.14754974 0.44951564 -1.64455369 -1.41359289 -0.73813778 -0.95082864 0.50766557 0.09765438 -0.46562139 -0.47835503 0.27304643] Distance 7.737223759057154 Each least square approximations [ 8.44209449 0.44009595 0.70534863 -5.06132968 -1.56427086 1.67190689 -3.61996733 -1.70410929 -0.43814859 0.49073343 -1.38399164 -0.14768169 -0.09721641 0.96299427 0.20866906 1.2789707 0.02998817 2.21300994 0.37050093 -0.72278732] Distance 9.023520469156708 Each least square approximations [ 9.97016916 -0.8186311 -1.32910845 -3.16800541 2.02080342 0.44022793 -2.10859937 0.23741412 0.51327269 2.08016332 0.40698002 1.81978984 -0.14160406 -0.57120726 2.3955965 0.95446402 0.615649 -0.07938834 0.36611243 -0.58606374] Distance 8.614615534364441 Each least square approximations [-8.67175319 -3.90624575 -3.94878101 -1.80352664 0.18101311 0.32320153 1.43374567 0.05188292 -1.28933037 -2.33763437 -1.88557772 -0.13459041 -0.17099409 -0.6754469 1.29959764 -0.39559928 -2.96062443 -1.13929424 -2.31970803 -0.42196678] Distance 8.404924111247384 Each least square approximations [-9.40531574 -0.1394327 2.44605375 -3.24398113 -1.72135584 -0.33281669 0.2989923 0.74695581 2.36686234 0.05092661 -1.34643067 0.49287029 -1.41237416 1.15699926 0.77863421 1.47485847 0.79884793 0.92481188 -0.42592093 -0.95763115] Distance 9.258576625754369 Each least square approximations [-9.7464542 -2.30371235 3.34435321 -0.32654194 -1.03032669 0.79753326 2.06493348 -1.65534874 1.16089736 1.06108599 1.31294398 2.35461957 3.22979297 0.02946076 0.20823574 -0.43244366 0.47314113 1.89984775 -1.9220019 -1.09485229] Distance 7.83400270782674 Each least square approximations [11.68071497 0.81230139 5.84485566 3.37257421 0.34547098 1.11321199 0.98945518 1.13092762 -0.45324646 -0.10628363 0.83329987 -1.66031156 -0.23847864 -1.49158756 -1.08417078 0.41179893 -0.34723466 -0.68130061 -0.25382685 0.53425814] Distance 4.039116572989718 Each least square approximations [ 7.55806558 2.47593995 2.0057701 -2.57384757 3.91680128 1.48353688 -2.37202396 -1.46993998 1.08043288 -2.31238135 1.67112144 -0.15998616 -1.41826195 0.86155837 0.6436406 0.99872519 1.2183334 -0.60292253 0.72171561 -1.50447992] Distance 9.66609784862855 Each least square approximations [ 9.59674342 -0.45859701 -1.30234765 -5.22762155 -0.2413946 2.10503048 -2.47031111 1.20824458 0.29668509 -0.84830224 1.84573629 1.96441329 0.20502505 0.8481875 1.64538874 0.85454215 -0.0603131 0.53801442 0.30991418 1.68251898] Distance 7.868907159243866 Each least square approximations [-7.91683492 -1.32030323 2.46873321 3.68053421 -3.60218984 0.4600284 0.86777861 2.11158693 1.29017888 2.89794841 -2.71547269 0.7644114 -1.33083688 -0.03031585 0.23588753 1.48343715 -1.80918021 -0.20148346 -0.09708325 1.91470767] Distance 8.904923442577159 Each least square approximations [-5.42617066 4.40425675 -4.41206153 2.58419425 -1.93402258 -0.95375076 -0.21120867 1.67240414 -2.08916712 2.88201896 -1.68619247 0.29534589 -1.95807705 0.37356049 0.17013631 -0.19116727 -0.73465564 0.75078024 -2.24089185 -1.01006334] Distance 9.494101310886899 Each least square approximations [ 7.95750086 -0.96547554 -0.69358967 -1.24532394 1.57795277 1.10867255 -3.80585023 -2.62226028 1.68126618 -1.05414721 -2.01599518 0.78929524 1.3925854 1.50609784 0.84362448 -0.19619089 1.35271418 -1.10169846 -0.26780261 0.44442276] Distance 9.546662300089181 Each least square approximations [ 8.41326314 0.39102833 -3.78231527 -1.44425716 0.27949398 0.8896262 -0.78357328 0.95251028 -0.2742338 0.41851136 2.09903033 -0.24072049 -0.56586759 -0.07852432 1.10450789 1.39560489 -1.41878321 -1.0029919 0.46966588 1.63365179] Distance 9.775739762132245 Each least square approximations [-8.26264056 -1.27225385 -1.68106487 -2.40288413 1.88797126 -0.48231356 0.26972662 -1.04627966 -0.08288212 -2.68161712 1.52552524 1.65327886 -0.40941605 -1.53517317 0.83190976 2.60142617 0.22975794 -0.20025471 -2.67667609 -1.93418611] Distance 9.094231729073535 Each least square approximations [-9.07111942 1.47909641 -0.68995946 0.77237922 -1.11751586 -0.37682359 1.23758744 -2.40728816 1.10026722 3.15043818 2.01885604 1.31424794 -1.5543651 -0.59861349 -0.41254507 0.5206483 0.56931316 -0.26326261 0.12091586 1.05103125] Distance 9.136186121522263 Each least square approximations [-7.17735839 -2.51360741 2.12189356 0.05314149 -2.06928626 2.85081519 -1.91457767 -0.43199166 -0.84406059 -1.41061521 0.0469021 1.97722758 0.90212016 0.22104174 2.57559014 1.00319302 -1.91270247 -0.30426595 -1.20283969 -0.65388238] Distance 10.00294353291855 Each least square approximations [ 6.66987463 -3.8529595 4.88208295 -0.95014743 0.97494837 2.10307572 -0.74379583 2.22220569 -2.03280849 0.0990265 0.08982319 0.07959143 0.01363374 1.26209179 0.10339632 0.12049272 0.11372188 -1.7474276 -0.67890798 -0.26164507] Distance 9.751649335719971 Each least square approximations [ 8.4662359 2.41903653 0.0606831 0.22146737 0.75362188 2.78238739 -0.90823834 1.94545825 -1.8908153 -2.27190901 2.68272109 -0.60563511 -1.58910233 1.22907506 -0.59985998 -0.95073531 -0.34922648 -0.54998762 0.1510134 -1.9966023 ] Distance 9.103044840047808 Each least square approximations [10.66169467 2.73233595 4.24933617 -0.49255661 -1.78554756 -0.07342216 -1.83133291 1.08995467 -1.25932553 -0.07426018 0.88519729 -1.27420396 -0.69847214 -1.19971238 -0.29695548 -0.22185471 -2.18739795 0.82594287 0.54894228 0.43480213] Distance 6.340940637439125 Each least square approximations [-8.96702125 1.18157982 1.09421346 -0.89868356 -2.21705639 2.39724276 -0.24749853 -3.41233215 1.44856083 2.19078921 -1.69054327 -0.38251083 -1.08816201 0.4074393 -0.35462239 0.23961752 -2.01023927 -1.84749254 -2.01190524 0.3464206 ] Distance 8.376562377820505 Each least square approximations [-5.63122607 3.69319314 -6.33540915 1.84528544 -0.77316411 -4.33906606 2.84385548 -0.53728104 -3.32845535 1.44853382 -0.03530173 -0.12722614 -0.94265801 0.88117623 -0.2272302 1.31628309 -2.53177688 1.79177972 -1.747415 0.84346332] Distance 8.062102295599685 Each least square approximations [ 8.65655565 2.68955049 -0.92569644 -0.72766659 0.37768914 5.65235757 -2.17806378 -2.35383472 2.13172832 -0.7179648 1.9929544 -0.44138994 0.7419956 0.6026976 0.06185325 0.04786106 -0.26398689 0.55625 0.15738452 0.01155774] Distance 8.673983548803468 Each least square approximations [ 9.20889940e+00 -2.50964978e+00 -1.29528165e+00 -2.79289441e+00 3.26845523e+00 3.87789180e+00 -1.70045306e+00 -2.38865225e+00 8.08927773e-01 -5.01121073e-03 1.07211724e-01 -3.44666469e-02 -7.69718904e-01 -8.78352977e-01 1.57403225e+00 6.79145525e-01 -2.67642751e+00 -1.23582684e+00 1.34889829e-01 4.22269683e-01] Distance 7.935084460893174 Each least square approximations [-8.14784182 -2.67329429 -5.2603478 -2.00357261 2.87248643 -0.20251784 1.14349497 1.70535726 1.13464823 -0.34675387 1.66061075 2.12965906 -0.79307741 -1.09559106 1.21692209 -2.96999299 -0.55070778 1.02082999 -0.95595793 -0.08942767] Distance 8.419873485306022 Each least square approximations [-12.97176638 -0.43011247 -1.86737249 1.53920429 1.25265994 1.21435553 0.03137676 -2.48839404 1.2926176 1.27832379 -2.28588277 -0.20154037 0.40189076 -1.01118587 1.37207686 0.68978906 1.19382396 0.28398757 0.58072317 -0.55602615] Distance 3.729651482747489 Each least square approximations [-8.70601825 -4.29518631 3.19580799 0.40753796 -2.24183979 4.46066974 -1.95660316 -2.76264031 0.72603167 1.10737452 1.55798961 0.58764693 -0.41920809 1.57261393 0.49557631 0.3986835 -0.76997421 -1.67063095 0.4406338 -0.3860851 ] Distance 7.707632335002814 Each least square approximations [ 7.82749284 -0.84820239 5.99046711 -3.05307292 3.72428279 1.31082729 -3.15969027 1.11776575 -0.55395409 1.90574319 1.32180983 -0.93193551 1.56264202 0.66656773 1.38043021 -1.28253903 1.42257094 -0.3504493 0.34175913 -1.33799742] Distance 7.788352452202724 Each least square approximations [11.00197972 2.85030073 -0.06398951 -4.66851399 0.84839585 1.92529339 1.147807 1.30337015 -0.32902258 0.22590592 -0.05779854 1.75007298 -0.40046521 1.44948115 1.1929702 0.50070507 -1.62835504 0.39334262 0.24723398 -2.14047626] Distance 6.221043236309816 Each least square approximations [ 9.7837037 -1.79596195 0.70443204 -4.3007223 -2.64370559 -1.28394184 -0.34476442 -0.93924732 -1.36451537 2.1477475 -0.24041616 0.04155043 0.52746318 0.2474295 -1.36365034 3.388341 -0.33910417 2.45806469 -1.38609398 0.62439327] Distance 7.447207736328853 Each least square approximations [-11.42399167 2.1698781 4.17598138 2.09114923 -0.68605818 2.05231928 1.6170849 -0.77050793 -0.46795891 -0.8461664 -1.01468624 -1.55011903 1.23571955 -0.2815343 -1.11939089 1.33307083 -1.50545126 1.59736681 0.40295073 0.05374637] Distance 5.728405779784392 Each least square approximations [-7.30746137 2.50233892 -4.84006123 -0.82766527 -0.48236879 -0.72716698 -0.71576672 2.66368352 -2.26570265 -0.85668823 -0.66807963 -0.70916737 -1.73066421 -0.29952598 -0.01156431 0.66084823 -1.19296304 3.29276017 -0.08941142 -1.14190283] Distance 8.909854321694233 Each least square approximations [ 7.44503 0.5592599 0.74841287 -0.41884798 -0.87982428 1.93841122 -2.15230737 -1.5778383 -0.21605745 -1.06543607 -0.94159633 0.39829976 0.69179876 0.11591807 -0.22756687 -1.27728588 0.19144423 -1.00422539 -0.37682014 3.23513964] Distance 10.547804968129464 Each least square approximations [ 7.59169191 -0.23744651 -3.68481678 -3.21181731 2.08047966 -0.03455839 1.40255979 -1.29470837 1.2787339 1.69080103 1.49213735 -1.6802865 1.28262456 0.01080672 -0.40682588 0.32158967 1.31656384 -0.78400484 0.71625314 1.25440599] Distance 9.486449895316971 Each least square approximations [-8.78585295 -0.90639405 -1.39698842 0.49255826 0.91978588 0.6978881 -1.54216825 -0.52299063 -1.69326275 -2.63651406 2.22771147 2.32160766 -0.75005183 -2.25737512 0.52631775 1.0167896 0.2872033 1.06171412 -0.37555053 0.25641199] Distance 9.093607386396425 Each least square approximations [-8.44265692 0.95583786 -1.41432099 -1.74893037 -1.48409133 -0.9708061 0.01438433 1.09237099 -0.17988703 2.01098499 0.04296461 2.0405242 -0.86734791 -0.05308155 1.5001208 -0.72352337 0.66943302 -0.14043491 -1.49379039 0.86558847] Distance 9.931415496454164 Each least square approximations [-8.61909116 -1.79216004 0.79355243 -2.23660648 -1.00135684 1.99042732 -1.95785309 0.99591089 -1.51665998 -1.16261524 -0.02944962 0.86915359 -0.03212726 -2.15399651 3.31498665 0.40107384 0.29317283 0.71916219 -0.4828276 -0.54012656] Distance 9.010710328602961 Each least square approximations [ 8.02074777 -0.34904409 1.21616156 -1.82260445 2.76486773 2.86121606 0.01003761 1.52410452 -1.26566006 1.09048135 -1.19485898 0.93688981 1.75875889 1.68610936 -1.69986405 0.35899438 -1.5548741 0.23699323 -0.10624712 -1.04503364] Distance 9.508133860737932 Each least square approximations [ 7.52340238 2.93292094 1.65854468 -1.90645038 0.48792568 0.96618178 -2.24827382 0.80333012 -0.28572333 -1.45207578 2.09703795 0.0497918 0.10322128 0.26741388 0.62910545 1.39045426 0.02496316 -1.7857686 -0.17903558 -0.6778076 ] Distance 10.212685414303582 Each least square approximations [10.21031414 1.19695063 1.73209904 -2.90028711 1.96505555 -2.19005482 0.83205212 -0.44744796 1.66606908 1.73728835 -2.76335473 0.56925525 -0.58682971 1.171022 -0.56465807 0.58496369 -0.70276886 -1.590727 0.9647071 -2.04392138] Distance 6.673333155382393 Each least square approximations [-8.78907052 -0.56151784 0.41807782 0.14855888 -0.7697602 1.15769918 -0.87698004 -0.53178207 3.05222511 1.78883261 -1.53484428 -0.49877745 -0.32228955 -0.68443656 0.52080149 -0.99388741 0.10744615 0.29934949 -1.12115847 0.89765873] Distance 9.776587552155858 Each least square approximations [-5.73259258 2.98001647 -4.76653087 3.53373262 1.87256301 -4.25012088 3.2764056 -0.08709923 -1.26843739 0.41964792 -0.26674339 1.28782569 -0.01169722 1.40734103 1.12298904 -0.94864985 -1.56760029 0.67916324 -0.13236603 1.33514375] Distance 9.536394832925607 Each least square approximations [ 8.30682182 2.66998065 -0.15815908 -1.28498609 0.28013831 4.38971054 -2.53215992 -0.07461587 1.64524943 0.48753548 1.06130553 0.02385906 -0.12301995 1.05192826 0.17835737 0.04328914 -0.85461468 0.21394261 1.22462293 -1.13986653] Distance 10.010244269898646 Each least square approximations [10.20394435 -5.28588358 1.01772171 -1.02570917 2.92593049 2.03619885 0.35947907 -0.2900156 -2.49210548 -1.11718153 1.66441796 -0.22015031 -0.70908269 2.0236882 1.87694295 -1.34856163 -0.17396874 -2.34343909 -0.57731784 -0.30990942] Distance 6.272392899299773 Each least square approximations [-5.96712774e+00 -3.09600854e+00 -7.56004346e+00 -1.16388059e+00 6.83787685e-01 4.31030304e-03 1.53998254e+00 1.96501293e+00 2.25325368e+00 -2.10084590e+00 -3.12013097e-02 1.09637056e+00 -1.67471798e+00 -1.39302419e+00 5.96785993e-01 -1.13700513e+00 -6.98573651e-01 3.79423031e-01 7.47296721e-01 -6.37352975e-01] Distance 9.137563058500604 Each least square approximations [-9.91238917 0.17165052 2.51228435 -2.80107319 1.45750692 -0.27218143 -2.67469677 -1.8805031 1.46050486 0.91865194 -0.31198109 0.41504796 0.47502462 1.15698459 3.58406709 -0.90529913 -0.16706959 1.19158492 1.64951692 2.17085023] Distance 7.739008133071924 Each least square approximations [-6.41353142 -1.70395639 7.19757389 -0.13206138 -1.21023276 2.63564213 -1.91041412 -2.70411857 1.92010095 1.34864936 1.42003935 2.51565573 -1.41000488 -0.15837645 0.87295085 -0.10362061 -0.83333221 0.16003437 -0.37805235 0.52466505] Distance 8.920382164743897 Each least square approximations [ 7.99273539 -1.49369339 4.31588661 -2.45707058 2.40014711 2.20799706 -1.63528605 1.44793373 0.57614288 -0.38362955 0.01314145 -1.94993539 0.77228445 -1.14461079 1.00322155 -0.9748771 3.50431419 0.64796844 -1.49933756 -0.50758712] Distance 9.112869441968408 Each least square approximations [ 8.04453618 4.62849686 0.32474128 -3.35593166 3.99493577 2.94564231 1.33696447 0.14112383 0.79932657 0.06630555 0.36190037 0.18584122 -1.4923094 -0.35163575 -0.45513419 0.05837617 -1.63545674 0.23831197 -0.0111813 -1.44605237] Distance 8.968778445742876 Each least square approximations [ 7.97434387e+00 -2.61974482e+00 -1.44230500e-01 -4.22091486e+00 -9.58744477e-01 7.62738343e-01 -1.06421129e+00 1.20455334e+00 -1.65658123e+00 2.34639047e+00 3.28095947e-01 4.32822081e-01 3.76103684e-03 -5.18599135e-01 -7.50284488e-01 2.19439351e+00 -1.09606793e+00 7.10506328e-01 -6.71053946e-01 5.54397171e-01] Distance 10.175961959475371 Each least square approximations [-8.07816053 -1.94784456 4.18924505 3.98511588 -1.14066075 1.02724167 2.19209395 0.85980386 0.42988048 0.43056126 -2.67673235 -1.5700273 1.35490208 1.1279117 -1.34158019 1.88978931 -1.31798173 -0.38391008 -0.68831606 0.93167829] Distance 8.97177327207898 Each least square approximations [-1.23669709e+01 4.64993066e+00 -1.72216479e+00 -2.16999529e+00 8.29190584e-01 -8.73403187e-01 6.39813705e-01 -1.27021737e+00 2.40408640e+00 8.31977276e-01 1.63889425e+00 8.42563681e-03 5.97697430e-01 -8.77725097e-01 -1.24825984e+00 -5.10711984e-01 4.19233138e-01 1.13710511e-01 -3.61998868e-02 -9.31526968e-01] Distance 2.79976921400465 Each least square approximations [ 5.69674141 1.95214829 0.92072229 -1.47849603 -1.70024047 2.49775514 -2.89026217 -1.51068016 -2.81818843 -1.54524551 -3.4348763 -0.57857283 0.31108227 -0.09558344 0.0995413 1.11572051 1.14236208 -1.03904167 1.48557618 -0.04469551] Distance 10.919369234543868 Each least square approximations [ 7.74259589e+00 9.62281529e-01 -2.12299184e-01 -3.17727121e+00 4.76654023e+00 -2.58089032e+00 -4.47163194e-01 -1.36504676e+00 2.70471600e-02 3.77969023e+00 1.77908986e+00 5.69697955e-02 -2.47306037e+00 8.96837325e-01 8.99012492e-01 -6.44856534e-03 2.35880539e+00 1.64019375e+00 1.55732257e-01 -4.15939318e-01] Distance 8.403530285147461 Each least square approximations [-8.98775446 -1.2050857 -2.91703339 1.13528684 -3.05616816 -2.01308558 1.23730352 2.3367852 -1.74499466 -2.56514975 -1.74815345 1.14384173 1.48815929 -1.11259762 1.86552314 -0.15426896 -0.33142682 -1.26004941 -1.82287527 -0.51181237] Distance 8.250474672113997 Each least square approximations [-7.52133952 -1.84244129 1.43139948 -3.74377684 -0.39097098 -2.88446144 -0.27231411 1.65449084 0.13171381 0.59780366 -2.09802379 -1.07243481 -0.28103412 -0.88286337 -0.09882173 2.17781498 -0.62297411 -0.18927378 -0.10500263 -0.80307917] Distance 10.333480569464022 Each least square approximations [-9.6455039 0.26848565 0.02279386 -2.13206862 -0.7101575 3.24336521 1.94326838 1.36914494 2.74121735 -0.24468134 2.18549208 1.69997407 2.10705833 -1.66026739 0.85932512 -2.33465477 -1.39168049 1.95147354 -0.18116292 0.67186061] Distance 7.5847959716239615 Each least square approximations [10.20032515 3.53813504 1.09592834 2.25718456 2.26177911 2.45846265 1.06985936 1.03171396 -2.89830809 -1.13440329 2.33778734 2.85018471 0.42076078 1.24386777 -1.63343809 0.63232504 -0.94982987 0.17450582 0.8745556 0.56168939] Distance 6.356254072064931 Each least square approximations [ 6.41272389 1.49002645 -0.3461075 -4.77361828 1.76667494 0.73462539 -3.96813507 -1.60961894 0.76726355 -2.07626664 0.76682012 -0.48928347 -0.49090021 -1.12699246 -0.81157942 3.14276274 0.60196588 -1.58150863 1.21890116 0.49994124] Distance 9.80263150167196 Each least square approximations [ 8.10828286e+00 2.73950289e+00 -3.34376562e+00 -5.02477489e+00 2.29282154e+00 -6.61257289e-01 -3.27261430e+00 -1.79179566e+00 -3.93744178e-01 -5.34491587e-01 -7.06759940e-03 2.43274961e+00 -3.07772546e-01 5.23154564e-01 1.03402673e+00 1.09231884e+00 1.19845989e+00 -1.18483793e+00 8.32775102e-01 -7.33893019e-02] Distance 8.0554786175123 Each least square approximations [-7.40411606 0.57113757 1.61645547 3.46252495 -1.24790301 -1.1508675 1.75244054 0.61098017 3.39783627 2.68223398 0.31880024 -0.56661168 -0.36067805 -1.20738161 -1.13540506 1.68447331 0.82948183 -2.07565244 1.85179359 1.23559101] Distance 9.788178824655256 Each least square approximations [-4.98660903 3.45275684 -7.97672664 2.18328404 -1.31950691 -2.62020764 2.00756045 0.45455433 -1.88111309 1.02381768 -0.58497279 1.18393533 -2.50715067 0.69376373 1.53537885 2.66300615 -1.38684077 1.11992009 -0.81308813 -1.72141557] Distance 8.571348339969278 Each least square approximations [ 9.67904268 3.29938584 -2.03792717 -0.95836357 -0.60162402 5.42109435 -1.45443843 -0.19787985 0.01296231 -1.84445263 0.94009619 -1.09481153 1.94593258 -0.3075104 0.48168024 -0.28709473 1.20263949 1.75526626 -0.74559911 0.57275557] Distance 8.012818382388879 Each least square approximations [ 9.19499207 0.33932024 -2.38023389 -4.9093428 3.64121001 3.5200062 -1.75759928 -1.43556278 -0.50694158 -2.28331282 -0.93353877 1.97612166 0.7120336 -0.40947817 0.80391841 -1.43217588 -1.97998069 -1.31387289 -0.45234014 1.1643672 ] Distance 7.401879710995595 Each least square approximations [-9.49860441 -1.20441929 -4.88340138 -1.11249861 4.62665037 -1.61112069 1.9635345 -2.81374178 2.26394494 0.0752744 0.34056004 1.77012698 -1.02421205 -1.65550707 -0.42924155 -0.46213526 -0.35109033 1.01808373 0.15331398 -0.15511209] Distance 7.384717157178413 Each least square approximations [-11.2522603 0.53292078 -1.93516041 -0.93208591 -2.90695411 -0.45793365 -2.10420205 -3.38861692 2.13081504 0.40355935 0.97070067 -1.96345126 1.40755932 1.94725466 0.65692589 1.29213613 0.39672239 -1.14278334 0.09661476 0.24191866] Distance 6.77166412361525 Each least square approximations [-8.61669149 -3.25098771 3.88852944 -1.97122602 -4.06338367 1.51921566 -3.47702646 -1.9431255 -0.05448399 0.87985193 -0.03996547 0.25608328 1.02218252 0.78233684 1.05520592 0.02320441 0.14835855 -0.47220842 0.55369782 0.07684035] Distance 8.840985695952902 Each least square approximations [ 7.95411448 -2.21415123 4.69248707 -3.31355041 5.15707058 0.95364755 -3.31441735 -0.69852424 0.58296116 2.53907638 1.10761874 -0.48454094 0.55849882 1.71646342 0.19925979 -0.0778646 1.40498304 -0.43457871 1.35983708 -0.48042075] Distance 8.056070829630368 Each least square approximations [13.52997954 0.15880533 2.92833178 -0.46186434 -1.54927825 2.83353313 1.1334084 -0.35433829 -0.95379275 0.91531966 -0.19052821 0.40882123 -0.28196845 -0.42839126 -0.20349652 -0.93137741 1.3961932 0.18450792 -0.16793601 -0.86758591] Distance 3.3529698366593994 Each least square approximations [ 9.42928312 -1.89068287 1.25317369 -4.37327634 -3.28077983 -1.06224284 1.19336259 1.58441272 1.78519024 2.00933204 0.34638992 -1.54365625 0.9374091 0.61267777 2.98289135 2.43020885 -0.10588421 0.88395548 -0.51452557 1.68523471] Distance 7.883675587747687 Each least square approximations [-11.94570681 0.66877372 4.5717276 -0.87021809 0.91397733 0.77359715 -0.12645714 1.46821078 -2.00147527 1.47561456 -1.55878141 0.99973065 -0.62271558 0.08157672 -1.07154447 0.74012582 -0.887614 -0.67520874 -0.56810192 -1.36609605] Distance 6.107094311539396 Each least square approximations [-5.56219182 3.95582701 -3.35119994 2.57784671 0.8662543 -1.4807734 2.80431095 3.05915842 -5.00232244 -0.35059321 2.04580931 0.81192506 0.62560063 0.17978397 -0.08525909 0.55752697 -2.25615283 0.89418719 1.43678287 1.90712452] Distance 9.464607444742375 Each least square approximations [ 9.07979717 -0.82793115 3.5692177 -2.18270004 -1.33391516 2.58594642 -0.6065281 -0.26268115 2.19306169 0.15443513 1.83630133 -1.98549491 -1.05852686 -0.13270216 0.95935685 -0.6496225 0.35013972 0.01436416 -1.46578766 -0.50634395] Distance 9.478390552947047 Each least square approximations [ 7.70933606 -4.91136805 -1.55560565 -3.66082678 1.50691168 2.22970425 -0.18449389 -0.84545167 2.30549273 1.59406754 0.95472156 -0.89135309 1.34940721 -2.21693351 2.73953598 1.34074744 1.12138427 0.46756737 0.13297211 -1.07697809] Distance 8.99489301171474 Each least square approximations [-5.96963854 -4.03715543 -4.3286528 -1.95767721 1.84575973 1.83214192 0.09264772 1.2221127 -1.52415285 -0.59001455 -0.20636583 1.47507088 0.84589063 -1.9265333 2.62836794 -0.90034334 -2.56515889 1.00732372 -0.31733364 -1.93553963] Distance 10.260733421802307 Each least square approximations [-9.43314289 0.51451078 6.48356102 0.7975077 -1.90685885 0.81301935 1.09972025 0.62999278 4.15714832 -0.17110197 -2.64169485 2.20292621 0.95058118 0.35105703 -1.86604001 -1.5788461 -0.59406181 2.04518494 1.57048593 -1.20899157] Distance 5.839322825027372 Each least square approximations [-7.84769421 -2.94491217 4.1904437 0.27731235 0.05338803 2.54555508 0.88393584 -2.88856558 0.37352422 -1.35787004 1.56496493 -0.93807609 0.53770746 1.43006638 -0.63991931 1.83399825 -0.89336274 -0.36314874 -2.49351457 0.43740591] Distance 9.70920409125817 Each least square approximations [ 9.39925544 -1.65373387 3.52238035 -1.64217969 -2.57381244 1.04944807 -1.55422136 0.8410408 2.49766518 1.48788593 0.49476024 1.4397489 -0.05934878 -0.9312712 2.7004353 -2.38971596 -1.24547872 0.52668686 -1.5418892 -1.70250117] Distance 8.230969013488137 Each least square approximations [ 6.24356626 2.017079 2.32584483 -3.58025271 4.4853352 2.74407659 -1.87686115 0.4178793 0.43766499 -2.25962019 3.44362549 0.39611649 -0.48547148 1.2895907 1.99458142 -0.86489842 1.62716221 0.77447645 -0.17734533 -0.97425275] Distance 9.784713212537874 Each least square approximations [ 7.8241277 -2.57337615 -0.59465807 -3.65159763 -0.35455631 -0.47755382 -3.7798543 0.53093443 0.31907195 -1.16306652 2.92729491 -0.33166814 2.09825295 2.61161747 0.69424691 -0.54951201 0.56734408 0.63481551 -2.4495967 1.07184729] Distance 9.490293389747372 Each least square approximations [-7.05462057e+00 4.17832185e-01 3.18047995e+00 2.71517057e+00 -4.73577243e+00 -4.11431310e-01 -1.24320622e-01 1.55127880e+00 -1.80735374e-03 1.34656439e+00 -2.32082103e+00 7.46452019e-02 3.16933139e-01 7.35800291e-01 -1.74393591e+00 1.74351078e+00 -1.42385245e+00 2.60145174e-01 -2.28521406e+00 7.22469170e-01] Distance 10.115079721002543 Each least square approximations [-6.73849172 2.92070034 -6.37368267 1.9327079 -2.2433328 -1.81756588 0.60567177 -1.93967437 -2.77207292 2.7765309 -0.7835103 0.63115723 0.42860847 3.22234675 1.81345353 1.41441576 -1.66734721 1.84693378 0.19949547 -1.86640419] Distance 8.283013942646834 Each least square approximations [ 9.65767159 0.64310507 -2.95638831 -1.6467417 -1.26326059 5.07841549 -0.86030471 1.63703587 -1.61717454 -2.20358374 -0.40589966 -0.93585636 -0.18217889 0.39532066 0.6065214 0.16175919 0.86016889 1.48206247 -1.77283538 0.30392455] Distance 8.374843759049899 Each least square approximations [10.61641455 2.54448792 -1.01438735 -1.3976208 3.55766547 3.86287898 -2.20187068 -1.9081488 1.08770858 -0.15571321 1.08797407 -0.06352091 0.87994073 0.08467915 -0.14257322 -1.49572828 -1.29889171 -1.47021856 -0.1303969 1.31585694] Distance 7.216846348546882 Each least square approximations [-10.29488327 -1.92981947 -3.84050824 -2.43143498 0.70081337 -0.65893772 2.19454655 1.04288856 2.34934928 1.29939664 1.27107819 2.62610305 -2.16190175 0.26716154 -0.03564631 -0.89638262 0.5448578 -0.37494516 0.42530205 1.62846196] Distance 7.7206128305813735 Each least square approximations [-10.65995582 3.56966769 -2.88199037 -0.13715954 -0.42652584 -1.76496276 -2.0452458 -0.99215934 2.20750105 0.34021991 0.33937148 0.91603091 1.13710608 2.07767556 1.15099193 2.3539169 0.46336921 0.4723395 0.66568803 0.6499793 ] Distance 7.645842287174756 Each least square approximations [-9.09179774 -3.04952571 2.76776773 -0.54708361 -3.00967679 0.87060679 -3.13849936 -0.18143691 -0.62641204 1.07148698 0.39155802 1.18806866 1.84701353 0.05543818 1.45502317 -1.69013021 1.09087871 -1.05157252 0.56220541 -0.48982126] Distance 9.347858092820035 Each least square approximations [ 7.86176609 -0.89011514 4.98603755 -2.38740053 3.38539866 0.62619341 -3.57234499 -1.2719097 0.33748126 1.61673604 -0.10165478 -0.38426818 -0.04641493 2.68059677 -0.14234296 -0.23881282 1.79681161 -2.36735196 2.56417329 -0.21870421] Distance 8.737753450632917 Each least square approximations [13.52697173 3.95527768 -1.61211336 1.59387625 1.0109364 -0.60364877 -1.19567968 0.53447675 1.12945915 0.23074682 -0.48206081 0.1173526 0.58251495 -1.0826288 1.00468836 0.73714048 -0.16262795 -0.61921081 0.31307028 0.52055829] Distance 3.0107836301878264 Each least square approximations [11.04368727 -1.92422381 -0.14780289 -2.60877351 -1.71807158 1.87998888 1.34952377 -2.31061223 1.6832058 1.40023098 -0.67584295 -1.05289882 1.04287181 -1.46607127 0.72996459 3.18195893 1.88242988 -0.73412869 -0.8015814 1.41193437] Distance 6.9451617375399595 Each least square approximations [-13.12100844 -2.28108002 0.60925455 -1.37011595 -1.51402366 -0.17683091 2.53971441 0.46747245 -0.8230249 -0.09485736 -2.22641656 0.61041514 1.49872732 -0.64027152 -0.57714299 0.459259 1.59133109 0.39775632 -0.38173538 -0.71732414] Distance 4.491713957714311 Each least square approximations [-9.88033824 0.27279148 8.11150722 -0.43802856 2.01835607 1.64395436 -3.2570793 -0.2949932 -2.96563414 0.77221722 -0.65031575 0.41405102 -1.40495532 0.01134107 -1.60385903 -0.36747842 0.66817977 0.52987869 1.03609933 0.71578844] Distance 4.127036229241931 Each least square approximations [-0.50187472 -3.13727641 1.44489043 -0.47942893 -2.95253158 -1.73176151 -1.7670759 -0.34913991 -0.04822152 -0.13473808 -3.49793925 0.18034747 -1.29169134 -0.74700789 0.46463004 -1.49721523 1.46296946 -0.45014153 1.44920236 0.9355947 ] Distance 12.864858327531962 Each least square approximations [ 2.74591281 3.17910107 5.24357857 0.22225788 2.2192135 -5.0364823 1.74783426 -2.05441262 0.73496243 5.66074048 3.25348409 -0.05206906 -0.12132613 -0.36677022 -0.93894603 0.57766357 4.61483135 0.30069792 0.08197786 -0.23024596] Distance 8.150289758876873 Each least square approximations [-3.74335266 0.92550837 3.39249117 0.42998397 -7.88342274 1.36964179 2.06686587 0.36914088 -0.61859744 -1.69777776 -1.78627987 2.02797514 1.3805845 -2.06578329 1.89375415 0.96899527 -1.02885365 0.52148593 -0.52180829 0.9568367 ] Distance 9.817699155843878 Each least square approximations [-0.7828574 -3.82942821 0.81742299 -1.70276296 0.9713518 -5.25195764 1.1028874 3.16987647 -0.55891006 -2.64559323 0.90141317 2.36388563 -0.57617905 -1.66173075 -0.55999916 1.34601932 1.04965412 3.41097113 0.77186669 -0.5753584 ] Distance 11.132761124478325 Each least square approximations [-4.18738158 5.12372401 -2.26273765 1.8992844 1.52241585 3.29745817 3.20925874 4.43565302 -0.17814006 -1.82788279 2.66121787 -0.06400903 2.75682515 -3.21592747 0.66654385 0.17972265 0.58276066 -0.67566993 0.39214611 0.411603 ] Distance 9.460014970515292 Each least square approximations [ 4.90596578 5.03073649 -4.64019495 0.96321801 -3.60342887 -2.38605174 2.13124658 2.87874323 -4.11755944 -2.2211943 -0.73801295 -0.08674529 0.89332467 0.59632752 0.45007989 -0.25795819 -1.90700796 -0.43799899 0.65862893 -0.69117586] Distance 9.122617763108583 Each least square approximations [-0.46575338 0.25334307 -5.36689516 -1.8290766 -0.02721353 0.31441201 -5.78552615 -2.11943202 1.30704141 -1.04572535 2.44535 -2.16452874 1.00402739 -0.5480064 -0.64097526 3.03667685 2.20328479 -1.23511507 -1.59232069 0.08584172] Distance 10.551970295017567 Each least square approximations [ 2.57224563 5.5300239 -3.04178449 0.84102368 4.42022575 1.85460845 -3.11988437 -3.81314987 1.55352439 -1.40555029 -0.8026043 1.95161126 1.36437406 1.21283349 -1.07808952 0.74935708 -1.71074257 -1.22495348 -1.21260781 0.5729649 ] Distance 10.031709203221748 Each least square approximations [-1.16153306e+00 1.77470227e+00 -4.13349142e+00 1.64682391e-01 -6.57744338e-01 -3.70919657e+00 3.73510894e+00 2.59310878e-03 2.88418162e+00 1.98983496e+00 2.15811984e+00 -1.64364923e+00 9.39668264e-01 -2.85441041e+00 -1.36112820e+00 1.60918515e+00 1.05595418e+00 -1.97186485e+00 1.30275058e+00 1.20793434e+00] Distance 11.142068805230993 Each least square approximations [-9.6229349 3.86826696 7.31081912 -0.18258843 1.52755765 3.71134425 0.73365935 0.79836966 -2.84682346 2.24662837 0.51964711 -0.18621818 -0.7879434 0.4141219 -0.51135878 1.47534879 -0.78887959 -0.01051378 -0.69054866 0.52083725] Distance 4.281352117328415 Each least square approximations [ 1.00932902 -3.86182997 2.2742032 -0.52070235 -2.24899861 -0.40055511 -2.25365446 -0.98376097 0.80320315 0.38273081 -2.69721612 0.35143099 -0.88531257 1.0289398 0.88817019 -1.76801753 1.43601181 -0.62120195 1.93408611 -0.39173646] Distance 12.71951842933905 Each least square approximations [ 3.45730744e+00 2.17487240e+00 3.80956107e+00 7.35160373e-01 4.15775539e+00 -3.58854151e+00 1.03013244e+00 -1.36737364e+00 3.61824918e-01 5.27310356e+00 3.65477206e+00 1.14272494e+00 -2.58715129e-01 -1.97641024e+00 -1.11236201e-02 -8.24330997e-02 3.00718088e+00 -5.01337147e-02 -1.62509826e+00 6.58103182e-04] Distance 9.571748270864541 Each least square approximations [-5.24443836 0.20446505 1.83799835 -1.12326688 -8.25615022 -0.67545338 2.26531779 -0.80038768 -1.42663565 -0.44637236 -1.59908607 3.39903079 2.8544205 -1.1915996 3.91366554 0.7009375 -1.26392914 1.44923413 -0.68946196 -0.41373877] Distance 7.8786364032120915 Each least square approximations [-3.60597539 -4.09070104 0.59245893 -2.65293909 2.48623085 -4.73680382 0.78483313 3.73558884 -0.28701231 -2.40878033 2.3866625 1.84648135 -0.87187666 -2.41836054 -2.54277222 1.39178218 0.31287903 2.90349087 1.02199592 -1.00649012] Distance 9.685758528998493 Each least square approximations [-6.36510802 5.09662526 -0.26391424 2.16329499 1.44996157 1.97258716 4.67390921 3.53152582 0.27407689 -2.58872472 3.67122258 0.96345537 1.80399986 -1.78406382 1.31291424 1.83031816 -0.50370885 -0.46454022 0.99182028 0.46319095] Distance 8.29485020327127 Each least square approximations [ 6.35436191 1.95681426 -4.22935583 2.68161865 -3.58493818 0.33291404 -0.95054982 4.25608555 -3.12137521 -1.84347122 0.58308725 0.8822354 1.08081645 0.79410249 0.33681969 -0.50608584 -1.10753606 -1.83738965 1.23048905 0.6289505 ] Distance 9.513679154837495 Each least square approximations [ 1.77700193 0.25933303 -6.03603106 -2.82704972 -0.5396048 0.04178851 -4.33373709 -3.76167573 1.19773235 -0.97873989 2.79140901 -0.99162852 0.00768783 0.20973241 -0.92666598 2.31731255 2.36312629 -1.05598343 -0.18996373 0.51200337] Distance 10.459587941507666 Each least square approximations [ 4.67322425 4.68931958 -4.84885433 2.12373006 2.33826785 1.38581677 -4.0798519 -3.44893004 0.90725802 0.90958296 0.51128213 2.13008429 2.34212914 0.81788823 -0.50587471 0.56152902 -1.83656228 -1.45590233 -1.30913413 0.51820333] Distance 9.289130008800171 Each least square approximations [-3.49862211 3.29098685 -3.98961344 1.81436791 0.16347366 -4.51354383 3.75846585 0.26042509 2.22350103 1.51393998 1.08501185 -2.13748255 -0.66650677 -1.96820291 -1.72504138 0.6187446 1.67905381 -2.53946098 1.04211323 0.64140217] Distance 10.315989806761468 Each least square approximations [-8.38081218 6.01744384 -2.74949468 3.06032014 0.13629048 1.08830559 0.6826643 1.97190055 -1.0769429 -2.66788446 1.50089044 1.30281069 -0.19816253 0.12710177 -0.80923289 0.28039878 -1.20162405 0.50688949 1.83026418 1.6818376 ] Distance 7.8150208625620134 Each least square approximations [ 8.21856218 -0.18130377 2.04250698 -1.88201744 -3.7967379 1.8396823 -2.59350266 -2.18688547 -0.79561391 2.03374113 -1.2291832 -1.16382884 -1.13420231 1.18181486 -1.26479304 -1.32085847 2.26914433 1.23853278 0.16891364 1.51160684] Distance 9.145611293348384 Each least square approximations [ 9.21013652 -0.71627869 -0.70154401 -3.24617583 2.61438569 -1.41587834 -1.98401548 -0.92495436 0.53976138 1.42997961 0.55736189 0.43112162 0.89638034 -0.83524812 0.58320042 -1.95797429 3.63027457 0.05367278 -0.67519992 0.21209817] Distance 8.871815794846404 Each least square approximations [-7.94148529 -3.42353819 -3.79976491 -0.64675464 -1.68743725 -0.18023088 -1.57566882 0.52932968 -1.11967501 -2.47665998 -1.15096668 0.40780546 2.58615945 -2.73442906 1.10509528 1.55938687 -3.36818602 0.80412351 -3.55128403 -0.40650828] Distance 8.009267178055897 Each least square approximations [-7.65016646 0.63394601 3.34793793 -5.58178876 -2.18601267 -1.94566114 0.20379966 -0.70379465 2.48923796 -0.18615111 0.55522052 0.66484807 -2.16653531 1.30678387 -1.19372293 0.75969739 1.99646923 1.79872028 -0.47452724 -0.10901018] Distance 8.812723908393851 Each least square approximations [-9.99481949 -1.37539529 3.63821209 -1.73662004 1.62690491 -0.98271326 1.03716118 0.41996704 2.54431413 -2.82767951 0.14080917 0.56628605 2.09545342 -0.67003025 0.34549941 1.45970202 0.04510486 2.1885169 -0.32709742 -1.37298944] Distance 7.701413604179587 Each least square approximations [ 1.32513458e+01 -2.27172374e+00 -2.17109898e+00 9.61234987e-01 -5.68612786e-01 -2.08371938e-01 -9.33488932e-02 -2.85071891e+00 -3.47407079e-01 -1.70047306e+00 -5.64471458e-02 3.21855569e-01 -1.67371292e+00 -4.57431835e-02 -1.01881777e-01 -3.28345109e-01 3.54197573e-01 -2.83428339e-03 -5.28351471e-01 1.27608597e-01] Distance 3.088737563189396 Each least square approximations [ 6.64386223 1.86516302 1.72234427 -2.74695567 2.88075533 0.95238618 -1.44248215 -3.21979683 1.48130801 -1.04689919 2.13875804 -0.48118547 -1.12341665 0.37812006 0.13521237 0.05567698 1.40676083 0.02051329 0.0408913 0.91843781] Distance 10.89806141426897 Each least square approximations [ 8.67585298 -0.3476441 -2.44216954 -3.25307611 0.70863482 -0.25025809 -3.57504515 1.16733913 0.77257198 0.46395345 1.94549374 2.73411373 -0.31449923 1.92326416 3.11255962 2.05234109 -0.09762144 -1.43058666 -1.05216837 1.6233575 ] Distance 8.287652519936302 Each least square approximations [-6.85350074 -1.53859658 1.14679262 3.34590494 -1.03120153 -0.86696987 0.18164283 1.33885239 0.49130703 3.90885919 -1.88709607 0.66121859 -2.82727216 0.25511018 -0.80920205 1.85699174 0.15317753 0.19552835 -1.6154878 3.15787723] Distance 10.054233289525918 Each least square approximations [-0.91545543 2.23839506 -1.90399998 2.74679308 -2.70191878 -3.71861371 2.69890373 1.32098814 -2.30085105 0.61342141 0.59427042 1.19045278 -2.44716365 0.83654501 -0.23384185 3.13061237 -0.66539143 2.69913772 -0.12690651 0.03695312] Distance 11.791920531457045 Each least square approximations [ 6.12552035 0.23468111 -2.02518335 -1.46226084 0.44836164 1.56764023 0.13101622 -0.34673317 2.97854922 -0.23051916 3.49754186 -0.09486053 0.33765309 1.33696215 -0.56670219 0.09449581 -0.05821635 1.53000919 -0.12520676 0.98622206] Distance 12.025472272756646 Each least square approximations [ 4.08913057 -1.50344293 0.59507983 -2.92205299 0.46240479 3.47744135 -3.56396314 -2.04205622 2.75474719 -2.05541746 -0.80059933 0.55775679 1.35535682 -1.99153248 1.05362109 0.92886676 -2.71312987 -0.84617758 1.41219004 1.24615574] Distance 11.346256338389395 Each least square approximations [-3.32901525 -2.56892129 -1.80074043 -3.76407984 4.15001967 1.69440121 1.57267068 -2.29429582 -2.25230582 -2.8774019 0.79731543 2.52824929 -0.09361985 -0.8064965 0.01884796 -0.16784225 -1.21675964 1.70803702 0.57689575 -0.53193527] Distance 11.355639617334766 Each least square approximations [-8.49079156 0.06516832 -0.90897462 6.24142129 -5.3396431 0.3580822 0.51460292 -0.19041765 -1.79690469 -0.76877718 2.05990592 0.12885306 -2.98179695 2.6745433 -1.519458 -0.48875248 -1.68596994 1.61695171 -0.47476844 0.19418281] Distance 6.689036434309806 Each least square approximations [-3.67884705 -5.04947142 1.7906898 3.15586473 -3.63279907 2.57651744 -0.10188617 -0.45349415 0.15201275 -0.45576306 -1.99052049 -2.96490489 -0.6139228 0.90924006 2.56854995 2.26358354 -0.82045112 0.417023 -1.75605711 -1.21135587] Distance 10.695787919484289 Each least square approximations [ 3.78500695 -1.86347039 4.74388234 -0.97984463 2.00274133 -1.52811693 -4.71877571 -0.12074174 -1.00239827 2.38588436 -1.7129384 -0.94942775 -1.15924028 1.15914938 -0.2191602 -0.37964977 -0.34199343 -2.1207708 -1.30751662 -1.9549265 ] Distance 11.158232784422097 Each least square approximations [ 6.86190206 -2.36209014 0.36270347 0.90576719 3.81811481 1.36280756 0.05602974 1.60739172 -1.43944365 0.42772225 -1.3311127 -0.90082833 -2.46727923 1.97055417 2.08388731 -2.65298999 1.72938978 0.69784336 0.84144151 0.47804231] Distance 10.710372602933068 Each least square approximations [ 5.53991878 -0.02743287 3.60718345 -2.4217036 -4.79473999 1.49625321 -2.67033522 -0.29216316 1.63513792 2.44939258 1.59996842 -0.38203766 -0.36046534 2.00740004 0.72808998 -0.81481709 2.84550465 4.41213931 -1.22652867 -1.28861544] Distance 9.406473287365376 Each least square approximations [-7.48555811 2.92577192 -0.43378127 -3.35008473 -4.00305201 1.37374542 -4.06139532 3.02336228 -1.74257019 1.3426665 -0.98696438 1.82487285 0.81055537 -1.15035264 0.93174089 0.36605579 -1.78119244 1.23536172 -0.60254007 0.60263657] Distance 8.991785799563626 Each least square approximations [-4.73144802e+00 4.87619633e+00 9.98098170e-01 8.02518791e-01 -1.62738631e+00 -1.93915439e+00 -9.92356355e-01 2.75664319e+00 -1.26869023e+00 1.14418712e+00 -1.57554873e+00 -1.73432235e+00 -2.76102586e+00 7.11491838e-01 -9.40973813e-01 -6.96423932e-02 -1.47996162e+00 1.52807251e+00 1.37393287e-03 -2.00111862e+00] Distance 11.131873345033872 Each least square approximations [ 5.33399849 -2.54431831 -1.08105737 -0.30670751 -1.73920055 -0.73991785 -1.63737122 -2.09673381 3.62462467 1.69156528 0.26332098 1.88147418 0.57865965 2.36996056 -0.88046118 0.08001458 0.80481904 -1.1851595 0.58615314 1.49768789] Distance 11.612735816210257 Each least square approximations [ 6.58846162 0.21094937 0.45724681 -0.76741595 -1.12525697 0.38315826 0.66433955 0.42782797 0.54771002 3.5624923 2.61562476 -0.55308555 1.17136311 -3.11767412 0.30435031 0.55274051 -0.26640132 -2.86102693 -0.19656482 2.23042344] Distance 11.022129002103679 Each least square approximations [-5.54642542 -2.23591077 1.82428828 -2.64143347 -1.20266844 -0.72282249 0.13312086 0.11718713 -1.19691654 -2.47648046 2.02190471 2.70575111 -1.87430266 -3.33618977 0.67205991 2.01023426 -0.48648661 2.01162033 -2.49494822 -0.78413872] Distance 10.74116231393167 Each least square approximations [-7.15449547 0.48801119 -2.93026955 0.92827225 0.2541354 -2.88004527 2.68719769 1.00196873 0.43689888 2.11246958 3.80061438 2.71379566 -2.9827651 0.3542191 1.54011936 -1.12427832 1.75826235 0.93656547 -1.58451844 0.21117188] Distance 9.46421780505431 Each least square approximations [-4.8864083 -2.32788906 2.27683729 1.08545909 -0.42894604 2.79027297 -0.18893154 3.06197488 -2.75997688 -1.25606821 0.70550428 2.26563812 2.04615364 -2.79233923 3.02352527 2.25331423 -0.3969036 -0.59395615 -0.60945906 -1.22539548] Distance 10.780635910164923 Each least square approximations [ 6.09627434 -2.06223731 1.85267392 2.3648859 0.74451944 -0.57601125 -0.37772196 2.31075744 -3.20206028 0.11408851 -3.52158117 0.3105252 2.53391854 1.7994369 -0.56593578 0.08033304 -0.33578101 -2.0454613 -0.95480389 -2.11300549] Distance 10.650832307402942 Each least square approximations [ 5.18701721 2.70832732 -2.07850973 1.94477438 0.50281023 1.46614142 -0.59409586 -0.45267089 0.12809771 -2.79126977 0.02750242 -0.85631952 -2.76309055 1.4717831 -0.78817172 0.94713359 0.20901121 0.79853793 2.19256104 -2.74889126] Distance 11.595913346982234 Each least square approximations [ 9.25385387 4.21928015 3.64189614 1.43341677 2.20405523 2.11074687 -1.00096421 0.92870603 2.25595019 4.27250507 -0.75103265 1.22498046 -1.51484847 0.74634685 -1.8533695 0.55762645 -0.03917344 1.30010172 -0.21292992 -1.58519884] Distance 6.818069560516528 Each least square approximations [-7.12358842 -0.41132971 -2.99918575 -1.51360007 -0.77060125 0.63346663 0.71914867 -1.84380861 2.55056558 -0.06953824 0.31805999 0.89293577 -1.22593144 -2.59620593 0.46396252 0.15789987 -2.02729292 0.447358 -0.2602009 2.14459603] Distance 10.985987954400274 Each least square approximations [-2.96692031 3.83371629 -2.15318333 2.11129808 -0.66324837 -4.69085605 -1.61647229 4.03223375 -1.50824108 1.79947024 2.05946665 0.50956388 -0.5788229 1.00886897 0.41252073 -0.58246328 -3.51121469 1.43307916 0.35673036 0.48185945] Distance 10.943030668635792 Each least square approximations [ 8.41440232 -1.92212011 -2.56175368 -2.45333986 1.09847732 0.1359118 -0.35698916 0.70493636 1.70838013 1.89279756 -0.79679554 -1.46123194 -1.86466911 1.72234738 0.11051685 0.78116978 -1.89672499 -0.34460571 -0.70471821 -1.57100269] Distance 10.408253014634024 Each least square approximations [ 1.05240858e+01 -1.24079286e+00 4.02481916e-01 -1.34922500e+00 -6.13718008e+00 4.91635894e-01 -1.23425349e+00 4.11395446e+00 -5.38147046e-01 7.76975046e-01 4.92285225e-04 8.83492116e-01 2.69765360e+00 -1.60914406e+00 2.44717423e-01 -2.32484085e-01 1.44110645e+00 1.84251110e+00 -7.01488021e-01 -6.78912068e-02] Distance 5.658781152453111 Each least square approximations [-6.2967444 -3.93507183 -0.64605201 -1.07701438 -0.06193562 0.7646848 -0.02694912 0.73558701 1.00858323 0.45504036 -1.14299069 -1.25427843 -4.47266685 -3.9735269 -0.06258352 1.86366473 -2.12153616 1.01020507 -2.13666305 -1.06231659] Distance 10.384896387366739 Each least square approximations [-6.05654113 3.89829967 4.6876567 -2.28254045 -0.85798758 -2.80650105 0.38595927 -2.10903096 2.05271364 1.91080753 0.04118066 4.70513674 -2.37578836 1.60407434 -0.37183285 -1.63956886 2.32452233 0.13587332 -0.16388508 -0.62552482] Distance 9.006487714039732 Each least square approximations [-5.51928806 -1.83446744 3.63174299 0.14591896 -0.95352204 -0.15695822 -1.68671827 -0.42826913 -0.91044716 -2.17516495 -1.14694961 2.09004683 3.11112309 -0.68620343 -0.61873052 1.41637966 0.60641127 0.26165143 0.95502052 -1.18351593] Distance 11.947584112522128 Each least square approximations [ 7.49095711 -0.30781083 3.0482339 -0.20715284 0.04641685 -0.24376233 -1.68070976 -0.45668049 1.18355286 -1.73507339 -4.0155166 0.44708902 0.41903824 -2.26555679 3.32798514 -2.62662744 -1.43484146 -1.15183265 -2.46049657 -0.61754652] Distance 9.889360938714905 Each least square approximations [ 5.69737853 3.53222677 1.90123406 2.26456367 4.42719262 0.17323353 0.37818304 -0.53208013 -0.39488293 -3.69118018 3.65018636 0.10849538 -0.51019937 1.61729466 -0.42139951 -1.810987 -0.20634702 2.14212288 -1.02272359 -2.03147929] Distance 10.163073349510169 Each least square approximations [ 7.24578766 -1.46399002 1.45192068 -1.94861007 1.46634565 2.05244818 -1.22123846 2.19870246 3.08660958 -0.0845917 3.40556091 -0.5008066 -1.53195181 -1.65695177 -2.58717305 -1.00191267 0.00772419 -1.67052208 -2.74659138 1.53251674] Distance 10.009178108112918 Each least square approximations [-5.41945862 -4.37541926 1.01364716 0.97501191 -2.93465411 0.10889799 -0.17238077 -0.16028311 1.01748599 0.98126212 -1.1283836 0.95501472 0.2972626 2.15244179 0.46676841 0.77680332 -1.45273576 1.86346899 -3.02980991 -0.68451008] Distance 11.668240691945536 Each least square approximations [-1.82196157 4.09069779 1.13233076 0.6491212 -3.65975683 -2.2021962 1.80863621 -0.09998035 -3.50333058 2.11969506 -0.62444838 0.89555343 -2.12903299 0.92781419 -0.83357179 2.88176354 -0.0762617 1.09510944 -1.30075423 0.10899801] Distance 11.604523246596653 Each least square approximations [ 3.61370257 -1.95077503 -2.02880092 -1.48828612 0.85419965 -0.530636 -0.46261454 -2.82888666 3.67009669 -0.9379818 1.55089287 1.01762532 1.55610172 3.26848486 -0.76484166 0.94851344 1.10713687 1.25078752 -0.12201025 0.53785428] Distance 12.054452705899141 Each least square approximations [ 3.47010087 0.74046036 2.55149365 -1.72571402 1.05112545 3.93035265 -2.30512802 0.55713337 1.8297533 0.46560274 1.63171472 1.28753353 0.34198056 -0.87337037 1.65658732 2.99057917 -3.1333607 -2.5653452 1.357993 1.28439162] Distance 11.340495611247622 Each least square approximations [-2.81738463 -2.20412472 0.43859156 -5.07001672 2.02158619 -1.35427653 1.9169935 -0.93934757 -0.19583796 -1.03984823 0.9113545 3.01400192 0.24977529 -0.02141297 1.51289876 0.58511693 0.36874442 1.99778633 -2.65162277 -2.17693252] Distance 11.59352026275691 Each least square approximations [-7.80459282 -2.90060094 -1.06921037 6.68958723 0.73647216 -1.53393678 3.30481493 -0.99020638 -0.35189224 0.52363814 2.95044492 -0.01429182 -1.11853451 1.14470201 -2.82558588 0.79690299 -0.7460415 1.01264558 -0.53860454 0.1923928 ] Distance 7.8100749539921965 Each least square approximations [-2.73367741 -4.487941 0.47746164 3.98992934 -1.65851615 3.8075277 0.24757055 0.63296383 -0.43847104 -1.20435363 1.30216917 1.54863496 0.38057481 0.6306409 1.42496819 2.6064434 -2.3539065 -1.38439437 -0.89640262 0.42138619] Distance 11.322236515505976 Each least square approximations [ 3.19082723 -1.20794562 4.95271701 1.11170477 -0.98521517 -1.02029708 -3.80989222 0.58995578 -1.06849102 1.53218099 -1.44155734 -0.84131201 0.69443503 2.67964936 -0.83473387 -0.73139128 -0.22659935 -4.34923229 -1.1438076 -2.15251807] Distance 10.901725493522353 Each least square approximations [ 5.74520834 -2.70675666 -3.31550602 1.31396406 1.29592198 0.27584802 -1.12195084 1.3199464 -2.1659289 0.06158696 -0.65742002 0.44402122 -4.090844 1.44109486 1.66302084 -1.68014244 -0.6612907 0.24214702 1.66923216 -4.00900576] Distance 10.311070560202968 Each least square approximations [ 6.13732679 2.14383002 3.21126137 1.90058934 -5.79440942 1.20270452 -2.93526269 -1.77802343 0.42098861 0.71247611 0.71164215 0.02947884 -0.65684338 0.26093979 0.65081963 -0.38068052 0.28621368 4.9358037 -1.18182409 -1.17915611] Distance 8.984954967185114 Each least square approximations [-6.26495181 5.00060647 -1.24688134 -2.97115272 -3.54784627 0.09367371 -0.33455174 -0.85993102 0.16561322 -0.82247429 -1.67621315 0.10429911 -0.61164018 -2.77071144 1.78810899 0.9959382 -2.81029485 0.89474363 1.85200289 1.03713363] Distance 9.805751583913114 Each least square approximations [-10.33730561 0.01803423 7.28949953 -0.65706023 -0.62214281 0.21381796 -1.89963959 -0.68076284 -3.08844891 -0.62020931 0.8515646 1.25776943 -2.18181742 0.49382562 -2.09543828 -0.40921773 1.51719408 -0.32481657 1.85063147 0.30233701] Distance 4.210401908027835 Each least square approximations [-0.19816684 -2.27618135 1.85611963 -1.7195943 -3.36044434 -0.7943117 -1.31920081 -0.57828817 0.34428516 -1.20815759 -2.09238685 -0.33288078 -0.73410043 0.52416865 0.29941957 -0.2570204 1.99514233 1.08893805 0.29690971 2.09207318] Distance 12.964918654071557 Each least square approximations [ 3.09021354 2.72001219 6.01686476 -1.18110528 3.52205091 -3.97379081 0.58081314 -0.78008724 1.76970162 4.19477161 3.07722571 0.25837028 0.2772894 -0.39437376 -1.06525376 1.27731368 3.86159251 0.8734207 1.08335767 0.1671061 ] Distance 8.749351704115531 Each least square approximations [-3.13760213 0.01794329 1.74616873 -0.40888397 -6.42526584 -1.45712234 1.5259106 0.20990481 -1.41084827 -2.86750057 -1.18191303 2.45132948 0.51738526 -1.76080492 1.79108048 1.13210713 -1.04315869 0.81850083 -1.28913082 0.77469772] Distance 11.047161899211114 Each least square approximations [-1.83136033 -4.86558408 1.12276683 -0.43908199 -0.00927618 -5.48361968 1.25501864 1.96344889 -0.75132503 -3.07815859 -0.32114249 2.32986942 -0.74947233 -0.42169744 0.64593019 1.45483844 1.73940676 4.2281388 -0.39555716 -0.15464796] Distance 10.318362785268 Each least square approximations [-3.9857298 1.83665152 -2.52262627 0.95402499 0.10918157 2.94085326 3.16699588 4.62497651 1.6188248 -1.73800408 3.85701049 -0.35655239 3.53256345 -3.34529433 1.1571963 0.25397878 0.48280819 0.61783503 -0.55708773 0.28612465] Distance 9.85078856531612 Each least square approximations [ 6.02092652 5.21366014 -2.74238308 1.24091398 -3.51098836 -3.1683739 0.58784632 1.39682556 -3.70400128 -2.80518946 -0.60123613 0.75077517 -0.59001197 1.87796896 -0.76094437 -0.50371123 -0.69499566 0.05008365 -0.12211486 -1.58862664] Distance 9.109072537972837 Each least square approximations [ 7.88819122e-01 -6.93304721e-01 -4.21308510e+00 -2.03429601e+00 -7.46367566e-02 -2.41260033e-03 -6.53546793e+00 -7.41763787e-01 1.89401894e+00 -1.17088829e+00 1.31259696e+00 -1.06025706e+00 -2.69008306e-01 2.96026089e-01 1.61116690e-01 2.90138904e+00 3.05136314e+00 -7.42152529e-01 -1.15984851e+00 6.24705295e-01] Distance 10.775508581896371 Each least square approximations [ 3.35482244 5.25865638 -2.07718336 -0.05537419 2.19722101 2.01314478 -2.75448871 -2.82144192 1.13630047 -1.07636628 -1.62136079 2.07437324 1.47983032 1.79958327 0.07098391 0.71944413 -0.18603408 -0.26961904 -1.34862116 0.4517498 ] Distance 11.191980710292848 Each least square approximations [-1.96899997 2.74442795 -2.68995558 -0.44590978 -1.62535809 -2.40972675 3.13200914 1.00792999 2.26185662 1.18619252 1.71542161 -0.78321972 -0.11880265 -3.40057645 -0.73759257 1.94789581 0.90973892 -0.28936479 1.93414769 2.96061257] Distance 11.525926519636007 Each least square approximations [-7.60474032 -1.8216021 5.25348023 1.79780139 -2.8882683 -4.72574832 1.77671125 -0.64662255 -0.91998665 -3.69130767 3.25615426 0.69145034 -2.02527276 -0.54218435 -1.95983649 0.99179872 -1.92629103 0.41845394 0.45055337 1.3252942 ] Distance 6.4785778790135184 Each least square approximations [ 1.08913981 0.94676834 0.54225763 -2.53280007 -2.57348365 0.72307632 -0.52738341 -1.15852574 1.90951613 -0.41099802 0.66366744 -0.60764803 -0.28436042 1.42254341 0.22020026 0.51392756 -0.95103413 2.89055193 2.2603644 -0.42224163] Distance 13.025908461800686 Each least square approximations [ 4.12778425 -2.46399189 7.62865712 -1.74859444 1.69402109 -3.33120292 -1.75657513 0.31689266 3.62533615 0.98375557 -0.01679115 1.19791923 0.50638608 -0.36751283 -0.79254786 2.15677805 1.42334786 0.62357369 2.64310907 -0.22428379] Distance 8.754213089307171 Each least square approximations [ 0.00759868 -3.22168306 -2.02164972 -0.55583069 -3.18378009 -0.94513866 3.57844797 -0.25164713 -2.68885039 -2.70968559 -0.90927084 -0.17230395 -0.79606173 -2.37628684 -0.57768381 -1.34471486 -3.445242 1.03001301 -1.93537893 0.50695891] Distance 11.37378725216273 Each least square approximations [-3.48941276 -3.53830155 3.34698261 1.12730853 -1.08427606 -4.48691487 0.487957 0.7656291 -2.8975308 -2.78080785 -3.21709908 1.38290671 -2.01344608 1.20033795 2.51301084 -0.38461867 2.60794848 3.56850742 -2.25936813 0.26085226] Distance 9.190380438943867 Each least square approximations [-3.1646979 -0.97926761 -0.54807848 3.25419158 -2.38117039 2.86259579 1.947906 2.94325478 3.48210229 1.09907526 3.07491859 -0.23646731 2.10384051 0.04235791 0.0193676 1.71653552 0.80267186 1.89323072 -0.61235949 0.021507 ] Distance 11.216612014652359 Each least square approximations [ 6.23234816e+00 6.29023668e+00 3.45456529e-03 3.52264123e-01 -1.01407676e+00 -4.94537362e+00 -3.43643636e+00 9.32193298e-01 -1.71032207e+00 -3.12985668e+00 6.19843650e-01 -5.71254162e-01 -7.26646992e-01 -1.00689407e+00 -1.23971683e+00 -7.02574658e-01 -4.36687708e-01 1.46338433e+00 -2.28909483e+00 -2.03122465e+00] Distance 7.963831854976806 Each least square approximations [ 1.28281707e+00 -2.16622685e+00 -2.25879110e+00 -3.85322128e+00 4.01786736e+00 -1.55537939e-01 -3.18067493e+00 8.51751730e-01 1.98005230e+00 -2.70392414e-01 -1.26859786e-01 4.97655002e-01 5.57597766e-01 8.65380694e-01 1.59593585e-01 -3.03820342e-03 2.70370642e+00 9.64568399e-01 -7.34829470e-01 1.29917915e+00] Distance 11.820024793527805 Each least square approximations [ 1.4261562 0.9058212 0.39284976 -2.85665931 -0.52868003 1.4542298 -2.69884336 -1.48968227 1.69354941 -0.32979306 0.87045374 4.19688552 0.87895378 2.4298669 -0.92729766 1.16743562 1.27362055 1.65498804 -2.09172387 -0.07699387] Distance 12.114636946780474 Each least square approximations [-1.45170919 1.80376722 0.94417106 0.98581685 -3.02747143 -1.74479385 0.69078816 3.60000703 -0.93496593 1.43585 1.42261096 -2.08441054 0.34471929 -1.02845942 1.48506749 2.5818521 0.32643116 2.85067702 1.37372654 2.48514082] Distance 11.844891205523473 Each least square approximations [-6.93815453 1.83662521 0.14349303 1.68368145 -1.31048827 3.40402152 2.41680346 -0.95659045 -1.74558804 0.33978438 1.46221957 -2.4286785 1.58075572 2.07636784 0.59935052 0.11011147 -3.15746965 0.05482972 -0.81986516 1.36152374] Distance 10.083109943091447 Each least square approximations [ 5.42543655 -2.55387347 1.68671141 0.37176273 -2.1751357 0.06314107 -2.1192976 -1.18586351 0.16172004 -0.86300095 -2.56415071 0.18597203 -0.54684645 1.51898979 0.35019644 -1.49322127 0.25889608 0.93654817 1.56211992 0.40767712] Distance 11.895885429590761 Each least square approximations [ 6.07381226 0.91719647 -0.67676217 2.25181456 4.17209148 -2.19373742 -0.8163072 -0.23149042 2.37505815 3.30379404 2.54127083 -1.04595227 1.26649292 -0.84591036 -0.10283773 -1.86721783 -0.48894607 -1.7812475 0.97016634 0.38600357] Distance 10.312554532711927 Each least square approximations [-4.20239014 -1.59711079 -2.8406443 -2.89613973 -3.9812853 -0.75688095 1.50474951 0.28102973 -2.42088588 1.2175841 1.70790095 1.71785406 1.71047196 -1.04099605 2.97892091 1.65540092 -2.73927906 1.13012196 -1.59646081 1.24353101] Distance 10.479993653061683 Each least square approximations [-5.78009069 0.16512745 -0.40356375 -1.69654485 1.61836631 -2.91340813 1.3302513 -0.00747562 0.55549971 1.06272635 1.36652342 0.51324674 0.02654291 -1.67163346 -0.94317486 0.93677665 2.13607803 1.68290061 0.43913114 0.63886548] Distance 11.895126125805678 Each least square approximations [-8.4114814 -0.38252567 -0.0828438 3.37790768 2.46186263 0.1272059 -3.03920053 2.13292983 0.18846314 -1.60134045 3.34244823 2.74556367 -0.88185712 0.78236832 3.10928624 3.33186705 -0.23491231 0.59003204 1.01617771 -0.90898803] Distance 7.6853810011633765 Each least square approximations [ 7.52391709 -1.09856446 -1.89942932 -0.17384313 -1.69113881 1.58530809 -2.86856199 2.66233657 -0.2810033 -2.17509548 -0.35953986 0.61339653 1.33889973 0.44707244 -0.75414538 2.02015283 1.23744687 -1.42271103 3.68573569 0.65942851] Distance 9.762107569609508 Each least square approximations [ 5.48873137e+00 5.74695511e-01 -4.23858580e+00 -2.98450704e+00 7.37963433e-01 -8.34453394e-01 -3.49161661e-01 2.02618795e-01 -7.26709473e-01 -2.17507184e+00 -2.48263105e-01 1.03690320e+00 -8.29226854e-02 -3.61239236e-01 -1.23194185e+00 -1.18798383e+00 3.87404957e-01 5.15149784e-01 3.19196831e-01 -3.27393600e-03] Distance 11.758516698011775 Each least square approximations [ 7.7924406 1.03570177 -0.63764586 2.92711162 -2.7258077 -2.00256666 -4.84407651 -1.19308232 0.44883945 1.82355064 0.06473878 3.18650114 1.11270819 0.69409932 -0.27826532 -0.10014814 -0.54024811 -2.53992754 1.78265198 1.78750778] Distance 8.442098024796774 Each least square approximations [-6.21657975 1.46598793 -1.67462836 1.465613 -1.34158845 -2.03079171 0.10391023 -2.69499038 -0.78263542 0.36808462 -0.63297938 -2.41625484 -1.50470592 3.83810932 0.66261612 1.8791156 0.5959856 -0.98994419 1.53606407 1.81482006] Distance 10.634368320273323 Each least square approximations [-3.969656 4.24912459 -1.42906062 1.59908481 -1.69230642 -3.97929788 -1.43281391 -0.34700591 -4.13512874 3.09410688 -0.9912465 -0.51096739 -1.74631726 2.39782927 -1.02793438 0.34215988 -2.14616329 2.13318549 -0.30470681 -2.78868801] Distance 10.078013261826948 Each least square approximations [ 6.99829781 -2.70273538 -1.75583266 -3.26258762 0.23857408 0.33607113 -1.12112383 1.11405735 2.02084941 1.49134 -0.05410149 -0.34855778 -0.17772996 1.51614272 -0.2299191 1.00233513 0.022709 -0.20461771 -1.71293915 0.70619267] Distance 11.392749997237928 Each least square approximations [ 8.34848337 2.15042957 0.18814793 -0.32938438 -0.98166853 2.90322817 -4.66678511 0.31605772 2.34652767 1.03006248 1.01817393 -1.76400561 2.10080881 -0.82908456 0.97187945 2.54280884 0.37727282 -0.14031695 -0.15269085 -0.15450947] Distance 9.30557995503357 Each least square approximations [-6.88646816 -2.60007099 0.63177799 -2.93556308 0.49216619 0.7496636 0.4568683 0.40599225 0.00921484 -0.87071915 0.92815574 3.85625777 -1.06632265 -2.33933437 -0.83760209 2.82255665 -1.06875353 0.68448846 -0.78773823 1.58244286] Distance 10.718413957653002 Each least square approximations [-7.90624803e+00 2.32783004e+00 -2.64717547e+00 3.15044402e+00 -2.43350689e+00 -3.63007242e+00 -4.08127243e-01 7.27915952e-01 1.88272398e+00 3.78576879e+00 1.30626900e+00 4.36420321e+00 -2.06351607e+00 2.05893312e+00 -1.04412345e+00 -4.12231888e-01 -8.77509201e-02 2.48255586e+00 8.93169697e-01 -3.92841279e-03] Distance 7.466924606341871 Each least square approximations [-6.14213944 -3.47264691 0.26402306 0.28386014 -2.97556959 1.19000919 -0.91446109 1.9544534 -1.82186 1.09001026 -0.10332768 -0.01746817 0.62844659 -2.49752084 0.9230949 2.23899043 -0.79694078 -0.67200305 0.12153422 -2.98704667] Distance 11.129456839469027 Each least square approximations [ 5.714405 -0.64055189 6.2758362 0.2275881 -1.02400433 0.52070304 -2.51394833 -0.93702578 -1.08569776 -0.76473388 -2.91681762 -0.12522407 0.35570944 1.52579871 -0.87680656 -0.78908662 -1.39214529 -2.52371245 -0.5107519 -2.11851065] Distance 10.370963336438422 Each least square approximations [ 8.04751435 2.85056602 -2.18067751 3.67956129 2.44070288 2.42163462 -3.67392975 1.89070093 -0.02786445 -4.24672576 -0.28833345 -0.36230905 -0.16661885 3.70958926 1.66046119 -1.70447452 1.4774349 0.65655685 0.90750244 -0.92128748] Distance 7.3282059648684745 Each least square approximations [10.09485283 2.22696707 3.43660351 0.13416686 -1.99758423 4.31356937 1.3072667 -0.4967935 1.54144648 0.31986974 2.44293648 -0.64718358 -1.64814847 0.78558631 -1.55485224 -0.46904775 1.88246848 -1.3693526 -1.69094504 0.32184206] Distance 7.021526385814733 Each least square approximations [-9.32221486 -1.25609037 -3.3033549 -4.88277654 -2.83872561 1.15208268 0.7880621 1.81764366 1.95601964 0.78338468 -1.23190967 1.63817227 0.39606858 0.70519983 -0.19192909 1.36467091 -1.10263594 0.1365254 0.13224758 0.930966 ] Distance 8.118369281072875 Each least square approximations [-6.60265169 1.89099708 -0.09230644 4.01821431 0.22871753 2.32169782 1.63864629 1.10334687 -1.22572283 0.89701429 0.24807534 -1.70861774 2.31608912 0.42457875 1.58632315 0.20851982 -2.8126646 0.71129715 0.11909459 0.0573216 ] Distance 10.68794993533228 Each least square approximations [ 6.91945556 -3.05746577 0.40963638 1.42612959 -2.6999325 0.8523403 -1.71164084 -1.08000922 0.04628797 1.52266672 -1.27700937 1.00286472 -0.53582034 0.53901619 0.32922731 -1.90948965 -0.85498116 -0.58059022 2.46593627 0.64658926] Distance 10.969618815614433 Each least square approximations [ 6.27686300e+00 5.89610677e-01 -1.25640848e+00 1.64395644e+00 3.84057059e+00 -2.40687021e+00 -2.38660297e+00 -1.09031704e+00 1.70221773e+00 3.48354860e+00 2.95002718e+00 6.97710870e-02 4.30944238e-01 -1.42754976e+00 4.81229875e-01 -1.49043317e+00 2.31021888e-03 -3.07994510e+00 1.80276992e-01 6.51939566e-01] Distance 9.945546258648166 Each least square approximations [-6.19345373 -2.42091056 -1.45520114 -1.99731759 -4.04366009 0.03757766 1.08707192 0.01496727 -0.388933 2.04005279 1.71909791 2.75407094 2.21928398 -2.80850998 1.01780178 1.47903101 -1.7025664 1.37769804 0.82913594 -1.52421765] Distance 10.107988573667967 Each least square approximations [-7.05948553 1.15126658 -2.41936913 -2.24540624 0.53182372 -1.50573331 0.61563305 1.43035968 0.38908026 0.81235424 3.16588666 1.20664279 1.73201672 -2.01372779 -2.6489236 0.02231684 1.61644436 1.44518413 0.02644787 0.12044361] Distance 10.517543412157416 Each least square approximations [-8.93174371 0.21777278 2.74574991 3.59689281 2.77451243 1.2408869 -2.76188414 4.95607738 0.47373588 -1.20970099 -1.05568251 1.03407408 -0.44827066 -0.85082666 1.40326024 2.08124846 -0.44798472 -1.62186341 0.69085521 -0.90386321] Distance 7.195728283892717 Each least square approximations [ 7.16240473 -2.57183088 -2.15837702 -1.12835968 -0.27538152 0.65903824 -1.87489816 2.6003847 0.07404862 0.55825264 -0.21293283 0.31677893 2.2554067 0.1253982 -1.04405976 2.19008211 1.02025815 -1.61899075 1.86739087 0.94504867] Distance 10.705229045596035 Each least square approximations [ 6.41126589 1.7188369 -5.30345483 -3.10956229 2.11595553 -0.40141954 -0.88015969 -1.4588484 -1.7512313 0.19111459 0.19025796 -0.11177181 -0.65954002 0.06275473 -2.86532425 -1.23204758 0.89946697 0.44620255 1.27709921 -0.03477616] Distance 10.167317722933873 Each least square approximations [ 8.72634471e+00 -4.62500997e-01 -1.22740562e+00 3.82948367e+00 -1.23845621e+00 -1.97537109e+00 -3.78843632e+00 -1.81243380e+00 1.75117439e+00 2.51567104e+00 1.03063965e+00 2.72340020e+00 -1.58583058e+00 9.48472272e-01 7.14210973e-01 1.48271642e+00 -1.56020374e+00 -1.87012808e+00 -5.06120395e-03 7.56041436e-01] Distance 7.913384001768853 Each least square approximations [-7.87434775 -0.0725555 -2.39894869 1.00633822 0.72987022 -3.78424099 0.2350713 -3.53856406 0.23962739 1.70638316 -0.43327188 -3.20541191 -1.64682227 1.6809739 0.2578753 0.73489901 -0.44732236 -0.31360826 0.6580193 0.99441105] Distance 9.55120082720236 Each least square approximations [-5.64978007 3.13974571 -5.5816719 4.44101245 0.01537507 -3.10641126 2.41327439 1.10867945 -2.89682327 -1.25231028 0.70544935 0.54224816 -2.64554928 0.68225792 -0.67564313 -0.89391672 -1.18434357 -0.28167589 1.54599431 -0.36985421] Distance 8.761695127669865 Each least square approximations [ 8.09652115e+00 5.29997492e-01 2.82849533e+00 -4.40437169e+00 -6.99005902e-01 4.26269451e+00 -4.41588968e+00 2.76459279e-01 1.76926144e+00 2.95259308e-01 1.01780829e+00 -1.59637214e+00 8.89671744e-01 1.25885842e+00 -2.86582792e-01 4.97681081e-01 -5.81988120e-03 4.54825779e-01 -2.54886564e-01 -9.25808067e-02] Distance 8.267351444117148 Each least square approximations [ 8.78319271 -4.88842629 -1.98393735 -3.64240893 2.14829097 1.75216609 -0.23071067 -0.20486437 1.00099931 0.76340877 -0.45724911 0.23314051 1.03067538 -1.07118549 2.22988179 0.25426116 -0.41354284 0.30438495 0.36003656 -1.34008041] Distance 8.502802593441965 Each least square approximations [-6.28326743 -3.49436394 -6.2495279 -0.71475675 2.14799785 1.13500815 0.66225968 0.83519494 -1.09867193 -1.83346245 1.18341548 0.92202333 -0.90222395 -1.65498424 1.73395931 -1.10870087 -1.842092 0.48431031 0.2736026 -0.13211203] Distance 9.642742322887402 Each least square approximations [-9.63243115 1.11471789 3.3481261 -0.75925714 -1.91384367 2.42015071 -1.73575964 1.0492721 2.62431788 -0.44341865 -2.21796016 1.32119993 1.02986133 2.17686585 2.77636717 -1.48089052 1.47542994 2.31393981 1.1696418 0.37527949] Distance 7.188233767127508 Each least square approximations [-7.54403805 -3.10093089 5.08666248 -1.29652855 -1.51058448 2.50630336 -0.42071622 -3.30748327 1.58037242 1.55132396 1.61056554 0.63570966 -0.05770556 -0.65749294 0.01970368 1.07541225 2.3125048 1.24446675 -2.64866996 0.430255 ] Distance 8.500090046176638 Each least square approximations [ 8.79900055 -1.60882922 6.66001488 -1.99134072 -0.00927752 1.09866397 -0.49505538 0.55586734 -0.25262841 0.50205249 0.79522237 -1.95426418 -1.03410116 -2.50590152 1.27309743 -1.19490897 0.27374889 1.61885067 0.07072275 -1.49230694] Distance 7.70849014568397 Each least square approximations [ 7.29466036 2.90257928 3.53956867 -3.47075866 4.73847168 2.73867469 -0.69334139 0.7159356 0.91629878 -2.18882049 1.13128856 -0.4962291 -0.21566979 0.68106067 1.54732848 0.02530807 1.29105751 0.91427041 -0.46342698 -0.79732995] Distance 8.890049747468778 Each least square approximations [ 8.5712702 -3.53994758 0.5708621 -5.05428318 0.29119902 -0.1223135 -1.07354925 2.40822681 -1.70138578 0.50823596 1.00599012 1.05909799 2.1340357 0.75990952 0.29462578 -1.06347576 0.12417908 0.28572274 -0.14624927 1.25185501] Distance 8.795649989102657 Each least square approximations [-7.65273844 -1.8479868 4.41472398 3.5181006 -3.2765802 0.92361724 -0.3263416 2.94896239 -0.016204 1.10706478 -2.56551249 1.03629873 1.27772992 1.0749124 -0.82190456 0.11831249 -2.17567175 0.24342891 -0.66803014 1.29152751] Distance 8.723646737274105 Each least square approximations [-4.1830349 2.69928469 -5.40626442 3.39242066 0.96375008 -4.09578003 3.07086358 1.78243569 -2.00453372 -1.21733684 0.06472981 0.65516583 -0.79417037 0.227911 -1.64078749 0.26631485 -2.84889622 1.16046954 0.96945499 1.74981009] Distance 9.662399260837859 Each least square approximations [ 8.83275323 2.20624349 2.56831168 -2.08555915 0.53717101 2.37971796 -1.6311767 -0.24856152 2.6213735 0.41176457 1.63840923 -0.32077511 -0.1865687 1.64513108 0.32747326 0.03250408 -0.83155496 0.22691001 0.2926373 -0.4254105 ] Distance 9.790041173706875 Each least square approximations [ 9.74796515 -7.42326611 -0.95525409 -1.35252652 0.96546853 1.53123135 0.88271238 1.66924515 2.74563663 -0.4178336 0.51202648 -1.72980077 -1.13160577 -0.89570211 0.51897254 2.20669121 0.94720142 -0.44985519 -0.36787302 -0.07996713] Distance 5.735427067564668 Each least square approximations [-5.3661397 -3.04329066 -6.52928615 -1.14016174 1.41426969 0.99109195 -0.5391816 1.5118074 -1.06933939 -2.13292492 2.28313552 -0.7506644 -2.31364856 -3.46575409 -0.22207278 -1.11790022 -3.0353239 1.36168084 -1.54890747 -1.29958613] Distance 8.899562228492396 Each least square approximations [-8.88260694 1.40092185 4.67070964 -1.81209333 -0.66362418 0.67892879 -1.26475727 -0.44662241 2.63518045 1.99947956 -2.0712613 1.89392113 -0.56415187 0.32933037 2.3304864 -2.30079459 0.79325689 0.51985284 -0.79844359 0.24848634] Distance 8.473785667210633 Each least square approximations [-6.59677802 -1.98534842 5.55108056 -0.17167119 -1.12337199 1.25123314 -2.13243191 -3.82144566 2.1502591 0.89504329 1.42239803 0.35474112 0.6530167 -0.52269573 -0.10643145 1.02925861 0.49400359 0.64424634 -1.17055184 -0.06920921] Distance 10.018878339673638 Each least square approximations [ 8.3828159 -0.90001186 4.75402244 -2.76782121 0.08724222 2.09099147 -1.06739858 0.6556385 1.75230098 -1.18887735 0.36906844 -0.57461289 0.79115443 -3.30550816 2.93044049 -1.36402584 -0.1397687 0.95004189 -3.09215417 -0.9601231 ] Distance 8.14794942742427 Each least square approximations [ 5.80335428 3.74220043 3.61959288 -3.87695726 4.52391752 2.35446862 1.23873701 1.80694485 2.4259314 -2.59275927 1.39613528 0.47273533 -1.24933817 -0.11250335 0.64614672 -1.717459 -0.79787205 0.13080031 0.01982615 -1.45510506] Distance 9.106096971723384 Each least square approximations [ 7.80812068 -3.1539151 0.67438739 -4.57415907 0.64558159 -0.6263304 -0.94043686 2.42384986 -1.33482253 0.88988806 2.4588985 -0.37701411 0.54274485 1.12413695 -0.87523008 -0.4132463 -0.41814251 0.47538619 -1.40204947 0.18876994] Distance 9.92562320382123 Each least square approximations [-6.51294917 -2.24889809 4.67561479 4.22113044 -2.76787712 2.08202973 -0.08394371 1.54703049 1.41477775 0.41790699 -1.21006559 -0.27684551 0.14308166 1.59602238 -0.26739315 0.16652744 -1.80441098 0.51531941 -2.54186687 1.14891159] Distance 9.63322642717778 Each least square approximations [-8.87060451 4.5603936 -1.7865369 3.13766543 0.01653463 0.16534351 -2.5528283 2.78184089 -0.47776485 1.00007872 -0.43800145 -1.64386966 2.46403675 -1.27130936 1.2145398 -1.16900675 -0.19010638 1.36457309 -0.92277654 -0.68234941] Distance 7.982711658169149 Each least square approximations [ 7.32729684 -1.75740159 0.02511406 -1.30036793 -1.89317136 1.30051713 -2.94957699 -1.22289334 -1.42729432 2.268712 -3.24862354 0.14847139 -0.64493857 -0.40871331 0.37986484 -1.57437973 0.3341923 -1.67596844 1.00888793 -2.1236397 ] Distance 10.248967549906313 Each least square approximations [ 7.89957402 1.9897444 -2.6096539 -1.46595748 0.99183926 -2.62837248 -2.87061258 -1.78724693 0.44005037 3.91964049 2.34956994 0.66784836 -1.1892164 -0.97390747 2.23398509 0.4430875 2.46683378 0.14213015 -1.39837305 0.6214114 ] Distance 8.730786948662091 Each least square approximations [-10.95801722 -3.91994162 0.78621606 -0.13621162 -3.32005722 1.14006262 -0.66803398 0.95948846 -0.08140066 0.51399038 -2.63757705 -0.20212643 3.33876432 -0.93056776 -2.2922581 0.80463246 -1.24674665 -0.53904591 0.36441827 -0.24387022] Distance 5.60397604669961 Each least square approximations [-7.07500528 1.598848 -1.33757697 -4.2559838 -2.08697108 -1.80594613 -0.91344129 2.44898592 0.76893837 1.05833066 0.962479 3.61055062 0.71921981 -1.71530524 -1.95823686 0.67827261 0.01970844 0.38129066 0.02834157 -2.23923791] Distance 9.635531513260155 Each least square approximations [-10.97747234 1.0302972 1.06850565 1.71133402 -0.71791944 -0.787718 2.73472712 1.52877945 -0.14585821 -0.40409628 -3.53267807 1.7046357 1.00894895 -2.15198367 -1.19002663 -1.11082224 -0.28359132 -1.80014445 0.98264011 0.4435549 ] Distance 6.592002413054112 Each least square approximations [ 9.00479582 -0.58869213 0.68801989 1.07445225 0.16127945 0.81601657 2.30310798 1.20014252 -1.89678962 1.11164459 1.22974071 1.45302435 1.48524594 -0.71676239 -0.24593138 -0.64995701 -1.29779349 -1.16545796 -0.46878475 2.20895016] Distance 9.904384455274734 Each least square approximations [ 6.63874251 3.04856315 -2.46235265 -2.53989347 2.83912281 0.05158622 -2.2665101 -2.57253187 -1.47417931 -1.41645298 2.86638481 -2.35013826 0.61948151 1.58041112 -2.05925352 2.28417576 1.3968735 -1.632499 0.10241167 -0.59523473] Distance 9.351848609591762 Each least square approximations [ 9.30126882 0.96658963 -3.77799643 -1.07612029 3.5770046 0.51254564 -1.23658431 -2.17159024 1.85412798 -1.99889478 4.11054181 1.66795431 -2.10063779 -0.81199498 1.2406752 2.15961236 -2.40885312 -1.27845407 -0.64794255 -0.7861676 ] Distance 6.273093165416904 Each least square approximations [-7.92651367 -2.11045267 -1.40616691 1.38952186 0.67066487 -3.1267453 0.52331532 -1.32443151 2.80171473 4.37463108 -0.64422702 -1.98609018 0.19296475 0.23535783 -1.38684577 -0.91187531 0.67555874 -1.06416457 -0.04230807 -0.36397811] Distance 9.435700152747794 Each least square approximations [-10.03583349 -5.52997947 -2.25559484 -3.01289551 -1.00725307 1.66911488 1.30153033 1.01973458 -0.8162052 2.99558426 1.39938572 0.59929403 -2.22816972 0.37652593 0.58516251 -1.61059073 0.105394 0.51456072 -0.88885077 -0.52498813] Distance 5.159005078116069 Each least square approximations [ 1.8746034 2.90312282 0.41529065 -0.91142344 1.07508568 2.77508421 -1.26552964 -0.36771625 -3.80543942 -2.86014014 -2.25137088 -0.7547455 0.6872733 -0.4848404 1.01654683 -0.40192522 1.5898319 -1.14351902 0.40108646 0.68163725] Distance 11.90600556259576 Each least square approximations [ 3.5741092 1.9485967 -1.36882624 -1.93063349 4.53956669 -2.17205307 0.27139398 0.56914871 2.70136163 0.5431912 3.4600573 -1.78919972 -1.98392441 3.31615329 0.24140551 -1.5199126 1.31066759 0.64161803 2.89639686 0.91433547] Distance 10.031862578823693 Each least square approximations [-6.30836373 4.2188894 -2.67108924 1.98500107 -2.03554473 -2.75132465 0.98875231 0.76278747 -0.57649661 0.66984785 1.24040737 -1.29521987 1.21445677 -1.34199437 1.2845348 -0.13018516 1.52168002 0.09920751 0.7040383 0.9682221 ] Distance 10.262284750058612 Each least square approximations [-3.66651049 -2.00154909 1.50361972 1.45623385 0.15736351 -2.10243731 -4.13088627 -0.73459038 -1.83155378 0.30942018 -2.32625527 -0.54321311 2.56535167 -1.82452033 0.7552328 0.92381799 1.10086936 -0.21161302 0.01866684 -1.22195686] Distance 11.52538619726166 Each least square approximations [-6.25858408 2.20451336 -3.3608468 -0.46914668 -1.78311156 3.99728483 -2.88820609 0.84713032 2.86141549 -2.20401559 2.90620595 0.06497175 -1.53840725 -2.07502474 1.41817659 -3.19446122 -0.22755368 -0.05295801 0.13552887 1.88531108] Distance 8.49598008364953 Each least square approximations [ 3.8877132 4.58952175 -0.09291244 -3.14803124 1.68428908 4.45614342 -0.84924029 -0.32247387 -3.20362886 -1.54162154 1.63160014 2.54875195 0.27224614 1.39191627 0.25291904 -0.09732881 1.34630883 1.92338992 0.54886383 0.67629149] Distance 10.009270760771631 Each least square approximations [ 4.79952039 -0.73975516 -0.98960156 -2.84746099 0.6046088 -0.79496149 -2.38574082 3.72554265 -1.01147297 -0.24945052 1.10089285 1.90460478 1.92439952 -3.17606832 -0.62038006 2.42072094 1.5988599 -0.71899162 -1.32778419 1.8571854 ] Distance 10.605212601394207 Each least square approximations [ 4.51768863 3.23092988 -1.9781881 -2.92380451 -0.14139434 -4.45211926 -0.65182076 -2.54481096 0.07363349 -0.59643853 0.01710344 -1.8646138 0.06564766 -0.59518041 -0.67491754 0.44136978 0.70008286 -3.37842766 1.80904983 -1.14943383] Distance 10.419105103719994 Each least square approximations [-4.15417517 1.21471617 4.19970901 -1.74076535 -2.02907906 -1.14732048 -0.19259458 -1.37636208 1.43217657 -0.87252312 0.16714072 -3.17163799 1.87859291 -1.12268664 -1.00003983 -0.76434149 2.87630069 -2.44313823 0.8150224 -0.49983598] Distance 10.897709368436185 Each least square approximations [-5.1819782 4.48560665 -6.68670972 5.07695351 0.90696965 -4.37419457 1.18856292 1.56519025 -2.23286901 2.82612182 1.1012735 -0.34969394 -0.83012037 0.401187 1.01624714 1.73138168 -0.12176973 2.80398024 -0.37624418 0.1193732 ] Distance 7.675146559336755 Each least square approximations [12.52717061 -0.37570236 -4.17313432 0.47801391 1.61867691 3.9770463 -3.41180309 -1.93816773 0.93659671 -0.28311527 -0.01719094 -0.36521392 1.07554973 0.07079725 -0.5522057 0.52218603 -0.27444214 0.25346487 0.26015498 0.40414239] Distance 3.95716972449846 Each least square approximations [11.67763153 -1.86387942 -3.04069892 -1.62717466 0.40254351 2.22667409 -3.06082114 -1.6230801 -1.74340944 0.09915923 -0.32414905 2.78830183 0.07267611 0.89310428 -0.18664583 -0.79578533 -1.41380785 0.07032859 2.09730943 1.03366954] Distance 6.219327064737949 Each least square approximations [-9.51671658 -4.96915893 -5.7105493 -0.40796271 1.65741648 2.19942895 1.02586847 -0.37557222 1.69993674 0.33077817 0.82258852 0.56516714 -2.04346448 -0.80255844 -0.10475144 1.17535517 -1.71201985 1.23679217 0.08452061 -1.46085936] Distance 7.333768824851682 Each least square approximations [-1.23713388e+01 4.96403430e+00 5.35312954e-01 -2.34729389e+00 -1.76608492e+00 -9.64595815e-01 7.31414490e-01 -3.63974392e+00 -1.13122081e+00 -6.34752902e-01 7.92762419e-01 -4.27050527e-03 7.90885186e-01 1.64687715e-01 3.29051267e-01 1.23571277e+00 6.25311006e-01 -2.13698274e-01 -5.16488847e-02 -1.64417373e-03] Distance 4.588065124699778 Each least square approximations [-9.10670898 -2.62284944 6.79518294 -0.44011087 -3.45136836 1.39243612 -2.53598567 -1.14433646 -1.09634302 -0.5333432 -0.78156449 -0.27228994 1.07151597 1.30961708 0.6784159 0.34522901 0.13161592 -0.55103151 0.58633313 -0.54552621] Distance 7.941106738967207 Each least square approximations [ 9.65269621 -2.29610674 4.45861731 -3.68302091 3.45861832 0.29804511 -3.40295182 0.46633124 0.47036378 2.98763968 -0.97452592 -1.32727232 1.47252193 0.07997752 1.09554932 1.16491313 1.110675 -1.61716289 0.48927759 0.19358542] Distance 7.1381814574639755 Each least square approximations [11.79166605 4.24049265 1.84330613 -2.39698497 2.36455781 -0.45966344 1.52664533 -1.12141529 -2.03842584 -0.89516029 0.86337829 -1.76059509 -1.97118713 0.52983382 -0.35866777 -2.16968588 -1.16942254 0.58986699 -1.17953374 -0.6865765 ] Distance 5.5197334113577785 Each least square approximations [10.69026918 -5.03907271 1.60452533 -3.74911821 -0.76872727 0.82776992 -1.54711196 0.35986056 0.94532552 0.780882 0.95398003 -0.28998438 -1.7883125 -0.4243255 -0.42876214 1.40244908 -0.68672323 1.79102739 -0.1835125 1.54005303] Distance 7.29341789198268 Each least square approximations [-12.14400861 -2.95590203 2.62258658 2.25982413 -0.21703113 -0.28245282 -1.93147641 -1.05734883 -1.01014806 0.85803287 -0.16102958 0.25198142 0.89806285 0.80934756 -0.15005458 1.94256963 -1.61411594 0.96266532 -2.07007936 0.50564152] Distance 6.249609433351413 Each least square approximations [-5.56924711 5.39915381 -7.35459888 5.26509708 1.07365761 -2.74671431 2.44245731 2.62817303 -2.69322538 -0.13206239 -0.22604348 0.75755207 -0.78736476 0.67886687 0.68624785 1.94825738 -1.12098278 1.30574281 0.10979136 0.05280432] Distance 6.109526309791295 Each least square approximations [10.14762701 0.94257453 1.38107159 -1.29974755 -0.89050897 7.21355216 -4.18816718 -1.95667933 1.5568807 0.58357027 1.41473141 1.00257236 -0.033526 0.39703176 -0.61344132 -0.50136013 -0.16032837 -0.2233628 0.41252597 0.48119437] Distance 5.329437790909933 Each least square approximations [10.17386468 -3.95640783 -3.73638985 -3.45958497 3.27959987 1.9409946 -0.64318067 -2.99278776 -0.72215807 -0.43513583 -0.02857129 0.64550431 -1.27295288 -2.47483137 0.30108458 -0.41286635 -0.93341288 -1.10715977 -0.1693229 0.59696499] Distance 6.041059075605532 Each least square approximations [-9.84796999 -4.29628481 -5.70376059 -0.43635241 2.76317203 2.08084594 0.37322261 0.39981928 -0.10263105 -1.15319235 1.95904932 1.22014832 -0.41918305 -0.44704704 0.37924034 -0.75904307 -1.130568 1.46612791 0.58215283 -1.39671067] Distance 6.571669559426189 Each least square approximations [-12.63781397 2.1031973 -0.47767384 -3.56209718 -1.36936862 4.12468545 -1.31877385 0.04442983 -0.12232619 0.15427203 0.08677353 0.67522055 0.47145343 1.11070847 -0.19224493 -0.36926679 0.58883867 1.15057653 0.31785769 -0.22190292] Distance 3.931759941463197 Each least square approximations [-1.01781155e+01 -2.66056011e+00 6.75979360e+00 -9.21924987e-01 -1.98556281e+00 1.64164075e+00 -7.42638088e-01 -2.22261904e+00 5.57471760e-02 1.16241608e+00 -1.57351679e+00 -1.09594469e+00 6.52791653e-03 4.04106278e-01 7.70026695e-01 5.37771491e-01 1.36339245e-01 -5.70515026e-01 -1.05391028e+00 7.06975485e-01] Distance 6.302145551447642 Each least square approximations [ 9.80054602 -4.30556882 4.10516047 -3.40152058 3.60500976 1.0545013 -1.09601409 1.45421686 0.45536333 2.55299468 1.79894855 -1.29024948 0.37058517 -0.40281823 1.12809661 -1.03550354 0.69571326 0.20586934 -0.2929368 0.01275449] Distance 6.46347907193691 Each least square approximations [10.44225164 3.56724016 2.93955987 -5.22319634 2.83234835 1.15066667 1.27942879 -1.48586583 -0.12518225 0.2996177 1.76450528 -0.89032231 -1.58915407 1.34597449 0.55571456 0.88888419 -0.17201102 0.98678242 0.48588776 -0.1007092 ] Distance 5.959710348389258 Each least square approximations [10.68401025 -4.28557452 -0.93418858 -4.68582246 0.31341205 -1.76829066 -0.82048373 1.38150682 -0.53229275 2.07644172 0.33101747 0.5548514 -0.40030128 -0.37077291 0.90802854 1.2580933 -0.75614272 2.55981124 -1.32889717 -0.16046194] Distance 6.269821700559035 Each least square approximations [-11.32499622 -0.63560442 3.73286474 4.44655671 0.69551605 0.157367 -1.21893483 0.14620949 -0.04189467 2.77511377 -2.28501757 0.41164508 0.99327132 0.03514275 -1.84737097 -0.36746389 -0.64413649 1.07603858 -1.17355759 1.04566469] Distance 5.571416513382381 Each least square approximations [-6.76368261 5.4125162 -5.6094325 4.96236454 -0.16332416 -1.20288934 0.66434505 1.54277702 -3.07380453 1.49237245 -0.89755551 -1.17737615 1.195443 1.99626718 0.37843037 0.38162493 0.48517241 -0.13746894 1.36390987 -1.50431544] Distance 7.225994755925915 Each least square approximations [ 1.04050413e+01 -2.99389445e+00 8.30909024e-01 -2.12509245e+00 -1.98921854e+00 3.45145207e+00 -3.34180756e+00 -1.36975300e+00 5.46860441e-01 -1.18934204e+00 -1.34386359e+00 -6.43134194e-03 -4.57155328e-01 1.33467630e+00 -3.36257980e-01 -3.09908097e-01 1.07764402e+00 -1.25395721e+00 2.08483959e-01 -3.08344367e-01] Distance 7.186931893711216 Each least square approximations [10.43987067 -1.55539108 -4.0096304 -0.71697234 2.02749284 -0.45464045 -1.07094344 -0.47350588 0.09181999 1.92211167 2.44849359 0.45551867 -1.07536921 -1.50955781 1.35827321 0.51533334 -0.41767497 0.43156776 -0.82443647 0.02796501] Distance 7.83640035586451 Each least square approximations [-9.83756084 -4.87146004 -3.89626351 -1.85722445 -0.67013094 1.92327047 0.31126266 1.85700284 0.4490417 0.26722556 2.96955526 2.08717487 -1.17897483 0.07039334 0.22096416 2.47680714 -0.45727879 1.69293704 -0.665825 -2.18997313] Distance 5.951369431456181 Each least square approximations [-10.08104989 3.44460669 0.0217501 -4.01368018 -1.64479623 0.62844953 0.70416633 -0.35472782 0.99035625 0.71909446 0.5668777 3.01336384 1.90654747 0.35125724 -0.75151533 -0.48424734 0.37996211 0.9629708 -0.20077849 -0.86642825] Distance 7.8068302038916 Each least square approximations [-10.13435487 -2.35332215 5.50422464 -0.32140989 -0.88890084 -0.23798207 -1.09048344 1.05483317 -1.3807362 -0.22479335 0.05661867 1.0022296 0.73511621 -0.3571453 0.8233744 -0.49929561 1.74140942 0.37473807 -0.71914429 0.41344278] Distance 7.834469569627741 Each least square approximations [ 9.57541864 -3.86924762 4.79236031 -2.63021833 -0.16712909 1.16497258 0.77162199 1.54523404 1.68008971 0.33140361 0.66329615 0.80898466 0.82489222 0.08980317 0.12725129 0.99882233 -0.16811432 -1.34487152 0.32042063 0.25365806] Distance 7.933818231326855 Each least square approximations [ 9.02964240e+00 4.06547034e+00 4.14743382e-01 -3.68190613e+00 3.00575363e+00 -1.18723169e+00 -3.27930509e-01 -1.27924849e+00 1.28713696e-01 -3.26172257e+00 2.76786185e+00 -2.08197163e+00 -1.28801719e+00 6.67240666e-01 4.39691485e-01 5.36613821e-01 -1.79289051e-01 -3.15029569e-03 -1.92397123e-01 -1.31184053e+00] Distance 7.783686887215147 Each least square approximations [12.30350283 -4.40101431 -1.81928218 0.13871515 2.58682836 0.17289539 -1.72122383 1.61921618 -0.82142257 -1.16795766 0.25164093 -0.4697036 -0.83067971 0.14584476 0.08883316 -1.2000023 -0.06587347 1.18966305 -1.44354503 -0.27021035] Distance 4.1415929228709505 Each least square approximations [-10.39088813 -1.95778537 0.34957571 4.06077643 -0.97036247 -1.48518359 -1.64198679 -0.88330284 2.59535314 1.40558804 -1.22790769 0.50268251 1.13164255 -0.45368419 -0.67193218 0.01696701 -0.8744199 0.71341989 -2.26278342 0.84790577] Distance 7.551769737086556 Each least square approximations [-8.38340046 5.6212636 -2.9135483 3.22884387 -0.72601475 -0.30616358 0.5153009 2.5103909 -0.59482782 -1.48551846 0.74172304 -0.7757802 -1.20384872 0.36970523 -0.84096708 0.49283425 -0.87323317 0.50956126 2.5402548 1.43305654] Distance 8.431348190393248 Each least square approximations [ 9.79129598 -0.29189639 2.12480849 -2.79751859 -2.95488725 -0.09277141 -2.39886041 -2.12935725 0.05004666 0.81141193 -1.36976981 -0.15559054 0.23105523 -0.25114402 -0.32054534 0.3322986 2.74659015 1.70238189 -0.34424556 0.94094111] Distance 8.554917847510556 Each least square approximations [10.1886881 -0.26662052 -1.27789197 -3.23141395 1.71638791 -1.74758533 -1.52287305 0.33732434 0.27314572 1.47133395 0.77606173 1.15254781 0.85266465 -1.04420893 0.92214 -1.24750237 2.42535913 -0.40428627 0.48442323 -0.50862576] Distance 8.690563151732205 Each least square approximations [-7.98340693 -4.30586192 -3.70968079 -0.46351731 -1.65166481 0.03387105 -0.43217884 -0.77277114 -0.73930697 -2.83412384 -0.622879 -0.57801914 0.8192233 -2.63400656 0.9215343 1.39393461 -3.45229823 0.73083767 -3.40162911 0.55128966] Distance 8.429288709180112 Each least square approximations [-7.78804345 1.84015853 3.72071482 -4.37293651 -2.51000617 -2.84513008 0.02351049 -1.89898808 3.36373226 -0.2738851 0.59750512 0.64822008 -2.30729766 0.93359443 -0.18256066 0.68662247 1.47115864 2.82938835 -1.49033324 -0.35031067] Distance 8.274022753988469 Each least square approximations [-9.35715991 -1.65940771 4.01229324 -0.82456778 -0.02739996 -0.2922473 0.09943991 0.34359243 1.62996169 -2.26727143 0.62163597 0.74641649 3.55847992 -0.74281118 0.41075231 1.35640573 -0.17210842 2.89662036 0.0378724 -1.47188223] Distance 8.5436036976116 Each least square approximations [13.1695457 -1.98260707 0.25409923 0.91562293 -0.54776019 -0.63720397 0.12252505 -2.19358094 -0.03569804 -0.91040407 -2.09017917 0.68967856 0.1718626 -1.05646247 0.22882141 0.53332255 0.96715303 -0.37320338 -1.27147332 -0.23156504] Distance 4.59805979220574 Each least square approximations [ 7.24378702 2.45728933 2.67755006 -1.52001451 3.16627261 0.61002011 -1.52890133 -1.80670361 1.42450896 -1.60336175 2.10039097 -1.37316086 -0.95536168 0.28298948 0.02321747 -0.17522023 1.40721332 -0.32784602 -0.3409641 -0.9070939 ] Distance 10.766150675427731 Each least square approximations [ 9.32339415 -0.60577759 0.13679543 -3.60110003 0.94697561 1.10144736 -3.36895779 1.01361739 1.00798508 -0.43615112 2.89723292 1.59748335 0.12439733 1.4260443 2.93940894 1.637972 0.25501549 -0.88469965 -0.36855791 2.08312937] Distance 8.32068373784233 Each least square approximations [-7.24763251 -2.90582153 1.87136121 2.16114702 -1.8807023 -0.04591919 0.07208542 1.49820586 0.49836446 3.52508387 -1.04530633 0.63265375 -1.90770763 0.15940663 0.44186191 2.25013163 -0.89199822 0.10217368 -1.33048001 3.44240669] Distance 10.119144933813242 Each least square approximations [-6.92180761 1.77738487 -5.06485536 1.042235 2.28181827 2.6720145 0.44409046 -1.10930776 -1.48715206 0.79296442 1.13375347 -0.43502146 -2.07707749 0.31337037 -0.98713691 1.64866359 -1.81800543 0.41687404 0.80938744 -0.18178235] Distance 9.62796452714291 Each least square approximations [ 6.55441226 0.19225277 1.43198791 -2.15301035 -0.75237458 1.9542544 -2.21383667 -0.44182541 -4.43003477 1.20745471 -2.3466973 -1.36064897 -1.02207381 -0.08654573 -0.5512775 -0.38234741 1.34753262 0.55848078 0.02329199 0.68283024] Distance 10.448226013252336 Each least square approximations [ 7.63204278e+00 1.34287709e+00 -3.69529841e+00 3.36499740e-01 3.18886097e+00 -1.91142057e+00 -2.27221314e+00 9.09636298e-03 2.55151657e+00 1.63865024e+00 -1.38250083e+00 5.70537756e-03 -8.59231130e-01 5.57575107e-01 -6.52138285e-01 -1.43320788e+00 2.75139775e+00 -2.12797177e-02 -1.20900866e+00 -3.54748449e-01] Distance 9.179855606354874 Each least square approximations [-9.06113879 3.71114504 -3.70871746 2.72044878 -2.30791835 1.2445272 0.56329769 0.10582712 -1.78576296 2.32754193 -0.88246144 1.24139116 -1.04432126 -0.61472877 -0.98937535 1.16824193 -2.62337716 0.63917184 -2.48195451 -0.71156632] Distance 6.9236530491898085 Each least square approximations [-5.33912895 2.43943833 -0.2080765 -4.53151854 -1.58620609 -1.70721638 -2.93635989 0.35637151 1.98905899 0.99365155 -1.19794771 0.26408067 2.0309192 -0.8734702 -0.97976378 2.81079302 1.03019065 1.18506209 -0.48362308 -0.89605039] Distance 10.390113981080052 Each least square approximations [-9.71875629 5.18362025 -0.13628767 -3.28485274 -1.33561892 -0.44961645 -1.49919075 -1.30983517 0.47003272 0.60108301 0.1600852 0.13620919 1.52725512 0.48676807 0.3084063 -0.74106208 2.88869822 -0.07047871 0.6663716 -3.63148581] Distance 6.079868579221813 Each least square approximations [ 7.92878649 1.54400798 0.42436622 -2.28407773 0.55939666 4.0517178 0.16961278 -0.51306013 -0.27778604 -0.56555531 0.64926891 -0.70175075 -2.03880192 0.81663458 2.18138793 1.14386563 -2.68083457 -0.11009958 2.07067257 2.07271222] Distance 9.231256974445282 Each least square approximations [ 6.61723866 2.14444294 1.11372083 -2.36821474 0.49001925 -0.27707564 -1.53604091 -1.15538274 1.67392643 -2.9539042 0.89261835 2.03593954 1.09756533 -1.37762833 -0.21669456 0.31471617 0.78682699 -0.43034316 -0.25870835 1.25398048] Distance 10.929792718260643 Each least square approximations [ 7.23645726 -1.6188673 -3.38471144 -4.15053757 1.25230478 -0.20974583 0.03854276 -0.2630357 0.64956572 0.63889126 0.93851872 -1.33004348 0.76439341 1.19975146 0.27105538 -0.68848222 -1.98917605 -4.31179568 0.29144443 0.29364855] Distance 9.313676522065276 Each least square approximations [-6.80846718 -2.53181734 1.85513698 1.89336814 -0.18885036 -1.467663 0.45416806 2.12840015 1.68148953 0.89214782 0.46572778 0.55574786 -1.78856517 2.17372449 -2.26279474 -1.1277383 2.8470921 -0.55694808 -0.85732551 -0.36623443] Distance 10.315052168871842 Each least square approximations [-8.2603067 4.51245435 -4.95768001 3.02755566 0.30248106 1.80424437 1.47453774 2.48765997 -0.83559724 -0.85465587 0.61570067 -0.29490363 -0.47828737 -0.15800658 0.2054195 0.18712878 -0.45228268 0.69818481 1.27911905 1.10866899] Distance 7.957964442732807 Each least square approximations [ 8.97585579 -0.05983866 1.90025808 -2.33580252 -1.52762429 2.72610003 -3.05913746 -0.85440104 -1.87897274 1.14989418 -1.24916373 -0.33979979 -0.53079639 0.03797982 -0.14993807 -2.0498828 1.86147387 0.91475127 0.1724579 -0.29998958] Distance 8.843823719535129 Each least square approximations [ 8.96612666 -0.60594613 -3.75184947 -1.95210631 3.63480483 -2.03046359 -1.55516589 -0.38927989 0.09327269 0.95148304 0.31147652 0.70450897 0.06023764 -1.58645089 1.16889801 -1.29147279 2.02531051 -0.32158384 -0.3747452 0.30121606] Distance 8.550578600357452 Each least square approximations [-10.01501651 -1.88838466 -4.44749106 -0.51663025 -1.75525387 0.20970249 -1.60728719 -1.34403956 -0.63669526 -1.32717376 -0.01887728 -0.39405897 2.92972024 -1.15246646 -0.15813843 1.16039998 -2.79585022 0.50217183 -0.26082532 0.50551234] Distance 7.052305549515541 Each least square approximations [-8.18691427 1.32705608 1.03427216 -5.75866472 -3.30857294 -0.76467744 -2.29320057 -0.17640173 1.6209879 -0.46233537 0.67498835 1.15266095 -0.12523999 -1.15131728 -1.19445541 0.72553006 1.34226037 1.5784937 -0.57481348 -0.91840096] Distance 8.362673683687651 Each least square approximations [-11.48690613 0.57964681 2.96824908 -0.86754863 -0.47645586 -2.63715716 0.77775157 -0.81655272 2.11965339 -1.53698183 -0.75824414 -0.40908186 0.20756489 -1.2721825 0.31693809 0.10947854 0.09060145 1.55361981 0.19342991 -0.69108157] Distance 6.367999160748643 Each least square approximations [11.22041649 -2.32535593 0.20169263 0.04340953 0.72242261 2.45429499 0.28604128 -0.33515253 -0.8864815 0.15973768 0.91838511 -0.22943754 -0.74326988 -1.03623044 1.78864205 0.47637265 0.86125534 0.23421515 0.14010861 1.95866021] Distance 7.325410640416252 Each least square approximations [ 7.96090024 2.25546198 1.73617331 -3.5649992 2.04887387 0.58905128 -0.37386689 -2.15152407 -0.28527568 -1.34881635 2.77039286 -0.09878126 0.76961383 -0.34992266 0.01542196 0.92693248 1.70724752 -1.07023815 -0.6256558 0.67386622] Distance 9.67448458990584 Each least square approximations [ 9.42185589 -0.5736002 -3.55175179 -4.00699271 1.217277 -0.40138587 -1.64201835 1.42374027 0.64004419 0.38058714 3.00504518 0.53949762 0.28187082 -0.32586027 2.63005492 0.93166756 -2.03301002 -1.31373194 0.34334331 0.47863947] Distance 7.414251678674733 Each least square approximations [-8.18560136 -1.78014143 1.54239946 2.81102341 -0.38135781 -1.24378957 -1.5981771 1.34649156 0.68753412 3.44860143 -2.20058815 -0.97884004 -1.72880274 1.40113499 -1.61795287 -0.52402266 1.07459699 -0.77377183 -2.04486043 1.35562127] Distance 9.102997592336413 Each least square approximations [-6.0186606 3.52324387 -7.73232201 4.26530069 1.39907161 -3.47437094 2.48358736 2.56459095 -1.32680612 0.83815252 0.2596041 -0.12439372 0.66212537 -0.47768133 0.76685057 0.60130045 -1.50566889 0.95277284 0.70293806 0.87027158] Distance 8.679785875787108 Each least square approximations [14.94103068 2.96557218 -0.87256341 0.42794454 0.33692534 -0.04100978 -1.39249043 0.13467147 -0.18545423 -0.14600601 0.03169765 -0.2128431 0.26372821 0.01595554 -0.53142112 0.37184188 0.06125201 0.40495815 0.30903902 -0.11437068] Distance 1.1854852428623777 Each least square approximations [11.30046736 -3.46292558 -4.74030843 -2.71807022 0.88753263 -0.37402355 -1.88609314 -0.57239493 0.55344099 0.14062721 0.09673245 2.21780927 1.15048553 0.70913479 1.76362703 -0.50028353 -0.969403 0.09542087 0.60796757 0.19162991] Distance 7.152635741511902 Each least square approximations [-9.5420927 -4.24617953 -6.32312619 0.15978238 2.26895402 1.95641602 1.57511981 0.15074433 0.43995814 -0.4584255 0.92198929 0.52772929 -0.87485613 -1.93956394 -0.41206499 -0.29146931 -2.45167535 0.62063239 0.6432178 -1.49479485] Distance 7.835385661977338 Each least square approximations [-11.4939188 5.59803175 2.78231322 -1.78313593 -4.43145657 -1.72673423 -0.50914916 -1.71146588 2.40023448 0.57481709 -0.05977343 -1.2275318 0.73002289 -1.64511513 0.80046517 0.80194697 -0.69500026 0.60023862 -2.26860573 0.76530189] Distance 4.294488897986478 Each least square approximations [-1.00244382e+01 -2.12465540e+00 6.60754378e+00 -9.23868675e-01 -2.67458022e+00 1.50037320e+00 -2.73016223e+00 -1.38780539e+00 -9.22328871e-03 -6.52611555e-01 -1.13714116e+00 -5.73278316e-01 9.43508933e-01 1.79370758e+00 6.92830091e-01 1.27061826e-01 -2.61922964e-01 5.95432759e-01 1.06903884e-01 -2.91799391e-01] Distance 7.864344386846534 Each least square approximations [10.6319157 -2.67121835 4.22184536 -4.09366179 3.07424477 0.77048824 -2.04736456 0.52611925 1.32494298 3.0947543 -1.34601245 0.32596669 -0.144508 -0.63211661 1.38473537 1.60849898 0.53883904 -1.26027529 -0.08766752 1.13039967] Distance 6.834584311057437 Each least square approximations [11.18574389 3.66383678 3.50123458 -2.57886889 4.1164707 0.20648567 0.88312649 -0.4367852 -0.96387452 -2.48806417 1.07409572 -1.41105234 -0.65477624 -1.32342484 -1.86650058 -2.35453834 -0.2103125 -0.86915615 -0.19968385 -0.66642311] Distance 6.257145426977096 Each least square approximations [10.60594651 -5.0838825 2.2807592 -5.00778425 -0.08360231 -0.37229018 -2.26481702 0.23666312 0.63837501 1.703114 2.94946395 0.02553627 -0.32773516 0.60449513 0.37978345 0.59371331 -0.346341 0.2248774 -1.2337533 1.61623525] Distance 6.789316313476498 Each least square approximations [-11.4539472 -4.14141535 3.30985625 2.55608365 -2.6364413 0.31569366 -2.8012625 0.65629567 0.04413235 2.1099039 0.54217251 -0.92064296 -1.1356987 1.89869071 0.24136431 0.3349921 -1.69820665 -0.1945611 -2.29394509 0.80365803] Distance 6.055457747895037 Each least square approximations [-6.97886369 5.42096646 -6.29151957 2.70841188 -0.41148489 -3.02564132 2.88702028 -0.40942952 -1.55320832 -1.78017315 -0.74176962 0.71354725 -1.74057339 0.17080586 0.07912551 0.92908523 -1.58832425 0.39440055 -1.30295003 0.11679637] Distance 7.513352918484073 Each least square approximations [ 8.46153615e+00 3.59256229e+00 1.38430744e+00 -1.53920587e+00 -4.54182056e-01 5.20837739e+00 -3.91576444e+00 -3.05005394e+00 9.92927802e-01 -6.87118932e-01 4.40954653e-01 -2.22936399e-01 -3.22315609e-01 1.14199941e+00 -6.63042304e-03 4.76339334e-01 -9.56443599e-01 -2.45784197e-02 1.21619124e+00 1.45439601e-01] Distance 8.23005192427897 Each least square approximations [ 8.80773535 -3.06618273 -1.51777274 -4.39527093 5.28931945 1.23425936 -1.02051239 -2.54143874 1.06737551 -0.07527472 -0.90064678 1.08818824 -0.72304916 -0.83274237 1.98458099 0.7083257 -1.43756441 -0.3195044 -0.82471865 0.7025374 ] Distance 7.517052471535314 Each least square approximations [-8.99459648 -2.5098614 -5.33299549 -1.94438999 2.81943545 0.13202782 1.57142455 0.24604116 0.02370746 -1.75731767 1.08094089 3.20982596 0.97500752 -1.48152778 -0.29015474 -2.60205909 -1.15239112 0.79118346 -0.50122005 -1.09636064] Distance 7.507171903076737 Each least square approximations [-12.45958131 -2.74418904 -1.77297454 -2.99086877 -2.06501922 1.49107296 -0.66209354 0.17691443 1.37797203 0.55337103 -0.98807759 0.34162817 0.19443902 -0.03435575 0.75730586 0.48024331 0.49665368 -1.83246375 -1.51459957 1.4734876 ] Distance 4.496330710526649 Each least square approximations [-10.0479842 -3.55320114 4.46939671 -0.45735722 -1.57850303 2.64996897 0.26454434 -2.1372956 1.54378884 2.59339942 0.30716276 0.13347976 -0.6537596 0.05500848 1.72171776 -0.49228381 0.2876576 -0.04287982 -0.21024073 1.04404272] Distance 7.228047442581853 Each least square approximations [ 9.43374929 -1.47721293 4.6429631 -1.51729802 4.73767003 1.15014877 -0.74326082 1.36946774 0.27125828 1.54319209 2.51207675 -2.1856355 0.30189714 -0.01400484 -0.18737133 -0.36073893 -0.25721834 -0.19379816 0.46255825 -0.44480702] Distance 7.661441024988766 Each least square approximations [10.44449607 0.44532913 0.68284676 -5.70852975 1.61044055 3.69992669 0.38756558 -1.27046967 1.10504498 -0.34474652 1.56102929 0.53227072 -1.29097237 0.62343206 -0.38373747 0.69854275 -1.66128386 -0.52569321 0.91480768 -0.43714597] Distance 6.56080802071003 Each least square approximations [ 9.66106959 -2.04669465 -1.49509947 -5.14948253 -1.54868097 -2.00361276 -0.69697957 0.15272254 -0.8081008 2.60909262 0.41264671 2.21453661 0.98468031 0.76866659 0.65097657 2.30258872 -0.83039594 2.46371773 0.02456298 -0.40626574] Distance 7.368845197266323 Each least square approximations [-10.79813214 3.29217977 3.70685931 4.1280159 0.28298226 0.34784699 0.55105658 1.41461784 2.49395808 3.00061627 -1.43507579 0.19995192 -0.12752678 1.48321538 -0.52631965 -0.87550592 -1.70056984 0.78603248 0.38022798 0.54533482] Distance 5.383859729196558 Each least square approximations [-5.82231601 5.34471519 -4.04296395 4.21567543 0.72048872 -3.35756695 1.30238789 2.01743796 -2.18728926 -3.23981503 0.37312205 -0.78480843 -0.93156405 0.39765806 -0.49298446 -0.95334939 -2.37209708 1.25284719 1.25706959 -1.22331833] Distance 9.097999078106719 Each least square approximations [11.22739075 -0.61312067 0.5123593 -4.13022728 -1.80504953 0.57681233 -3.20479599 1.49775306 0.5998989 1.97400482 0.14467548 -0.62706046 -1.85409031 1.24081089 -1.05176862 0.09542758 -1.79783789 1.32528779 -0.34920354 1.51678981] Distance 6.8826569561560484 Each least square approximations [10.07044306 -3.12510048 -2.67992464 -2.45762424 0.4788186 -0.24206697 -3.70648105 -1.46894416 1.72038972 -0.13916202 0.4154932 1.1936656 3.89788348 -0.38859765 0.56070605 0.32197491 3.1216107 0.60569501 -0.87200027 0.19412303] Distance 7.318995240798398 Each least square approximations [-7.76559814 -5.38879201 -3.59277813 0.25377802 1.32102208 2.26627886 0.17527396 -0.31588037 -1.3329931 -1.41557475 0.49492058 2.68090077 0.04775625 -3.1312628 0.14760431 0.4054085 -3.65752499 0.20830052 -0.58625627 -1.39485584] Distance 8.897071146360188 Each least square approximations [-9.33244418 3.41436841 1.61458055 -3.44466561 -4.69447379 -1.72851229 -1.08746309 1.4566309 3.39463121 0.77536322 -0.2801042 2.78972892 -1.59539703 1.35249349 -0.40146228 0.61618292 1.58803927 1.41736316 -0.56912466 -0.66557553] Distance 7.324469104521188 Each least square approximations [-9.34553136 -2.84587225 5.2294881 -1.02506437 -0.62496741 1.11692802 -0.02004333 0.82678641 0.6454102 0.72266245 -1.4401645 -0.50643056 1.59999109 -0.95634538 1.31318502 1.91632485 1.77319195 0.22806156 -0.5375805 -2.09544468] Distance 8.900941925893488 Each least square approximations [10.94050433 -2.25672973 3.40071201 -0.63281138 1.05218934 -0.22853657 -0.58312895 -0.24598008 1.85635523 -0.94609859 -2.76049859 -2.34633191 -2.09363247 -1.04879523 -1.65584978 0.33669987 -1.66631146 -0.0480921 -1.02476869 0.32917767] Distance 7.572751634177983 Each least square approximations [ 8.11866899 3.83787746 2.51449251 -1.28218543 5.97990225 1.60172703 -2.27911178 -1.23793006 -0.21779809 -3.42466327 1.46937749 0.23133228 -0.99676468 2.21385772 -0.52369364 -0.75447067 2.29808139 -0.1353736 -0.65112935 -0.4029953 ] Distance 8.070261746561838 Each least square approximations [10.04582002 -4.13256437 1.29977335 -3.12137356 0.60736487 0.79633948 -1.86770466 0.50018755 1.69703537 1.02222258 2.98936897 0.79094485 -1.03065748 2.72229155 0.89788965 0.86282646 0.12398715 -1.68884481 -0.60283327 2.21526403] Distance 7.71896248614859 Each least square approximations [-9.27559863 -4.16231502 0.82507328 1.97306596 -2.7382996 0.35176752 -1.29562223 0.69793985 1.74909643 3.79475575 -1.51203372 1.58036945 -1.72130356 2.40843876 0.11217274 0.69627514 -1.49677805 1.67952504 -1.11264571 1.23154169] Distance 8.267936087337944 Each least square approximations [-6.91748057 4.93058939 -2.88707131 3.58927985 1.08492396 -4.12443981 -0.15757975 -0.30766291 -2.26558561 -1.60017787 2.77796658 -2.0690246 -0.07093848 1.68721428 -0.32436121 0.26098244 -1.37426385 2.19749153 -0.56061923 -1.96478586] Distance 7.778903020081169 Each least square approximations [ 8.76793191 -1.28720944 -2.00519831 -3.94930936 -1.41601831 4.08312061 -2.92066889 0.79921172 0.65153807 2.29205053 -1.21379815 -0.28656938 -0.53175544 -0.21062717 0.1622232 1.00681575 -0.57837084 0.9947225 0.60828893 1.01252242] Distance 8.27591476338736 Each least square approximations [10.27690204 -0.8744064 0.06955455 -1.45725624 0.17314338 0.83644321 -5.01808123 -2.48762858 -1.62702249 1.38346826 0.66083768 0.92483235 1.44934352 0.18229601 1.2190279 -0.39758794 1.21192752 -0.15362502 0.45555196 -0.3731095 ] Distance 7.330137141604396 Each least square approximations [-7.2242394 -5.10485559 -3.43945685 -0.12115531 0.290238 1.51706664 0.84880733 1.26416775 0.71065962 -0.62109325 -0.87956506 2.98065693 -0.89790887 -2.15735668 0.12941785 0.56356022 -3.38091668 0.82834403 -0.5978907 -0.46045043] Distance 9.05428816690387 Each least square approximations [-9.59138308 2.3210682 -0.29348341 -3.06649899 -1.53138353 -3.01739607 0.05469878 -0.16913285 1.00443845 -0.25226576 -0.86142652 0.82649607 -1.41951128 3.11426859 0.38437779 0.75856915 0.68922917 1.16566769 2.13961904 -1.88001961] Distance 7.910385324394938 Each least square approximations [-8.80038286 -3.1308341 3.65857839 -0.69409857 -0.25698442 2.41620681 0.57846614 1.43822786 0.9540021 1.78543831 -0.53543353 0.42211396 1.81281062 0.1775809 1.26648721 1.09444746 1.19695092 -0.64862622 1.16121991 -2.1965633 ] Distance 8.813385660640863 Each least square approximations [10.2336099 0.81270669 3.21300315 -0.14140534 2.0452884 -0.31283207 -0.99621688 0.43599761 1.43296272 -1.02850909 -0.8387058 -1.6909551 0.88946206 -0.93831328 -2.15587258 0.22416239 0.66084329 -0.4504667 1.36368697 -1.29814879] Distance 8.20887573452759 Each least square approximations [ 8.70924436 3.81295013 0.12917056 -2.21556708 4.0882324 1.23584577 -1.53889395 -2.39242299 0.25920975 -1.88719265 -0.89373845 -0.49647628 0.12226761 1.78199265 -0.66854938 0.27012302 2.06837856 1.32920013 -0.58928308 -0.64225397] Distance 8.304886144002596 Each least square approximations [ 8.96837062 -2.41139364 0.35228084 -3.25946154 -0.02083776 2.44463885 -2.15183063 0.13693272 0.58609815 0.29786787 2.28304096 0.80407844 -1.68410776 0.64652052 0.38396843 1.60707721 -0.1407176 -1.36962569 -1.37607611 2.57999774] Distance 8.687140153054354 Each least square approximations [-9.63828655 -2.66309624 0.19992498 2.52554058 -0.86036946 -0.18785479 0.59805323 1.04499293 -0.22755997 2.20473264 -1.09443627 1.32992724 -0.59720677 0.33250195 -0.21534775 4.31834175 -1.66906462 2.09100034 0.4902488 -0.14590987] Distance 7.919298303199422 Each least square approximations [-6.81675025 3.01331162 -7.42566496 2.89050419 -0.16796901 -2.30755261 2.16299614 -0.64532675 -1.61014405 1.85716992 -0.12748122 -0.13811458 0.65267106 2.05921502 1.44440316 0.13438177 -1.66488838 0.77791974 -1.20776082 -0.67614734] Distance 8.665355338268599 Each least square approximations [11.1902237 1.39658253 -1.89519885 -0.96035759 1.17227005 4.58230309 -1.97394954 1.1109357 -1.86355447 -0.26641209 -0.79040057 0.19740691 0.55160238 3.01270735 0.08168788 -0.1204349 0.41702697 0.36079799 0.44016431 0.16150208] Distance 7.028465426383018 Each least square approximations [10.83780189 -1.12168198 -3.49841913 -0.61616229 2.68934967 2.10981627 -2.2657108 -1.11501946 0.36130184 0.32502726 0.81825356 0.95687888 -0.34346285 1.09893026 0.41329924 -0.68658359 -0.71369134 -1.43242207 0.83286441 0.41812827] Distance 8.130583556993106 Each least square approximations [-1.00099146e+01 -2.77387016e+00 -5.68249555e+00 -7.69670517e-01 5.73770667e-01 6.44197589e-01 1.22451085e+00 1.77453091e+00 1.89052328e+00 8.64741274e-01 1.85548848e+00 1.62423961e+00 -1.26226012e+00 -8.70215652e-02 4.13467335e-01 -1.03406990e+00 2.65708246e-01 6.78057745e-01 -5.98653134e-03 -6.93019993e-01] Distance 7.892873615719012 Each least square approximations [-1.13578523e+01 5.42963678e+00 -1.30080729e+00 -1.42977551e+00 1.02084319e-02 -1.42731699e+00 -2.66836693e+00 5.17678522e-02 7.66937298e-01 7.46090157e-01 -2.61613168e-01 -1.43767629e-01 1.81581227e+00 3.75455347e-01 1.35893365e+00 1.55786629e+00 5.35913770e-01 1.67528392e-01 -9.21228074e-01 -3.21604533e-01] Distance 6.413202347301364 Each least square approximations [-10.16820679 -2.02327307 4.29790178 -1.00640211 -2.17149426 1.29003661 -2.4969437 -0.56283669 0.53381339 1.08852979 0.13983636 1.34423593 -0.62639673 1.27099499 0.93654526 -1.26780369 1.60354107 0.09362075 0.90984256 0.06750426] Distance 8.46271382051186 Each least square approximations [ 8.75961529e+00 -1.39043190e+00 4.87234967e+00 -3.25480341e+00 3.50140628e+00 2.53404778e+00 -3.39973740e+00 -7.64764973e-03 2.88917257e-01 1.33486624e+00 3.77813463e-01 -9.42095173e-01 -5.62422697e-01 8.77669629e-01 6.12442428e-03 -5.69641542e-03 1.58566495e+00 -2.42628484e+00 2.11330759e+00 1.41575195e+00] Distance 7.786490928929835 Each least square approximations [12.11480211 5.3496236 -0.1588048 -1.47889395 2.96864996 -2.22989266 0.33789363 -0.19871695 -1.79976494 -1.97279049 -0.20729262 0.38677219 1.17228762 -2.0813967 -0.1881944 -0.13592659 -0.28708688 -0.32030234 0.41808678 0.82557324] Distance 4.130013755985805 Each least square approximations [11.13916944 -4.37295127 -0.01953926 -3.49238238 -0.70818387 0.57206626 -0.28967336 -1.77728152 0.03487764 2.91254281 0.16298427 -0.05360668 -0.70096853 -2.67005754 0.26324059 1.04859146 0.43876035 -1.19860232 -0.37801015 0.89045628] Distance 6.586374175328716 Each least square approximations [-12.35031712 -3.95425613 1.57569079 2.48901717 -2.44780536 -0.50799306 -0.87304803 -0.17486707 0.80237161 -0.45569969 -1.26761331 -1.3645526 -0.28487928 0.63907709 0.16201586 -0.35793741 1.38257057 0.36261371 0.43540991 -0.471873 ] Distance 5.6048209899417625 Each least square approximations [-3.15210831 1.94345349 -2.70154366 1.71986453 -2.90196136 -5.07249324 3.94370639 -0.54110696 -3.22290622 0.36387794 1.8828265 2.00466312 -2.27677307 0.11882716 -0.49978601 1.26958029 -1.61283252 2.11491409 1.07527968 2.51403468] Distance 10.132131618490284 Each least square approximations [ 6.53755149 2.61876833 -0.56329988 -0.92822336 0.81839051 3.0602133 -0.34216203 -0.10055959 2.89910954 -1.06865259 2.57476818 0.06501763 0.88884423 1.16605544 -0.32042687 0.56518749 -0.2980919 1.84454135 -0.29284983 0.25374423] Distance 11.532030637526395 Each least square approximations [ 5.88046496 -3.23410998 2.72724655 -4.07681923 2.6663933 3.89000009 -2.63488993 -0.88045346 2.23226301 -0.86944662 -0.70881174 -0.43234284 1.10555947 -0.37895838 2.12191441 1.35445998 -2.65046561 0.33273113 1.78942851 -1.59691892] Distance 9.499649594304843 Each least square approximations [-2.959558 -3.1902905 -5.53220899 -3.29958148 3.94287012 0.63924597 1.97455407 0.274054 -1.66421521 -1.5134705 -1.29787754 0.94706514 -0.51395384 -2.51123086 2.24047822 -2.46452504 -0.16254016 1.78623115 -0.66538231 0.83240691] Distance 10.310335309933798 Each least square approximations [-9.95636082 -1.83794835 3.33096015 5.56736625 -1.58876214 0.39996968 0.9375393 -0.59325229 -0.72515839 -0.35762152 -0.16923434 -1.62186088 -0.79096894 2.38807113 1.2825084 -1.52284505 -0.52224556 1.78642497 -1.66254734 -0.60319569] Distance 6.899957898055938 Each least square approximations [-4.23381786 -5.87626419 2.79674602 1.83223535 -2.53966647 4.667386 -0.16752487 -2.87217746 2.94237318 -0.12825679 1.39352136 -0.87696112 0.14514891 1.47474501 0.36073718 1.35192224 0.26684562 -0.28854048 -1.24752941 -1.65791646] Distance 9.806888276074952 Each least square approximations [ 5.68249732 0.05842976 5.4629848 -1.56772559 1.9745356 -1.19620924 -5.27062599 -0.7897415 -0.56711247 1.33924867 -0.16197229 -0.91724423 0.44996719 0.77874519 1.82972506 -1.76423968 0.53951272 -1.28554614 -0.71973622 -2.64898656] Distance 9.912601976044895 Each least square approximations [ 7.53176 -2.29052139 0.79697421 -2.58870862 4.36673789 1.3173935 -1.2329017 2.45555312 -0.92211676 0.60924705 -1.28501181 -0.25809738 -1.47611009 -0.09510716 2.83546703 -2.96498631 -0.08120402 0.90638086 -0.33439594 0.42455948] Distance 9.776349707686892 Each least square approximations [ 5.12440642 -1.40195867 2.6554613 -4.9775136 -4.65454787 0.53993388 -2.67981622 0.36443091 -0.19070553 0.94128981 1.60333174 1.77261325 2.15258821 1.18631255 -1.03221943 1.26277922 2.24927789 3.0992301 -1.62391353 -0.18529626] Distance 9.712095529659468 Each least square approximations [-7.26024891 3.11595422 4.04775141 0.28871468 -5.80898954 -0.47371643 -0.22353323 3.47301628 -2.19565406 -1.2826823 -0.41814712 -0.04493617 1.47689298 -1.57511042 1.31705716 1.57868399 -2.79601403 1.1272821 0.13175923 1.46252669] Distance 8.035806868832934 Each least square approximations [-4.76016672 2.44644686 -1.96445634 1.93034904 -2.76251232 -4.09554483 3.57454058 -1.32725548 -3.03412779 -0.45974827 1.62594541 0.74207235 -1.42776279 -0.89571308 -0.46001268 1.22404824 0.16852791 1.10948619 0.81017709 1.92744895] Distance 10.718646159434403 Each least square approximations [ 5.58520568 1.93492163 -0.17314758 -0.18475604 -0.94044216 2.94158714 -1.37287564 -2.05160977 2.35402165 -0.79690873 1.31881547 0.48014663 1.10042297 0.85537408 -0.26157145 0.67521368 -0.3203886 1.89715229 0.42702205 -0.45718167] Distance 12.145610838767436 Each least square approximations [ 5.46694563 -2.29705615 2.92040542 -3.70762858 4.51808936 1.90696516 -2.5223515 -0.86658191 0.48328517 0.941142 -0.1894231 0.65758476 0.83879537 0.23241853 2.72171258 0.93716184 -2.34948306 -1.09308777 1.59842927 -1.92182236] Distance 10.032921106619485 Each least square approximations [-3.18481776 -3.49293361 -5.44386069 -3.36278373 2.82194375 -0.28178079 2.12134837 -0.13783151 -0.35352037 -1.79608419 -2.08148297 1.25112272 0.80973859 -1.38696482 1.18393326 -0.8926483 0.45803754 2.28451698 -0.41461145 0.05701211] Distance 10.834021643709834 Each least square approximations [-9.68464881 -4.17564436 2.30907842 2.95166025 -0.96315338 -0.34350156 2.30602838 -0.53256932 -2.2185206 -0.39663693 0.59897014 -1.22226571 1.43314088 2.45745955 1.85540009 -1.19198352 -1.31204429 2.2864697 -1.91926666 -1.09813684] Distance 7.014940978291376 Each least square approximations [-5.04747839 -5.25014807 3.04367202 1.96658892 -2.05078876 3.83738008 0.61117165 -0.78909292 2.91497883 0.67345719 2.12943157 0.95536293 -0.02369488 1.3235014 -0.5259414 0.247961 1.16338061 -0.27859432 -1.12609131 -1.22883186] Distance 10.298487295463467 Each least square approximations [ 6.36522696 0.47756646 4.63015985 -1.04052559 1.37460956 -1.59557337 -3.58398764 -0.03502047 -1.06674282 1.27614724 1.21140035 -0.33607504 2.00710199 1.23282352 0.02920046 -0.48353885 1.6280938 -1.62278977 0.37706499 -2.29638399] Distance 10.55839225984373 Each least square approximations [ 7.06725937 -3.21811729 -0.69823321 -4.77537119 3.00549959 1.65708372 -2.1666671 0.34166604 -2.04388388 0.80946648 -1.41696062 -0.93044813 -2.4357194 -0.54833287 2.41724621 -1.64573224 -0.62072731 0.30197054 0.33721864 -0.16594487] Distance 9.463771416330006 Each least square approximations [ 5.45154071 -1.03636033 0.71730214 -3.45067698 -3.82690155 0.81648618 -3.28353691 1.04781297 -0.11535316 0.62289582 -0.02406073 3.02966827 1.59339759 1.46146434 0.36725108 1.51843111 0.43721968 3.83712463 -1.16625869 -1.07310877] Distance 10.408037020496103 Each least square approximations [-6.90954725 4.50756715 3.52306699 2.04362283 -4.01323827 -2.56082013 0.19935132 3.02017165 -0.62887266 -1.31027278 -0.82467891 -0.29568717 0.32394439 -2.05514599 1.66422027 2.56064899 -2.32376486 1.39003746 0.40537034 1.4268488 ] Distance 8.385427475745912 Each least square approximations [-3.68131828 4.18894078 -2.30495546 3.85264662 2.11938201 -3.61189846 0.76026747 -0.39329865 -2.00717453 1.75372818 2.28396799 0.12170607 -1.8783061 0.63790679 -0.38356333 0.71273053 -2.19836493 2.20056955 -0.60405423 1.4623987 ] Distance 10.479198356288 Each least square approximations [ 6.76333503e+00 -1.80491302e-01 -6.17039585e-01 -1.58637052e+00 1.77084724e+00 2.90113183e+00 -1.52047588e+00 8.14892500e-01 2.64080628e+00 1.15437487e+00 1.30791414e-01 9.31205347e-03 -5.58315559e-02 1.73808368e+00 9.71134936e-02 1.23907970e+00 -6.94572978e-01 -4.58363837e-01 -4.39959723e-03 -1.42224937e+00] Distance 11.385723246469144 Each least square approximations [ 9.64428979 -4.73827841 2.75586536 1.888653 -0.21709616 4.063482 0.54755562 -0.43368327 -1.4822061 0.05176227 -0.30152557 0.17630188 -1.43586217 0.03109616 2.42231632 1.16654881 0.92300553 2.01178223 -2.08981172 0.77733441] Distance 6.5793304813160844 Each least square approximations [-4.86845618 -2.24753089 -5.08622587 -3.2496079 -1.85707235 1.84212414 0.06711992 1.22019747 -0.50475671 -1.66231637 0.61971974 -0.40442368 -2.63840308 -2.63574333 1.11983718 -1.35055041 -0.67525589 2.17494382 -0.95073997 -0.2564538 ] Distance 10.402737110441358 Each least square approximations [-8.1130504 0.34578003 3.34210643 -1.67852929 0.86305796 -0.89315823 -0.44067104 -0.43293944 1.08455701 -1.55681033 -0.63684783 1.94099484 -2.18365941 1.11001416 2.25417095 -0.27407636 1.88652841 0.99033846 2.39473243 2.17430687] Distance 9.62595075583667 Each least square approximations [-5.03385364 -0.79180159 4.94367091 0.94753819 0.1588528 1.34170479 -0.24281978 -3.74795986 2.12890249 0.44491566 1.75894054 0.33993578 2.3821964 -0.78437913 1.80606069 1.10088087 -0.44166566 0.85163336 1.00052723 0.73676845] Distance 10.956266109153658 Each least square approximations [ 7.17848179 0.58596561 3.61084238 -0.67770185 -1.12887977 1.6151381 -2.71106823 0.03669372 0.49427908 -0.87082474 -0.6461538 -2.13491941 0.96116157 -1.74280439 3.24833006 -1.14035079 0.84948997 0.38656496 -2.88295032 -0.49477364] Distance 10.03091037194839 Each least square approximations [ 5.58102087 4.16797229 0.47868845 -1.34507972 2.98725724 2.09412113 1.78139466 -1.13671372 1.47942605 -2.72103002 1.84110951 -0.83400001 -1.51780319 0.11567378 1.09419413 -1.10069623 -0.73660925 0.9384671 -0.86624047 -0.55813344] Distance 10.918867649035096 Each least square approximations [ 6.10428514 -1.81412301 -0.93967817 -4.05597886 -0.99107832 2.64870932 -2.4448958 0.61561351 -1.59610285 0.50417332 1.08052766 0.79718891 -0.15574322 -0.03963164 -2.31920108 0.11373329 0.35340201 -0.58254862 -1.26744586 1.77463645] Distance 10.998157893496895 Each least square approximations [-6.15657697 -0.74399383 1.07252016 4.09851902 -2.67195552 1.48461799 1.14972284 1.3418142 0.259317 0.19205721 -0.58282285 1.34505024 1.44101296 0.68549842 -1.59167316 1.64804251 -2.48272794 0.0132613 -1.16766161 0.90322766] Distance 11.00819213640529 Each least square approximations [-8.05419369 0.76557538 -4.08309766 0.99863282 -0.78960348 3.34790166 0.81286239 -0.19546618 -1.28249301 0.88024429 2.22755947 -1.67294657 1.63438383 -1.49740588 0.46376625 2.13392504 -0.59910984 0.23273895 -0.93295456 1.77290264] Distance 8.945158859077276 Each least square approximations [ 5.43316996 0.7285189 0.54844061 -0.63559121 -1.22200564 2.4580904 -1.51420664 -1.40885791 -3.66214549 0.22852918 -2.20763562 -1.29704396 -0.93454455 0.0436633 0.1211792 -1.3405249 1.42295937 0.50290161 0.01164271 -1.06377225] Distance 11.45762015252248 Each least square approximations [ 5.86158289 1.44198149 -2.52421185 -0.81126436 4.07398487 -1.80971526 -2.73655114 -1.26430413 1.79736496 2.31478154 1.53884487 -1.20565765 -0.68022395 0.62318827 0.77050659 -1.93247026 0.32559576 -0.74230875 0.02811886 -1.21767508] Distance 10.38287371626056 Each least square approximations [-8.79690368 0.21553469 -2.80759724 -0.8088012 -2.85180439 -1.8753751 -1.27402306 -0.56890668 -1.55755954 2.81600434 -0.75390985 -0.32818372 3.02984059 -0.2911936 -2.3288409 0.04756452 -1.4522819 -0.88295715 1.23961464 0.22221148] Distance 8.378455465332316 Each least square approximations [-6.19460352 -0.37608327 -0.50133617 -2.28001713 -1.13150416 -1.39265353 -2.00411527 -0.11205256 -0.1943911 1.94260489 0.32258032 1.08143551 3.14360547 -1.42610602 -1.43311145 1.89024096 -0.73321951 0.56947916 0.40096809 -1.57905099] Distance 11.072662954779428 Each least square approximations [-11.39568736 1.85756159 -3.18554759 0.84086963 -1.28935626 -3.12846484 -0.85883505 0.37775857 3.26606227 -0.54546756 0.57390358 0.5996606 -0.89106934 0.36068297 -0.3105395 0.28480905 -0.26587577 -2.59378671 0.77657642 0.60265146] Distance 4.789994545950716 Each least square approximations [ 7.67953608 1.059837 -0.84484791 -1.14869497 0.54167237 3.23595592 -0.40588857 0.34791241 -1.39174752 -0.19793836 2.95422741 1.14144514 0.35511896 1.29926467 1.52862129 0.22864456 1.07470704 -1.23974536 1.09320624 3.14530854] Distance 9.838138562068295 Each least square approximations [ 6.83550058 -0.33859855 -1.44819475 -4.64683152 -0.79696046 -0.37548516 -1.41271376 0.29784719 -2.36049725 -1.57113244 0.90705109 1.08801925 1.47676702 -0.9229966 -0.13120774 0.71371359 1.07556934 -0.34585695 1.47543893 0.7959928 ] Distance 10.43446866185525 Each least square approximations [ 7.17183079 1.44009431 -5.87068647 -2.33923054 -0.86157945 -1.77709301 -1.36414024 -1.05795783 1.08503825 -0.10333799 3.12783115 -0.19441592 0.09336528 0.11050914 1.67065601 0.28568685 -1.51567976 -0.80577376 0.94852282 -0.83755633] Distance 9.010218634658136 Each least square approximations [-7.12358826 1.38154176 1.75483422 0.71901648 -0.2210633 -3.23100635 -0.9037064 0.01867446 0.79256519 0.59193706 -0.71980849 -1.52279648 -1.97116075 2.33241081 -2.21761617 -0.32024981 3.07670817 -0.52036855 0.69899976 -0.81132715] Distance 10.166602876545666 Each least square approximations [-5.45347584 3.55596372 -2.49571742 -0.05343464 -1.53145508 -2.88580668 3.69632905 0.29479925 -3.14597346 0.32665628 -0.01093311 1.38085031 -1.95492583 -2.21264816 -0.81231884 1.67652834 0.37363369 0.32744335 -0.75966368 2.81838581] Distance 10.508676770612091 Each least square approximations [ 4.92595778e+00 2.64938150e+00 2.61271661e-01 -6.46850494e-01 7.51682840e-04 3.33865700e+00 -2.19151973e+00 -2.89833482e+00 2.25245806e+00 -1.06843423e+00 1.51613212e+00 4.45484029e-01 2.05750250e-01 9.50734770e-01 4.61074248e-03 3.00204792e-02 -6.90838991e-01 3.82801323e-01 -2.78601200e-01 -2.99779455e-01] Distance 12.237922163210841 Each least square approximations [ 5.48641981 -2.09369225 1.5746503 -4.45675188 4.97870694 3.15295776 -0.55282956 0.00568379 0.49280946 0.37208251 0.89008911 0.94217944 -0.27107056 -0.10575772 3.26005056 1.3213803 -1.83257492 -0.3009005 0.92844898 -1.07632587] Distance 10.221937078633074 Each least square approximations [-5.62325133 -1.17824504 -3.71170281 -3.97202442 3.08254947 -1.44065116 1.93745213 -0.51595902 0.07732476 -2.070084 -1.41875785 2.31444516 1.91465571 -2.37198473 1.92857879 -1.37925691 0.74697528 1.55550544 -0.30629628 -0.78460346] Distance 10.388258550149963 Each least square approximations [-10.64841156 -7.80656829 2.3741358 2.26801081 0.33377359 1.19903544 1.22927026 -0.51571239 -0.35127762 1.63537202 0.49219332 -0.5081795 1.80048859 0.27124507 -1.27300253 0.17835555 0.05286354 0.0392918 0.09829645 -0.45846312] Distance 4.4056971105546765 Each least square approximations [-6.49810785 -3.79192925 2.11056351 1.6922603 -0.79982014 4.63209902 0.58523392 -1.71714827 2.39417088 -1.17939759 2.79263611 1.36264348 -0.94307788 -0.02793801 -0.39841511 -0.34165923 -1.56788247 -1.28470481 -0.44511524 0.39475167] Distance 10.228471352571848 Each least square approximations [ 6.35897791 0.22761747 4.82704277 -0.89040147 0.91849317 0.62525046 -2.45182275 1.23165697 -1.60386076 1.8051016 2.42810041 -0.44627942 2.6297053 0.79357216 0.48721975 -1.9773304 0.77151001 -0.88598041 -0.98902161 -0.84195048] Distance 10.78463699965636 Each least square approximations [ 7.13878065 -2.71883667 -0.77065704 -5.05796065 0.63465141 4.60058928 -1.42727157 0.84517806 -2.42179667 0.62249199 2.3174228 1.40975724 -3.2808983 -1.04415965 0.66452557 0.09556998 -0.97648194 -0.85145204 0.77447608 -1.74514225] Distance 8.731995942736013 Each least square approximations [ 6.42948154 1.32870202 -1.87165445 -2.99652436 -5.07743922 -1.87144726 -2.52401975 1.27297303 -1.18223443 0.96544795 0.31773757 1.27594779 0.44732794 1.67583929 -0.23284273 1.69660846 -0.75068912 3.91080654 -1.68107914 -0.15137208] Distance 9.735062582763359 Each least square approximations [-7.04194453 6.93027611 4.60818482 1.62875251 -3.18293971 -0.51075981 1.50695196 0.63270406 2.05467187 -0.19087054 -2.30394654 -1.22598332 -0.80994971 -1.07113827 -0.98006743 2.0169782 -2.48806713 -0.11649837 0.97929581 0.56751846] Distance 7.508824111961452 Each least square approximations [-3.6373363 3.38734951 -5.08807603 2.23587877 -0.17789929 -4.24737577 2.18954541 1.30019159 -2.03376808 1.94955075 -0.9202212 1.91092395 -1.92277285 0.41584816 -0.10630658 1.77427592 -1.45972586 1.63085139 -1.41499137 -0.6840897 ] Distance 10.38664268966252 Each least square approximations [ 8.21658301e+00 1.60666393e+00 -1.06266172e+00 -2.56329999e+00 1.39560506e+00 3.05479532e+00 -1.53108369e+00 -9.00902136e-01 1.42084079e+00 1.13843223e+00 1.96196020e+00 -6.33186819e-01 3.61062020e-03 1.31563427e+00 -4.54509368e-01 8.40941619e-01 -2.50638512e-01 4.70934489e-01 -7.29031320e-01 4.44122563e-01] Distance 10.550094810146728 Each least square approximations [ 8.02785621 -1.52651856 -1.65621218 -3.05088347 0.96173917 3.9350731 -2.74551834 -2.10322505 1.85901193 -1.8715275 -0.70806073 0.40228113 0.54355893 -1.17345419 0.90652877 1.12911251 -0.79036946 -1.7480539 0.02779683 2.48733319] Distance 9.28970141779676 Each least square approximations [-7.37453163 -1.51938726 -2.71864641 -2.22819055 4.22059221 0.23419206 1.12948038 -0.19929581 0.46993692 -3.44728766 1.2542608 2.30021495 -0.51785372 -1.69021062 -0.24815774 -0.8896645 -0.69532245 1.26869566 -1.03041785 -1.59581914] Distance 9.89323419325027 Each least square approximations [-10.47214815 0.75043899 -0.54100272 3.41544218 -3.34530657 0.59352581 -1.98643372 -1.50658124 1.36881013 1.65718834 0.75784079 0.97864234 -1.81241562 2.0161154 -2.18390169 1.33159441 -0.75063597 0.41922856 1.84740277 0.89401403] Distance 7.057953415470266 Each least square approximations [-6.28064175 -3.73986902 3.40324588 0.48107732 -3.4034725 3.99062709 -0.99202789 -1.55850011 0.6182158 -0.49653903 -1.65558916 -1.00748415 0.14273248 0.69784607 2.22106224 0.40996162 -2.02432479 -0.07013729 0.03386297 -0.58654502] Distance 10.205222646150844 Each least square approximations [ 6.46695039 -1.89851369 5.86252085 -1.95022633 2.72443209 1.32016811 -3.13436071 -1.35222088 -0.87727312 1.82946962 -1.42565824 -0.47845877 -1.13606525 0.43380057 -0.77435897 -1.14304763 -0.82204711 -0.59525888 -1.5627203 0.06898319] Distance 9.853924969788993 Each least square approximations [ 9.22491554 1.63311137 1.13527376 1.35725504 3.5106114 5.09589944 0.44681253 1.08601828 -0.89388449 -0.84133474 0.57845924 1.00317983 -2.63189368 0.7684768 1.68537852 -0.38866501 0.40074301 1.78524237 1.23748465 0.03647769] Distance 8.120974593018936 Each least square approximations [ 8.58549807 0.09371214 2.97674749 -4.15759404 -3.7062682 0.4097774 -1.89626056 -0.80527629 0.46478335 2.70574716 2.02998177 -2.21469494 -1.99737603 1.161305 0.98267974 0.11658093 1.56992539 1.83182656 -2.48276998 -0.68562613] Distance 7.836246960084914 Each least square approximations [-9.62251515 1.00527842 1.55503674 -2.10778519 -2.508173 3.67478869 -1.86837828 0.8802749 1.60834516 2.95616332 -2.378271 1.80410002 0.16757308 -0.59761408 -1.36744878 1.92776641 0.01690592 -0.04926058 -0.98035493 -0.05250851] Distance 7.940818731365934 Each least square approximations [-5.21411074 3.10649231 -4.29119315 3.90202146 0.47134085 -3.89646911 1.32385314 1.90343975 -1.71546966 1.92274366 -0.84437683 1.56655514 0.1114105 0.84541496 1.81352106 -0.22887897 -3.44513528 2.48779198 -1.72843012 -1.77720015] Distance 9.487850557132125 Each least square approximations [ 9.74540156 0.78991288 -2.62001746 -1.12094452 -0.36426785 3.98999047 -1.74755344 -0.23628423 0.33707253 2.20920135 1.780548 0.47886261 0.20285951 0.18055305 0.27612948 -0.56404553 0.20938947 -0.36598667 0.69010911 0.0440266 ] Distance 9.325121408822998 Each least square approximations [ 9.43418258e+00 -9.06196978e-01 -1.59374894e+00 -2.04611097e+00 1.56695142e+00 2.21076670e+00 -3.57587715e+00 -1.71205972e+00 1.75448015e-02 -1.17917740e-02 9.33852302e-02 5.68301596e-01 6.69495366e-01 -2.76518242e-01 -7.03863135e-02 -4.52037693e-01 -5.85084665e-01 -3.51204042e+00 -1.65895529e-04 2.44579815e+00] Distance 8.945328872667611 Each least square approximations [-8.45529864 -3.68790087 -3.32406173 0.50217376 1.3726521 -0.40102176 2.07448575 0.54644039 2.62839826 0.9044139 0.37174978 1.97954842 -0.29039523 -2.69833915 -0.52786814 -0.49508808 -1.64438079 0.34477038 -0.1158089 -0.07042208] Distance 9.685104162580803 Each least square approximations [-1.07750647e+01 3.98077857e+00 -2.38106947e+00 4.87758589e-01 -1.67248694e-01 -1.37718153e+00 -3.24550712e+00 -1.13654310e-03 1.85937713e+00 1.98645098e+00 1.43996520e+00 8.27852645e-01 2.64243534e-01 2.76490323e-01 8.33907713e-01 1.08861574e+00 1.56483956e+00 3.51557193e-01 -3.85829933e-01 4.72404012e-01] Distance 7.342276490554361 Each least square approximations [-7.99026157 -1.67270946 5.31538085 0.60550339 -2.9197656 3.41727763 -2.89078159 0.84928964 -0.53919887 0.96783806 -2.21543144 0.90229539 -0.5367298 -0.49015768 -0.79859714 1.29955628 -0.67076302 -2.69570273 -0.05435757 -0.75220264] Distance 8.759174850009053 Each least square approximations [ 7.37870882 -2.69579224 3.37326717 -2.60803027 4.05993128 0.45749329 -3.40735687 -0.50965162 -0.53185359 2.93862663 -1.42098325 -1.29128329 1.14555542 0.33339168 -0.71202828 -0.98742537 0.796239 -1.1534923 0.0897908 0.08316663] Distance 9.664918638660588 Each least square approximations [11.15860538 4.70220115 -1.29181852 1.13864638 3.6901767 1.86138954 0.27662812 0.65055417 -1.28908627 1.74256245 -0.84236988 0.40572272 -0.3494709 1.53110367 -2.69549641 0.90784003 0.20248458 0.40558802 2.20242543 -0.3574577 ] Distance 5.556174144788795 Each least square approximations [ 9.85651086 -2.38840831 2.50055889 -1.8279833 -1.090429 0.12760809 1.69704277 -1.98144037 2.47694265 3.60080882 3.15386875 0.25486248 -1.32300816 -0.71719345 -0.37110259 4.52528446 -1.44250948 -0.16478418 -0.90508081 0.32627644] Distance 6.6232934129011385 Each least square approximations [-11.36836576 -4.69542692 2.01313891 -2.01710095 0.35851069 -0.62092972 2.67380083 -1.40956817 -1.35512526 1.97946255 -1.32775443 -1.74832165 -0.32914291 0.10627141 -1.59990938 0.43605186 0.24411936 0.82977781 0.71087104 0.16372884] Distance 5.964381907062811 Each least square approximations [-3.82999018 2.40224845 -4.59363856 3.69970875 1.02032414 -3.92231023 1.7732735 1.31145245 -1.49991855 0.8016398 1.38725175 -0.17839351 0.68531811 0.70829899 -1.02628828 -0.34990749 -3.60645989 0.68817266 -0.20668157 0.89106948] Distance 10.452022706171258 Each least square approximations [ 8.34175423 0.56778964 -0.86121759 -1.55612563 1.28689521 2.60620548 -2.51614737 0.5744971 1.91280912 0.86042534 0.91175175 -0.43062187 -0.92488748 2.23953154 -0.47505117 1.52556576 -0.93700911 -0.45749971 0.04893662 -2.73964401] Distance 9.8214678063314 Each least square approximations [10.45763348 -6.80498782 0.29052714 1.83256164 -1.20291854 1.30500965 0.31695565 1.1576513 1.25517291 -0.28996731 0.78111079 -2.16233194 -0.98390011 1.40730894 1.73332886 -0.4971896 -1.19837922 0.59557969 -0.30283647 1.76381611] Distance 5.023331454678357 Each least square approximations [-4.98305664 -2.99924393 -6.2619187 -2.16185027 -0.19303105 0.70446987 0.52198362 3.12212192 -0.89608964 -1.06404422 2.61278413 -0.88571115 -2.69802828 -2.98420928 -0.71466354 -0.31042266 -1.97201444 1.20159481 -1.01857484 -0.94497909] Distance 9.230911447411904 Each least square approximations [-8.20890936e+00 2.52074548e+00 4.34677793e+00 -1.89045325e+00 4.94863687e-03 -2.62959843e-02 -4.93669285e-02 -1.45663052e+00 1.51615566e+00 1.49967951e+00 -4.63429070e-01 2.03679702e+00 -1.05693374e+00 -5.07735425e-02 2.91315759e+00 -7.87513648e-01 2.14987420e+00 1.72985842e-01 1.15119870e+00 7.57144618e-01] Distance 9.113447387626945 Each least square approximations [-6.16002714 -1.86631925 5.23653474 0.55853859 -0.60498563 1.08777604 -2.60912352 -2.75611185 2.04011178 0.52562435 1.11783344 1.61561122 0.72656556 -0.07521351 1.19276545 0.4439104 0.09211019 -0.31001078 -0.24812118 -0.03002576] Distance 10.55190015789555 Each least square approximations [ 7.48356807 -0.84490436 4.25210653 -2.09577189 0.08736903 2.12888689 -0.93061807 0.92203275 1.09000711 -1.57730227 -0.54213417 -1.60876452 0.92729255 -2.27294382 2.50830617 -1.05741227 1.89773982 0.69430826 -2.80403276 -0.60504757] Distance 9.451135259082761 Each least square approximations [ 5.72934961 4.47660126 1.18014184 -2.91970909 4.97773624 1.06095573 2.47962204 1.97733194 1.90061124 -3.54933109 1.16164393 -0.19918772 -1.45381273 -0.28277312 -0.46269244 -1.50195564 -1.28195535 1.23430593 0.04066425 -1.05255071] Distance 9.043922990296315 Each least square approximations [ 7.37484992 -2.53973632 -0.06659602 -3.5190115 -0.05780012 0.36753323 -2.14505124 1.58903388 -1.44990866 1.37454584 2.30054059 -0.07918666 -0.69833259 0.29700956 -2.87666825 -0.90899067 -0.0312427 0.61122806 -0.81656212 1.45085028] Distance 10.221107168954713 Each least square approximations [-6.49943455 -2.43184 3.31109073 4.13481529 -3.1116233 1.3494231 -0.53597335 0.05740066 0.90759059 -0.50038553 -0.56877093 -0.27615063 0.39052717 1.85055574 -0.26496325 0.94715069 -1.69862997 0.65467027 -2.33499579 0.40010023] Distance 10.204001788060417 Each least square approximations [-8.70896998 -1.0192583 2.14057633 3.73993965 0.21742598 1.91224902 4.44632453 0.84536373 -0.86763648 -3.62350715 -0.67294821 -1.2188992 1.24742351 2.74978922 -2.63438024 -0.65331083 -0.99077948 0.87378722 -2.47413432 1.5182896 ] Distance 6.37662157088665 Each least square approximations [ 3.72319787 -0.04930417 2.44757993 -0.5350436 -2.18035044 0.9628504 -3.09090929 -1.07684322 0.22813455 -0.32304785 -2.20096215 -0.01165329 -1.20489235 0.2562764 1.28281237 -0.86164225 0.69852195 3.07982673 2.27264786 -1.81998346] Distance 11.785090574401273 Each least square approximations [ 4.49961775 -2.58811913 1.25301943 0.86853437 4.33252349 -4.87129172 0.38192019 -1.4656189 1.39869439 1.03808345 2.66188181 2.19946067 0.72384199 -0.02588532 0.02677042 -0.67054648 1.96125336 -2.78091787 2.44328701 -0.27557358] Distance 9.75498653613149 Each least square approximations [-3.22661736 -1.16389663 -2.59407261 -0.15630917 -3.15274047 -0.07515677 3.96540003 -0.21775152 1.22116636 -2.16470533 0.28555904 0.409625 3.50058649 -0.65335343 1.05134445 -1.41631482 -4.44252257 2.51293695 0.55733337 -1.46849848] Distance 10.383047533761737 Each least square approximations [-4.5362411 -1.79751644 2.27600389 -3.67284253 0.47425651 -4.197924 -0.23094208 1.14041121 0.30710765 -1.2457979 -1.42834606 0.12414662 -0.55810369 -1.4926995 0.66648107 2.0214889 1.4861836 1.57054372 0.74986555 -0.44330291] Distance 11.175635324533754 Each least square approximations [-6.37566881 2.38879804 2.10456576 3.35412124 0.73672361 3.43174929 1.78851832 1.5947533 1.72841166 1.18351822 3.31949623 2.37394696 0.12296519 0.54778164 -0.28222204 1.36514544 0.17666481 1.67492667 0.24829966 0.64310095] Distance 9.801602144936142 Each least square approximations [ 7.14784914 1.95387882 -2.26218726 -0.97994825 -1.77205755 -1.02197438 -0.70443775 3.469659 0.60440273 -1.46104513 1.67426665 -0.59318606 -2.00376479 -2.77467369 -1.59108109 0.12658155 2.74616344 -0.07166387 1.33878008 0.35041329] Distance 9.782450633147254 Each least square approximations [ 3.26247922 1.19878683 -2.9737036 -4.61468057 2.17184647 1.15580431 -1.03776357 -1.99122632 0.05178828 0.13914739 1.87889637 2.03759243 1.38686172 -1.95263253 -1.68535568 -0.37693031 3.04410015 -1.99726653 -0.01857544 0.72642139] Distance 10.920661288665274 Each least square approximations [ 3.96315618 -0.18731272 -2.02774048 -0.07153694 0.14230891 -0.95504647 -3.60653996 -3.90740825 -0.35981404 0.8808753 1.38292772 2.26533462 2.76707204 0.80536406 1.32709306 0.40096534 -2.68000693 -0.23756534 -0.68652734 1.62954302] Distance 11.188058478505473 Each least square approximations [-3.77553483 0.91178684 0.48899408 3.70846577 -0.98607858 -1.74817849 1.74563735 -0.57335778 0.42284771 1.16526491 -0.74772818 -3.8989524 -1.32578251 1.77634711 0.0116474 2.27242392 1.63633409 -1.25982987 0.10933404 -0.77064144] Distance 11.578142035912151 Each least square approximations [-4.96720129 1.41192164 -7.40233733 0.26943088 0.1277953 1.76941567 -0.78462302 1.49894999 -0.49207477 1.84675139 -1.60743579 0.7082104 -2.44643474 -0.75763479 1.44241441 1.44058944 0.97512552 1.22315962 -1.96221452 -0.40356503] Distance 9.344007933515362 Each least square approximations [ 5.7694751 2.43029772 -1.43993491 -1.36502904 0.37781019 3.19805776 -2.22405356 -2.45035188 -4.32581959 0.64077281 -1.61541589 -0.51243882 0.79858622 -1.24398489 -0.05641676 -0.1475246 1.42986813 0.23900221 -1.40109648 -0.30598198] Distance 10.293307184635275 Each least square approximations [ 6.26550722 3.47253241 -5.30420553 -3.53954661 2.27350124 1.11135375 -0.70556181 -1.1691929 -1.74322023 -0.22192697 -0.29434615 1.01373332 -0.56968391 2.77936301 1.4088966 -0.72593752 -0.24720431 -1.54171227 -1.23000728 0.69565749] Distance 8.906270331344423 Each least square approximations [-10.17378572 2.66559687 -1.86932563 -0.49490527 3.15054558 0.84853118 -1.31072387 -2.24289445 4.08896505 0.8049307 -1.70444981 -0.13236915 1.19789434 0.25462007 -0.80320856 -0.36698264 0.72736381 0.93520295 -0.70801411 0.75302494] Distance 6.4792023196930755 Each least square approximations [-6.38475084 0.18548461 -0.99224243 -2.31946459 -1.99610798 0.40002052 -2.92870855 -1.80587582 0.32977883 1.82272107 0.98839782 -1.46204241 1.58159584 1.47637238 -1.44490431 1.70203943 0.33444008 -0.98156088 0.04024781 -0.59708409] Distance 10.861644365042784 Each least square approximations [-7.50173274 0.52694731 1.78282231 -2.03727594 -1.15247918 -0.56945286 -2.45364695 -2.89767841 0.03146216 -0.71352023 -2.05168119 -0.13197921 0.90564903 -0.99933526 0.08882969 -2.62244002 -0.37940257 -0.39683795 2.44897767 0.45476314] Distance 9.943259217301177 Each least square approximations [ 5.56964176 -1.27990496 1.43485483 -2.3693842 4.45237825 3.89049536 1.59984307 -2.01592012 0.19833191 2.04294971 1.03241348 -0.5517911 0.89464554 0.99114089 1.02352033 -1.04060763 0.79268293 -2.0200204 0.59503028 2.97751031] Distance 9.665770261387319 Each least square approximations [ 8.26698255e+00 7.38774248e-01 2.51600664e+00 8.87224165e-02 -3.87649373e-01 8.00608666e-01 -6.98166866e-01 -9.29006928e-01 -1.74092243e+00 1.17747588e+00 2.46554311e+00 2.97510704e-01 7.76065548e-01 -2.01307590e+00 2.82503173e-01 1.57206644e+00 -1.59733001e-02 7.45288224e-03 5.47843544e-01 -7.41032375e-01] Distance 10.136968857788434 Each least square approximations [ 6.83176254 0.76309128 -1.88535869 -3.91731231 -0.47884918 -1.15488264 1.87467508 -0.8029907 0.18143275 0.3341397 1.28561374 -3.55172436 -1.53930365 -0.5134422 3.82439212 0.73730551 -1.87312675 -0.73325127 -0.48962747 -0.42958007] Distance 9.497591727126357 Each least square approximations [-7.17381007 -0.21802204 3.38660742 -0.54959734 0.29335514 0.57375095 -0.73215731 0.03449624 1.3831818 1.27325846 -2.49915703 0.67005477 0.34307736 -1.7788016 -1.60013105 -1.22040781 1.63577979 -1.91672822 -1.48035154 -1.50842943] Distance 10.30315820243245 Each least square approximations [-4.82493309 3.37290257 0.68325379 0.78690317 -3.07764639 -3.72236273 0.42539569 -2.55719969 -5.29481394 0.83959667 0.00975884 -0.20177079 -2.91687159 2.07734852 -0.45441174 0.09690599 -1.8779738 2.28749354 -1.77737725 -2.03300171] Distance 9.553565289029466 Each least square approximations [ 4.8538485 -1.76298051 -2.29267152 -4.05702212 -0.70249636 0.95869802 -0.99537786 0.64410871 2.59604623 -0.15007009 0.65645898 -0.32089658 0.43777425 3.446073 -0.21406993 1.47380473 0.42747927 1.50822697 -0.31672236 0.29579665] Distance 11.811216937418399 Each least square approximations [ 6.68739792 0.62693104 3.13041764 -0.88980637 0.99180751 4.51933899 -3.05685649 -0.22223497 2.02466438 1.68243949 1.77929122 -0.33666517 2.74193022 0.29881799 1.54767363 2.30358602 -1.25085151 -1.49662173 -0.18355191 -0.27647119] Distance 9.94949882505694 Each least square approximations [-4.07530457 -2.16547698 -1.14672008 -5.18445363 1.06567492 -0.52041147 1.21749735 0.22410619 0.642884 -1.2962356 0.21855719 4.81746034 -1.00410725 -1.82708847 1.25451793 0.19971673 -0.39280646 1.38754036 -2.08923551 0.15589401] Distance 11.168029396457543 Each least square approximations [-8.83979675 -1.64593799 -1.0432699 5.64754706 0.22220981 -4.33003806 1.83817186 0.99101436 1.51529197 1.48605694 1.15925645 2.30017482 -1.3045159 3.39842255 1.67563094 0.43900097 0.19655866 1.36332615 1.00303758 -0.95968881] Distance 6.835499386450141 Each least square approximations [-4.3789759 -5.36944907 0.73072992 1.73959513 -1.38565609 4.27478958 0.399598 0.7171604 -0.1106111 0.86382698 3.52958696 1.48559982 1.10522857 -0.30182694 1.67821015 1.89053022 0.98713251 -1.97209152 -0.82636159 -1.85483571] Distance 10.506433653455312 Each least square approximations [ 5.32751740e+00 1.12408235e+00 5.98210123e+00 1.12536286e+00 -7.64207685e-01 -2.65197740e-01 -3.89358082e+00 2.16884931e-01 -1.04594907e+00 -1.39988402e+00 -1.74442378e+00 -2.37074054e+00 1.83538569e-03 2.02976058e+00 -1.22842906e+00 -9.94907875e-01 2.24328735e-01 -3.58474165e+00 -6.01675609e-02 -3.24974691e+00] Distance 9.516962258684089 Each least square approximations [ 7.64837739 1.14474777 -3.6838368 2.15707931 1.73228719 2.38593415 -4.1397769 1.81584368 -0.21637909 -3.06852315 -0.90426413 -0.3655183 -0.75216649 2.39224799 1.47049332 -0.62806262 1.39570567 0.89831998 0.59537341 -1.83291866] Distance 9.05782989392625 Each least square approximations [ 8.17749575 2.28947898 3.26969633 0.07036892 -3.60562929 4.57667747 -0.76976946 -1.56746023 0.56316218 1.2562161 0.46451742 -0.2440619 0.8983213 0.78708178 -1.46865313 0.84574454 1.53450129 1.04503142 -0.69562422 1.20185282] Distance 9.125982549557216 Each least square approximations [-8.4258925 2.35907227 -1.56323471 -2.92941059 -5.29610678 0.62362 2.78086926 1.10054821 0.53237777 -1.23354442 -0.95898949 1.53893192 -0.17536297 -2.26280365 0.67873306 2.45069776 -2.04965558 0.84447219 1.04496028 0.82437132] Distance 8.158949630656924 Each least square approximations [-0.1153658 3.04732587 1.17264996 2.30072413 -4.27286097 -2.22817859 0.97796856 0.8662989 -3.32730904 2.96475357 -0.80032141 -0.13176691 -0.7225349 2.47217537 -0.41518763 1.01032928 -1.85878308 1.80612811 -2.04860257 -2.3444281 ] Distance 11.278590007766287 Each least square approximations [ 4.01862452 -3.63184711 -1.54533238 -0.39306628 1.30929462 -0.10979362 0.57206562 -0.2803902 3.84907521 -0.76574081 1.87519225 0.30859591 0.54231412 3.0473157 -0.5608449 1.20253685 -0.3755684 0.10649432 1.02337554 -0.50715298] Distance 12.12575100331722 Each least square approximations [ 3.0408553 0.69120927 1.69470077 0.00372591 -0.15087302 2.71008964 -3.69556709 0.11127418 3.13887501 -0.07548139 1.51620798 -0.53992025 0.89819777 -1.97840162 0.74810269 1.73419413 -3.17547346 -1.25861186 -0.70756894 1.82144352] Distance 11.958393722083665 Each least square approximations [-2.86596832 -3.02409221 1.87928753 -4.60597195 0.94228016 -0.81202823 1.30807274 -1.2298317 -0.75232134 1.207238 1.91657229 3.65727538 0.22576478 -0.94060684 -0.13836871 1.11376134 0.11336202 2.56134984 -0.38932554 -0.33351392] Distance 11.742192215928904 Each least square approximations [-6.58080877 -0.62636575 -4.27670916 6.21471847 -1.51100148 -2.46433762 1.81383198 0.15696859 -0.24751661 1.36949241 3.86464483 2.7418436 -0.93040021 1.29697839 -2.2911373 -1.13511518 0.39484103 0.57400056 -0.76296414 -0.41009348] Distance 8.115728249099222 Each least square approximations [-2.77038776 -4.31614864 -0.18309095 5.20883298 -2.64660572 1.82373796 -1.25884841 1.29678482 -0.86945374 -0.01571818 -1.11810253 1.0330937 -0.61698117 -1.32333123 1.64520904 3.77379462 -0.73168419 -2.32043373 0.70897639 0.44224217] Distance 10.81762618243687 Each least square approximations [ 1.04674438 -2.59395522 4.73274034 0.5993674 -0.02409548 -1.19118737 -3.70326118 0.40608736 0.18091985 0.79561524 -2.5790629 -0.25061524 0.98743122 1.31159908 -0.13269622 -0.85513014 -0.62323918 -4.53591184 -0.08887392 -1.76890036] Distance 11.491488413564895 Each least square approximations [ 5.96683858 -2.06013681 -4.77057465 2.21175026 1.89111459 -0.45205159 0.19384541 2.541159 -2.55952289 -0.69760594 -1.51813917 -0.55627641 -3.45991214 3.30339808 0.43784621 -2.32252197 0.6316509 0.28969886 2.05290939 -2.54812446] Distance 9.26145293551224 Each least square approximations [ 6.36749409 0.93912477 3.2468566 4.09664677 -4.25813329 1.3431284 -2.15380847 -2.67452139 1.84554492 1.99346354 2.58458908 -0.7285893 0.16694442 0.60074291 -0.58471041 -0.09464782 1.18711534 3.3143434 0.14113099 -1.74365971] Distance 9.033010537994272 Each least square approximations [-7.04149017 3.26380785 -3.16637555 -4.8574432 -1.44110788 -1.08939943 -2.08651285 -1.42073645 0.30805221 -1.18201544 -0.3396305 1.24473188 0.82049674 -0.65888697 2.21192655 -0.54406096 -2.68126443 1.17999676 1.72500287 -0.50430944] Distance 9.386358794633127 Each least square approximations [-3.30053252 7.34916179 -1.05907815 7.2071449 0.64338975 -1.1578997 -0.57041081 2.81822592 -4.76618954 3.11808423 0.07692729 -1.62743042 0.30513665 1.83758858 0.71493483 1.00384557 -0.40289745 2.46230295 1.44766379 0.11163767] Distance 7.288140363720463 Each least square approximations [11.33879354 -7.03121109 -0.46886262 -0.29414777 0.3267214 0.55317182 -2.18469548 0.07328271 3.30300111 0.72135615 -0.71945834 0.39644695 -1.1587239 1.31250675 0.30626352 -1.31134917 0.10227982 0.30222245 -0.34523449 -0.33272339] Distance 5.3576462278754535 Each least square approximations [10.17314553 -1.1494734 -1.40521069 1.12256653 -1.19305765 1.61960941 -1.95930695 -0.54332762 -1.26044307 2.92217378 2.12994752 2.08454025 1.45747511 -2.92776317 0.4859135 0.30381849 0.31105979 0.30458265 -1.12405982 0.28808238] Distance 9.040103277941034 Each least square approximations [-7.62694023 -6.39612318 -1.81332803 -3.46102482 -2.02111663 3.80095365 0.6429037 -0.95972215 0.23468912 0.85909879 0.76670737 1.8838048 -1.47726077 -0.41568014 1.6376183 3.83693413 -1.9292736 2.32921343 0.16381241 -2.25425526] Distance 7.507651142974879 Each least square approximations [-9.59527724 4.61356401 0.70813068 -2.47589569 -1.10536506 -1.35286599 3.74688956 -0.3035321 1.56153008 -1.13982307 4.02975529 4.52532579 0.01414892 -0.18746066 -1.1077105 0.15973087 0.2810131 3.01149969 0.44802229 -0.17621512] Distance 6.421157536814582 Each least square approximations [-7.6283172 -1.36429539 6.97538243 2.00412487 -0.23570186 -1.01633433 0.1837585 1.03235565 -3.08066704 -1.83746476 -0.40440969 0.61562351 2.53191898 0.22339849 1.1173337 3.19353888 1.1241176 -1.51163534 -0.20335681 -0.66341164] Distance 8.902986508354042 Each least square approximations [ 8.53934844 -5.14009892 3.27729445 -0.91229178 -3.0214398 -1.31519555 -2.50938393 2.32048224 1.25296153 2.17795602 -3.24021612 -0.95520385 1.13302178 -0.94053159 1.91899519 1.09989073 -0.40627771 -3.75902783 0.01870908 -0.51167014] Distance 7.531655431760591 Each least square approximations [ 8.14898363 4.54682196 -1.42091848 -0.12063709 2.78180817 -0.95958771 -0.29132773 -2.62535719 -1.61296936 -2.98748091 2.81443325 -2.88906426 -3.11185893 2.91026466 0.14822726 -2.54513201 0.12026287 0.25328916 -2.47305077 -1.78419789] Distance 7.933990806536171 Each least square approximations [10.8708203 -4.08102324 0.71704606 2.28517729 0.94500106 3.98261289 -3.65756689 0.94064529 1.87894944 -0.0168402 1.76539552 -0.05388044 0.04144893 -0.55178721 -1.02169631 -0.35742688 -2.3983966 1.44725126 -1.40144346 2.36072933] Distance 5.867605963460308 Each least square approximations [-9.75270579 -2.4381732 -3.0138672 2.04867966 -1.75357795 -2.67043677 -0.44710136 -2.03192551 0.04300511 1.08151349 -0.88652421 1.2118799 0.39007579 0.83887046 -0.63331782 1.33565745 -2.86636418 1.50191596 -3.21372973 1.35872332] Distance 8.45783425447273 Each least square approximations [-6.73984401 4.86737386 0.21011563 2.92732375 -1.79429078 0.87258043 -3.57370053 3.36837963 -2.21186547 0.54467915 -1.19531567 -1.70795142 2.94352675 0.45595408 -0.02882892 0.36369801 -0.88433972 2.37449278 1.58275244 -1.21217676] Distance 9.22305741407818 Each least square approximations [ 8.04917318 -5.58013233 -0.78231254 -0.05961484 -3.61989402 -0.29363492 -1.31356333 0.11608233 0.14026206 0.62037506 -2.94687411 0.57923648 -1.07211987 -0.43397334 -0.03045283 -0.89129351 -0.37938757 -0.76698681 -0.26803876 0.74274685] Distance 9.76953557219018 Each least square approximations [ 7.94329807 3.32535736 -1.05644593 -1.09706616 -0.8603657 -1.14917251 -0.62425591 -2.58320305 1.51030027 3.89244283 5.33351316 0.59583293 2.21442414 -1.57181074 0.99418414 0.07997807 1.23481387 0.06546041 -2.01125287 0.17577134] Distance 8.60368883587482 Each least square approximations [-9.6222933 -5.47166497 3.68333914 -3.21242914 -2.63538631 1.02462833 -0.85152475 0.82230037 -0.2330379 1.76502151 0.84673257 0.93830687 1.53134054 -2.78727805 1.30043603 1.27101557 -1.34952084 0.76110795 0.53760019 0.18537312] Distance 6.5655207532413264 Each least square approximations [-6.74759187 2.96713833 -1.40827994 -2.91342543 -0.56247626 -2.2167096 2.36325436 2.72861454 2.11749143 0.17496687 3.58969739 3.8435657 -0.62609611 -0.52529125 -2.4689405 -0.43045201 2.16304975 0.34532357 -0.36718715 -0.56576194] Distance 9.611833879620603 Each least square approximations [-9.57165963 -2.16196497 1.47597101 2.06222217 2.63172644 -0.66609625 0.87045217 3.23835906 -2.84213489 -2.97322608 -1.628604 1.01621578 3.81927708 -3.75257851 -0.84576167 1.58566384 0.68482639 -1.11984183 1.8416393 0.30904124] Distance 6.385957808800853 Each least square approximations [ 8.63234568 -2.30378678 -1.13414859 1.2760929 -0.93429253 -1.95646305 1.38200735 1.10091632 0.02569227 1.22557993 -2.30018361 0.96944458 2.65745688 -0.18465879 0.14509009 0.16957934 -0.33330704 -3.59238078 0.62006181 0.89148798] Distance 10.009553515373403 Each least square approximations [ 6.90486294 3.17819505 -2.75155045 0.57069286 1.44068492 -2.59278372 -3.18869716 -2.32012727 -0.15993476 -1.37921019 3.7158318 -2.65071242 -0.74316341 1.67609692 -2.00536938 0.78622915 0.94740194 -0.87733283 -0.56640376 -1.51282089] Distance 9.734734972616188 Each least square approximations [10.22518528 0.31928002 -2.09198063 2.58265563 3.37714787 0.55851901 -1.13896602 -2.60838884 3.655993 -1.86842346 2.07103935 1.3856347 -0.77463169 -0.08176768 0.2319044 1.92549239 0.2878676 -0.80857518 -1.5341329 1.95444258] Distance 7.068432541041974 Each least square approximations [-8.58493256 -2.00353384 -4.48307304 -0.03955947 -0.78767965 -3.05333015 0.75027778 -3.39229771 1.33328516 2.52436157 -0.7900074 -0.37213792 0.04618293 -0.79700696 0.89596588 -0.86520019 -1.64894596 0.14257881 -1.10388976 0.49812757] Distance 9.202837124451145 Each least square approximations [-3.46979402 3.64678575 0.44029373 3.86668009 2.88239723 2.04279818 -1.35681933 2.68275928 -1.86108204 0.27055292 -1.0360968 -1.81558052 2.27619292 0.71953822 -0.61093698 1.5302436 -0.63491308 1.32124185 2.73469235 2.26045508] Distance 11.370116838761383 Each least square approximations [ 7.10369163 -5.71627975 1.09935807 1.32287133 -3.58475333 -2.22114007 -1.92193628 -1.40335783 -1.00104643 4.26431066 -2.68693445 0.97810399 -2.40400312 -0.44186916 -0.35633995 -0.16051022 -0.92970657 1.07919007 0.09967696 0.49623724] Distance 8.776142350513119 Each least square approximations [ 8.04158589 2.34326951 -2.5228894 3.97306643 -1.35984 -3.27409914 0.27527607 -0.2683038 -0.7192091 2.15868492 1.10374742 0.5578496 2.24350885 -1.01091176 0.2323009 -0.11663641 3.85981103 -0.06144602 -2.02280022 -1.01102714] Distance 9.19073877212809 Each least square approximations [-5.79213467e+00 -2.28092078e+00 4.93379289e-01 -1.50699127e+00 -4.01805316e+00 5.03370857e+00 -8.67711982e-01 5.50856176e-03 -3.05219916e-01 7.33789473e-01 -1.67766448e-01 -3.32503246e-01 -9.38358571e-01 -2.04875220e+00 1.42071570e+00 3.45679908e+00 -4.74105027e+00 1.47233006e+00 -7.66508209e-01 6.23032424e-01] Distance 9.664416619803195 Each least square approximations [-3.18419735 3.96219367 2.3529068 -5.64356043 -1.00792659 -1.50414503 1.06090304 0.62972254 0.87996568 -0.03759819 4.09257379 2.51017132 -0.93219497 -1.77332439 -2.76096957 0.63694798 2.16198648 2.80736444 0.90057927 0.18468932] Distance 10.249222846137236 Each least square approximations [-6.74775799 2.56138551 3.79287002 2.06574185 4.47494938 -2.11556196 -1.04735677 1.76627601 -2.45348846 -3.22228754 -1.89439326 -1.174406 3.32054677 -0.79337037 -0.53575527 1.9079426 2.19684367 1.062292 2.58350055 -3.35962977] Distance 7.874433556844533 Each least square approximations [ 7.77444726 -2.14050694 -2.74170441 -0.79319172 -3.5348743 -0.39943108 1.48329854 1.62601857 1.33765779 -0.89476996 -4.75374764 -0.2665895 1.57612752 -2.01898777 1.48066886 2.26583188 0.959244 -1.71368412 0.6108377 2.80415731] Distance 8.968372472418256 Each least square approximations [ 2.06937802 4.30227818 -0.57699094 -0.48676712 2.71201008 -1.35339037 -1.22277741 -3.52600903 0.48031729 -2.31155121 3.76056058 -2.24013329 -1.30925694 -0.30845098 -1.42740571 -1.72251988 0.35616801 0.29237099 -0.24835699 -0.07514346] Distance 12.001499423004292 Each least square approximations [ 6.64725697 -2.20957219 -2.13146154 1.93104674 2.63871185 1.99070372 -2.70793318 0.46659562 1.48643455 -1.07068404 1.72430976 0.75573975 -0.3552675 0.68623646 -0.6896164 -0.95739127 -1.58203549 -2.73064064 -2.02207104 2.24950683] Distance 10.886938034863372 Each least square approximations [-3.67417155 -4.34470241 -3.47317918 3.17897146 -1.3900397 -2.30085209 -0.25467802 -1.86167784 1.18555228 2.39726778 0.10598868 0.20320463 -0.8948288 1.36543932 -0.29925613 0.88089563 -0.0173525 -0.76803919 -3.1384125 2.01305689] Distance 11.480870204551692 Each least square approximations [-6.350312 7.31109913 -1.35187202 5.99337646 -0.75441994 -0.46321541 0.15675319 1.97438738 -4.1241166 -2.03364387 0.23115322 -1.86362775 -0.42077732 1.50114156 -0.92604088 -0.34167904 -1.94274314 -0.04477893 3.20275979 -0.05235377] Distance 6.928195953777332 Each least square approximations [10.87757835 -3.81745501 3.43022946 -3.74978644 -4.11067369 -0.83608203 -1.66097745 -0.58242839 3.20554536 -0.39330723 -1.68723464 -0.10988587 -1.096184 -0.30547913 -0.41919914 0.20652208 0.73478114 0.50736832 0.83987881 0.16953248] Distance 5.5312351056926765 Each least square approximations [ 9.58623091 -1.83932026 -0.88692044 -2.2838411 0.95865642 -3.01572838 -1.77158332 -0.6371239 1.16001372 3.21571278 1.19358432 1.07994594 2.43046635 -3.27399149 1.7040617 0.32721343 0.88946605 0.22372152 -1.63372031 -0.71970789] Distance 8.576884580832163 Each least square approximations [-6.92710321 -6.24521175 -2.22744549 -2.06892655 -1.22183464 2.57304673 0.91622212 -0.60987357 -2.08903812 -0.70130767 0.54382355 3.13631274 -0.03051421 -2.3420531 0.65304228 1.99008633 -3.5655385 1.32581038 -2.24656056 -1.20069433] Distance 8.65853408971857 Each least square approximations [-8.2416659 2.65718119 2.01325122 -3.76712231 -3.72696952 -2.40585099 3.10716618 0.48859387 4.62097575 -0.36841238 0.87661197 2.34464611 -1.60792753 0.86981151 -0.9632269 -0.41148034 0.78939298 3.51519146 -1.50131989 -0.5295222 ] Distance 7.4723047206066715 Each least square approximations [-9.09086747 -2.57446299 5.28634702 0.36805447 0.82938778 -0.03553285 1.16494893 1.27093574 -1.13549932 0.23779387 0.03161669 0.49299109 3.57730007 0.25697521 1.75820482 3.63111496 1.48136879 0.49045213 -0.39715856 -1.75688597] Distance 8.30194363951726 Each least square approximations [11.62357771 -4.27430483 1.98445794 0.20090336 -2.20827312 -2.88220555 1.05232234 1.21461335 1.96741904 -1.13167423 -1.85166473 -0.20685966 -0.03552273 -1.08174144 0.90835574 1.98348828 -2.41037638 -2.24539182 0.24584684 -1.26515353] Distance 5.114377717963184 Each least square approximations [ 7.15172082 1.58415944 0.60112492 -2.1285483 3.99698519 0.29748783 -2.47903161 -2.72522536 2.63747498 -3.58855883 2.28776042 -2.3205822 -0.33684784 2.22558394 -0.3395802 -1.17324892 1.63110763 0.45837665 -0.6670274 -2.99267832] Distance 9.42742949977705 Each least square approximations [10.4017841 -2.50834111 1.58712397 0.072794 2.06657809 2.20163206 -4.11261984 1.31599384 0.79244361 -0.95064317 3.21874348 2.91416233 1.84712916 2.46054165 1.54064614 -0.1668045 -0.93506503 -0.08405789 -1.57261489 2.35315384] Distance 6.35805362715444 Each least square approximations [-8.34891985 -1.67373627 -1.5426728 3.04961693 -2.19308391 -1.61324449 0.12385261 1.64938004 0.55907419 3.92393494 0.15531733 1.26456736 -1.14414053 0.73854241 0.9437887 1.26614838 -3.17820925 1.56087037 -1.78525814 2.05817451] Distance 9.50627864120952 Each least square approximations [-5.44336736 3.44971658 -4.49706982 0.99586364 -1.79150773 -3.77632716 1.52860552 -1.34159902 -4.24995356 1.58888169 -0.42040726 -1.87323925 -1.48164466 1.68253951 -1.1757455 -0.04240725 -1.28902732 1.75030187 -0.66072092 -0.55977792] Distance 9.645023638804528 Each least square approximations [ 8.56901408 0.61774227 -2.640944 -1.27777846 0.10222227 3.06542743 -1.15622406 0.49820516 2.01659848 -1.63172063 0.98562153 0.36642671 2.12240796 1.46092613 -0.37549014 0.31844757 0.83708797 1.35145508 -0.00977142 0.60165978] Distance 10.125337160369043 Each least square approximations [ 8.04681989 -0.87709487 -0.80862069 -1.60436591 2.79482796 3.59944347 -2.29407787 -2.8771269 1.34440687 1.16567205 1.13301704 -0.60870216 1.00178532 -0.6211473 1.31699012 0.82173818 -1.76141094 -1.28806444 0.09883587 1.34600767] Distance 9.761057455345089 Each least square approximations [-7.66269951 -1.71028183 -2.74354471 -4.20611379 2.72394596 -0.12845591 0.36325715 1.22014039 0.37476861 -1.69098865 2.20085411 4.13204689 -1.06001439 -0.7911676 0.584348 -1.43064734 -0.89406792 1.46454854 0.28472648 -0.0527307 ] Distance 9.248582356513824 Each least square approximations [-1.18361692e+01 -1.81531320e-01 -4.06056530e+00 3.74577717e+00 -1.44903276e+00 -2.26157531e+00 1.06137606e+00 -1.22926241e+00 9.94647718e-01 4.46317057e-01 -1.63634034e-01 3.29363352e-01 -3.42641062e-01 -5.94398947e-03 9.38974486e-01 8.45107440e-01 1.09640541e+00 -3.59739761e-01 1.35247243e+00 -6.41639090e-01] Distance 5.140891581329141 Each least square approximations [-7.8534123 -5.22207576 1.427515 2.04032851 -1.51963366 4.45836849 -1.4138476 -1.29437694 -0.8223537 1.32784896 1.71169809 -0.59343372 0.49270246 -0.36716964 2.85181564 -0.53054861 0.38001795 -1.73222018 0.69744872 -0.06907377] Distance 8.624380285807487 Each least square approximations [ 6.65010454 -0.42179563 5.96597402 -1.95895932 3.04220904 0.02170956 -2.61325753 0.71367555 -1.80147954 1.14137355 -0.47403598 -0.7053897 1.22977371 1.76579529 0.66088412 -0.55517674 1.16200106 -3.19082063 1.00288546 -1.48970072] Distance 9.365296204711475 Each least square approximations [10.80836725 3.09423626 -2.12860813 -1.81781565 -0.68462658 2.27649079 -0.20999643 2.35734558 -1.00806389 -1.46418464 -1.84015516 0.02752751 -1.33557837 -0.55447365 0.17552639 -0.19120474 0.75743726 -0.52885765 -0.53098172 -2.74810564] Distance 7.117681304150409 Each least square approximations [10.26386748 0.58723165 1.91546912 -2.22145382 -2.77572212 1.2890266 -1.04062832 -2.16720353 -1.02942108 2.22140486 -0.7082705 -0.72754363 0.30778684 2.03086488 -0.57169671 2.20163935 0.11147355 2.81287333 -0.07476915 1.69473954] Distance 7.541528734520279 Each least square approximations [-12.1896619 2.61490768 0.12910658 -0.34118691 -2.28879012 3.42891379 0.16394132 -1.55964052 -0.25584412 -1.01626416 1.3576501 -0.06703818 0.52492033 -0.96459887 -0.80433625 1.83616394 -1.45132835 0.78219611 1.17543117 -0.48908173] Distance 5.100363718329594 Each least square approximations [-5.41808747 4.06960461 -6.22075097 4.56358753 1.56785285 -2.16644945 1.60732866 3.54237982 -2.51667574 1.70622116 0.03162504 -0.94607468 1.3910623 -0.13517964 0.08977913 -0.06287679 -1.10995795 1.7308992 1.89549238 0.22397638] Distance 9.165024212716352 Each least square approximations [14.97817473 -1.09000092 1.00026014 0.11125138 1.10884809 -0.9908097 -0.2096636 0.04239802 -0.54791187 -0.41403506 -0.38504805 -0.22954214 0.58858276 -0.20324665 0.69724799 0.30344676 0.03051629 -0.33153237 -0.20146181 0.17382233] Distance 1.0373613096612786 Each least square approximations [10.73285003 -2.89458791 -5.07090245 -1.86790731 0.22481052 -1.05574237 -1.52743639 -0.0625969 0.70128532 1.26399555 1.14946111 1.75718841 1.79738078 0.03171478 1.61994896 -0.10421165 0.05868795 0.48687059 -0.35403577 0.04351658] Distance 7.91765340602121 Each least square approximations [-9.14761271e+00 -4.62297659e+00 -4.84646758e+00 -1.68827886e-01 1.11815126e+00 2.47791077e+00 1.03500643e+00 2.60134456e-03 -4.45124815e-01 -1.06924461e-01 1.11282773e+00 8.24455114e-01 -8.00005599e-01 -1.76128118e+00 2.18438066e-01 1.50274221e+00 -2.61781869e+00 1.12095220e+00 8.16002175e-01 -1.69026928e+00] Distance 8.652334042182646 Each least square approximations [-10.23436535 6.21858037 2.92790687 -1.87240598 -4.4039296 -2.03567818 0.60670047 -0.93213918 2.93864805 0.70082138 0.99789436 0.45735008 1.14549398 -1.93990091 -0.02112777 0.49647908 -0.96758439 1.46411082 -1.74083515 0.79809392] Distance 5.388097874558167 Each least square approximations [-9.49168644e+00 -1.55048522e+00 6.41782242e+00 -6.34918874e-01 -1.65504198e+00 9.06549220e-01 -2.26709344e+00 -5.80271779e-01 -1.11965878e+00 -1.55171780e+00 -1.16760659e+00 -4.15698402e-01 1.59139299e+00 9.54351377e-01 6.52508430e-01 8.65889078e-01 8.15898255e-03 4.07931314e-01 -1.86918004e-02 -3.22177507e-01] Distance 8.859339266612809 Each least square approximations [10.1513189 -3.56751063 3.78201709 -3.83845564 0.78755245 0.92030757 -1.42781766 0.90861301 1.59449211 3.3093773 -3.1081705 1.36453378 -0.24127209 -1.33670843 1.6292085 2.40241412 -0.94286747 -2.54743859 0.03329943 0.80280955] Distance 6.264404700524002 Each least square approximations [ 9.88416248 3.8964898 2.790726 -1.55241881 4.21528061 -0.07747882 -0.12344446 -0.56856305 -1.05980316 -3.53315171 1.757067 -1.76897436 -1.69470174 -0.68577267 -1.67545097 -2.50812407 0.03983035 -1.2682059 -1.19487513 -1.21011493] Distance 7.331059625429963 Each least square approximations [ 1.10218425e+01 -5.37257308e+00 2.37212928e+00 -2.91785961e+00 5.99712538e-01 3.15670826e-01 -2.91281146e+00 -2.87272745e-01 1.38296881e+00 6.04904170e-01 3.31577978e+00 -4.15866609e-01 4.33141593e-01 6.49844923e-01 7.50230511e-03 -8.58241608e-01 -1.09945782e+00 -1.43611642e-01 -6.45071789e-01 1.58652612e+00] Distance 6.263567516088371 Each least square approximations [-10.7478765 -4.48305332 1.44859552 1.96284433 -2.99387311 -0.40126689 -2.42150981 -0.44472974 0.75842673 2.18387265 0.75656354 -0.29812942 -1.00740725 2.30642285 0.42255966 0.06280402 -2.01019794 -0.08944886 -2.82824252 1.57626404] Distance 6.9204954392189 Each least square approximations [-6.55128103 3.35334556 -3.55646289 0.69218493 -0.54748827 -0.35356331 1.44104313 -1.60933029 -3.64514437 3.23351131 -1.59673613 -1.23499588 1.51121297 2.42188233 -0.28466164 -0.57648888 0.25434358 2.77567378 -0.83184812 -1.16348772] Distance 10.054263751760033 Each least square approximations [ 8.86864261 -1.95748759 -1.50207111 1.82919493 2.00425772 2.12874309 -1.64812479 1.36791688 -0.63002506 -1.31277095 -2.11480475 1.15987436 0.01168089 1.7493858 0.50597557 0.86042161 1.96353217 0.75894844 -0.78639928 0.63570145] Distance 10.0495980455438 Each least square approximations [ 8.01942659 0.92210006 -2.68751851 1.28413383 3.20262184 3.03651349 -1.15072192 -1.4139317 1.01795969 2.83071773 3.58098599 -0.92022626 0.6009087 0.64360028 0.49986642 0.8844005 -0.54769461 -1.74051026 0.50600524 0.14537775] Distance 9.73133979556948 Each least square approximations [-8.40290376 -0.97987613 -2.08053221 -3.7037863 -0.35190726 0.23806438 0.2969001 2.28977995 0.8687335 -0.56905664 1.96258174 4.12254503 -0.04854687 -0.13175944 1.69254743 0.22705619 0.54971197 1.32109255 0.4342465 -0.2382762 ] Distance 9.868349901325743 Each least square approximations [-10.41626438 2.11602861 -2.79792022 1.75868534 1.03454669 -3.42001135 2.06619691 0.84160306 1.30934868 1.55692051 1.78116242 0.50917254 1.07454019 -1.43709487 0.05194444 2.00883718 -0.37089744 0.02623521 1.59304043 0.53983802] Distance 7.760718950676434 Each least square approximations [-7.99130008 -2.50234387 1.42136619 1.2743369 0.05113925 3.45777197 -1.58518752 0.30761064 -0.56596248 -0.23197783 1.5946468 2.02898915 0.79622878 -0.7708464 2.43753545 -0.82092119 -0.26667465 -1.71523608 1.57214627 -0.24231787] Distance 10.531478435690705 Each least square approximations [ 6.15534532 -0.91457763 4.32656906 -1.08949807 1.0210963 2.20477978 -2.32959557 1.28681915 -0.87553082 1.46122874 -0.82892412 0.62203881 0.19374245 2.30575827 -0.27806887 0.73119823 1.85681262 -4.92807339 2.28734509 0.09948606] Distance 10.25335263725726 Each least square approximations [ 9.8584744 4.82062179 -4.01635753 -0.72117662 0.09115106 0.25588038 -1.65703094 0.79923508 -2.34823584 -2.68091958 0.15709895 0.25306462 -2.03444197 -2.42911042 -0.24021697 -1.41394799 0.33411484 -1.86222157 0.61617811 -1.44809717] Distance 6.941595957649123 Each least square approximations [11.02604574 0.85075329 0.71422475 0.211588 -1.72010871 1.46642577 -2.41462863 -4.27026922 -1.13771854 1.69886171 -1.04602607 -1.05372567 0.82126766 -1.58544989 -0.91732155 0.26248354 0.02646618 0.11591548 0.27253929 1.65724563] Distance 7.370245701666877 Each least square approximations [-11.92396189 0.71599722 -2.20221987 0.17264324 -3.11023072 0.89676104 0.99659563 -4.4661956 2.36963691 -1.99588481 0.0179201 -1.04708924 -0.55519025 -0.30068219 -0.01874947 1.95777719 -0.25671855 -2.23185112 0.22725012 -0.24479619] Distance 4.5375346099917735 Each least square approximations [-4.24988269 2.75900304 -4.5846632 1.02871509 -2.99901777 -0.80087523 0.90283117 0.10447416 -3.98904815 2.44961851 -0.4661162 0.0295434 -0.15825851 1.24421199 -0.75352911 1.70211371 -1.69402885 2.32114132 -1.17353859 -3.22152012] Distance 10.442471463937915 Each least square approximations [ 8.48840895 -0.73742005 -2.89991561 1.33863985 -0.25705312 2.95913812 -0.22809019 1.02211446 0.49425443 -1.64678899 0.17385783 0.40142613 1.29826108 0.65101235 -0.93776219 0.83358124 0.8298608 0.87994767 -1.57463116 1.95632987] Distance 10.349950389809083 Each least square approximations [ 7.23487443 1.65345705 -2.58290212 -1.16550674 2.47032233 2.65630647 -2.83203124 -1.12295329 1.80361072 -0.357628 2.10894621 -2.00569477 2.14097388 -0.18558825 -1.42841642 -0.083331 -2.15211377 -2.33191953 0.26327424 1.63302582] Distance 9.877777694415995 Each least square approximations [-8.99979475 -1.66163368 -0.31380989 -1.02000042 1.97727006 -2.42633485 0.50340127 -0.86093281 0.14672289 2.29986499 3.34922048 4.58385886 -0.12768347 0.51867775 -1.00673512 0.806163 -1.5002639 1.38741175 1.42556465 1.65931728] Distance 8.384654889615755 Each least square approximations [-9.86675041 2.88810495 -5.47852234 1.37545207 -0.8824709 -3.72500002 -0.76085102 -1.42538575 0.98932769 1.69994763 2.0726099 1.69497315 1.41223338 -1.19547496 -0.7117234 -0.01637867 0.1609686 -0.13640049 -0.2099599 -0.30740704] Distance 6.665149633424608 Each least square approximations [-8.45955899 -3.01997088 0.1378011 0.09810033 -4.50070749 0.47045446 -2.84463648 0.81137223 -3.13639828 0.89745241 0.47271324 -0.31512992 -0.26880761 -2.73842045 1.55255073 1.64623493 -1.09178453 -2.78821274 0.82439306 -1.04366045] Distance 8.372998931221463 Each least square approximations [ 5.38912295e+00 -2.03397341e+00 3.77976835e+00 -1.78263043e+00 3.07961716e+00 5.10728579e-01 -3.19827076e+00 -5.24802634e-03 1.35321511e-01 1.90718775e+00 -6.50270343e-01 1.96196710e-01 1.15715619e+00 3.29970094e+00 2.63840480e-01 -2.44330069e-01 1.64393983e+00 -3.20275841e+00 2.46966811e+00 -6.34286967e-02] Distance 10.406013222440922 Each least square approximations [11.46042748 3.00401027 -1.95228622 -0.02725097 -3.18918291 -0.92465129 -1.14259971 2.75170613 -1.12460159 -1.12087067 -1.17839454 1.20722124 -1.87584311 0.8605061 -1.3823664 -1.25751995 1.1226735 -0.20839877 0.53138173 -0.75167467] Distance 5.92361051987382 Each least square approximations [10.89247294 0.71258059 1.40684937 0.70667469 -2.17723741 -0.82548439 3.20892149 -2.58232143 2.47649056 2.41478849 -0.0164194 -1.87120145 0.29927824 1.13895021 0.33015181 1.07884727 0.29518916 1.59226362 0.06852575 0.97451274] Distance 6.979817577718047 Each least square approximations [-12.84167364 0.123525 -1.05566792 -4.61855529 1.86347524 0.42422281 -1.01060453 -1.59095511 -0.11039338 -2.23523923 -0.47855531 -1.54715433 -1.01787278 1.24592251 0.03191327 -0.74535898 -0.09745482 0.08685691 0.08779797 0.13323059] Distance 3.007820256792282 Each least square approximations [-4.98210435e+00 6.03074190e-01 -2.28266405e+00 1.95328534e+00 -2.17771581e+00 -3.50889708e+00 -4.53206770e+00 -1.37316103e-01 -2.65826284e+00 2.89284548e+00 1.97410007e+00 7.75945469e-01 3.50336657e-01 2.73257233e+00 -4.13887196e-01 2.06280009e+00 -9.44515979e-01 3.65442607e+00 4.02273433e-03 1.04782298e+00] Distance 9.05958306561581 Each least square approximations [ 6.06012748 -1.61865183 -3.75006637 -0.96988264 0.23979664 2.23588382 -1.28909495 0.83385964 -0.05687848 -1.12507942 -1.87599993 -0.44475812 -0.13859864 -0.56559837 0.36324068 0.71694463 0.19705504 0.88355919 -1.7166296 0.79154648] Distance 11.360836769834007 Each least square approximations [ 9.81923732 1.84300297 2.52212526 -1.09489729 -3.51721517 3.04042585 -0.4777797 -1.67354494 -0.09722012 1.17740574 3.33935687 -2.93453781 0.16725426 3.14629494 -2.58871683 -0.88166271 -0.46063136 -0.8799945 1.19929488 -0.6629525 ] Distance 5.267684833331136 Each least square approximations [-6.28005666e+00 -3.53102821e+00 -3.74611709e-01 -1.54172382e+00 -1.19585522e-01 7.23751127e-01 5.29749220e-03 2.32644455e+00 9.76304496e-01 2.14599284e+00 -1.49870958e-01 -1.03433125e+00 -4.66963841e+00 -1.93034110e+00 -2.70420870e-01 8.03064019e-01 -2.27047145e-01 -3.35522112e-01 -8.47514173e-01 1.45264740e+00] Distance 10.243400449864042 Each least square approximations [-6.35412793 3.9142275 2.35577203 1.46007916 2.22890345 -2.299183 0.45437326 -2.50564264 0.27187274 1.48147496 1.49134703 2.56056418 -0.79470991 3.46656063 2.41542014 0.81128032 0.11495479 0.39422016 1.69573405 0.6599551 ] Distance 9.34926836603514 Each least square approximations [-5.54283038 -3.27195319 -0.2315472 0.55916671 -1.98850713 0.84053756 -3.56190575 -0.60511285 -1.26140578 -1.28256629 0.59192555 1.75732495 2.63864896 -1.15973854 -0.47762894 1.27368923 0.87157527 -2.12649384 0.56026967 0.73375394] Distance 10.895869927910868 Each least square approximations [ 6.26382904 1.99788694 2.00147273 -2.1183431 0.72091639 -1.08444505 -1.17960428 -0.58823816 -0.36229502 -1.0254224 -3.25680274 -1.21806215 1.94554864 1.16162301 1.80377053 -2.57919554 1.80107207 -2.12894216 -0.0626966 -0.58627622] Distance 10.469208114567527 Each least square approximations [ 7.18535298 3.6909046 -0.64144676 2.26700929 1.66731695 -1.51797361 -1.70399457 3.41935514 0.45416128 -1.13923073 1.30242303 -1.86735661 0.64855284 0.78973922 1.08912836 -1.39227253 -0.80342779 2.19643304 -0.13059056 -0.68419764] Distance 9.690272881804546 Each least square approximations [ 7.16752686 0.86458856 1.49196512 -2.13589921 0.3329642 1.91545714 0.12268372 -1.49272139 2.58037233 -1.99440731 0.97462721 -1.75995105 -1.68236227 -2.0484677 -1.90143057 0.3873586 1.98188559 1.04221201 -0.10996142 2.70655588] Distance 9.92150842330875 Each least square approximations [-7.10720506 -2.97082112 0.71962947 -2.68733043 -3.29698819 -0.88840835 1.6851589 -1.18254702 -0.96181752 -1.03688129 -1.53377977 0.80291434 2.87980868 -0.35020882 -0.17071165 3.20015445 -1.39402509 0.9324988 -0.8890692 -0.10299957] Distance 9.535339507681872 Each least square approximations [-12.31952517 0.83904807 3.7372587 -0.74901604 0.80191053 1.74984499 2.51994241 2.17390732 -0.63870517 -1.11460362 -0.93674521 -0.39918537 0.56854123 -1.01921371 1.50847896 -1.07403758 0.73142883 -0.07355807 -0.6222544 -0.43167712] Distance 4.013908778998273 Each least square approximations [ 3.89326146 -0.65383499 2.04987643 -0.95348754 -1.84212218 0.70132759 -2.51159531 -0.95659928 -2.00252079 -1.28551302 -3.18901283 -0.57543183 -1.24285411 -0.77516237 0.86413849 -1.31500831 1.38864059 0.77406314 2.06476686 -0.12764231] Distance 12.128096599360006 Each least square approximations [ 4.53839632 0.6913825 0.78943571 -1.59091855 4.91141258 -4.71652624 0.8351231 -0.54024481 1.96016062 2.99624506 3.50307946 2.34185587 -0.06277317 0.28171444 1.15706995 -0.96592236 4.77398428 0.07609789 1.46427355 -0.13354117] Distance 8.7756458473592 Each least square approximations [-5.97789209 -0.64543598 -1.463302 0.24381391 -5.72073115 -0.59075012 2.96629528 -1.3213106 -0.64699098 -2.53809395 -2.2197132 0.98541266 3.73992168 -1.53749956 2.46294737 -0.18077137 -2.39143199 -0.66126705 0.10247076 -0.91024906] Distance 9.072530068876885 Each least square approximations [-4.46800012 -3.05181073 3.01336971 -3.7800355 -1.27881889 -4.47985335 -0.14339019 2.95396666 -0.59594021 -1.85316122 -0.72383218 -0.04363085 0.46708355 -2.45690184 -0.3236513 1.62548005 0.85081706 1.27260481 -0.26572835 -1.18171979] Distance 10.30843053762232 Each least square approximations [-7.51434584 3.30423927 1.0934719 1.60478796 0.46300735 2.62239016 2.46968211 3.51837149 2.5047431 -1.63453451 2.89932454 1.26100861 1.64681967 -1.23640546 0.69164578 -0.54254063 0.01230219 1.61991372 -0.78193968 1.10843434] Distance 9.019093312496137 Each least square approximations [ 8.29675751 2.98844133 -2.50389764 1.40136328 -1.2241608 0.32814762 -0.53318156 3.10172792 -2.16047399 -1.05734541 1.58900999 1.62081426 -0.35847335 -1.18906592 -2.50019142 0.2371369 -0.51496682 0.33180749 0.72766203 1.15398282] Distance 9.378287767117357 Each least square approximations [ 3.46371150e+00 4.16402795e-02 -2.51820213e+00 -3.96493566e+00 2.68229204e+00 3.08684927e-01 -4.23231802e+00 -2.74764183e+00 -6.21471513e-01 -9.20441340e-01 2.63913093e+00 -8.14982279e-02 -5.16366842e-04 -1.80961265e+00 -1.55839004e+00 3.16021867e+00 3.37365807e+00 -3.26881218e+00 -9.23726395e-01 1.03573079e+00] Distance 9.580515965259552 Each least square approximations [ 5.35571345 2.31408559 -3.46101473 -1.02479052 2.39073485 -0.4029958 -4.3311757 -3.07462083 1.64618659 -0.06112876 0.84845209 2.47832712 2.38658039 0.80079574 2.02855481 1.32440002 -0.61047508 -1.72889105 0.65381751 -0.2769595 ] Distance 9.984082968653867 Each least square approximations [-4.19235892 0.54135287 0.21481804 2.46070239 -1.77214757 -3.41127559 1.8191943 -0.72642445 2.23009162 3.12106462 -0.09498494 -2.5781599 -0.73118486 -1.30347219 0.05574633 0.66960194 2.20815561 -2.99292336 1.3888958 1.01736481] Distance 11.092782562013 Each least square approximations [-3.05119711 3.6775582 1.06389008 -0.01396269 -5.18039647 3.08767832 -0.65910273 1.76354482 -1.3411988 2.21243446 -1.34651747 -1.02674985 1.06288411 1.59733647 -0.23043637 -0.02788073 -0.41345505 1.65530492 -2.94203548 -2.26290247] Distance 10.486085137813546 Each least square approximations [ 2.52608651 -3.85883358 -1.8103108 0.92411079 -0.67738073 -0.23174096 -1.49038105 -0.32265757 1.68771016 -2.54454915 -1.26345727 -0.02083276 -0.79436509 1.22624158 0.26801719 -0.94252497 1.43819259 -0.15540175 -0.53883302 1.66718681] Distance 12.506177862806108 Each least square approximations [ 2.51658652 2.88123324 -1.45702404 0.12645761 0.03956161 0.34552928 0.37061722 -1.28719027 2.16243926 1.15341256 4.40067014 -2.61771769 1.58643016 -2.74037759 -1.29520265 -1.18263809 -1.63276434 -1.44670614 0.56198236 2.37941367] Distance 11.360891304023218 Each least square approximations [-4.40715738 -2.89745026 3.69405259 -3.06305838 -1.57122334 -2.74318173 -0.85651906 -1.97411634 -0.48707661 1.67837646 3.31342191 1.99773105 1.78836372 0.31780789 1.71753612 2.21240187 0.03300505 1.04841578 -1.19183244 -0.10302661] Distance 10.327252070466537 Each least square approximations [-4.0421299 0.08333482 -3.16459349 0.87594614 0.42618137 -1.88496426 3.39385121 0.08562237 -0.38781353 1.95122959 3.78516357 3.55989946 -1.64470949 -0.20779277 -1.99390523 0.60587973 1.4750164 -1.24251311 -1.04624691 -1.80386655] Distance 10.738590646658752 Each least square approximations [-4.64487527 -3.32519989 -1.38545706 4.19967593 -1.06542104 -1.35580472 -2.62654574 2.93721802 -2.53546797 -2.6404254 0.87309585 2.77121736 0.21748427 -3.7175213 1.86642721 2.63049506 -0.43665372 -1.71831657 -1.44542071 1.07885528] Distance 8.979162241949066 Each least square approximations [ 2.5714361 -3.83593347 -0.46576269 2.68183635 0.01636637 -0.64465662 -1.03501865 1.47079059 -0.74141436 -1.27883812 -0.40293658 1.91434678 1.62400602 1.22383277 -1.30610952 -0.53050185 0.21323512 -3.11214107 2.44300813 -0.44616341] Distance 11.975110321408414 Each least square approximations [ 4.48264881 -0.50636409 -3.01140244 1.33311917 -1.63104224 -2.47324518 -0.70155575 1.95269027 -2.69384387 -0.28636675 0.0199596 -0.68120572 -1.79896524 1.89310903 0.11163573 -0.24742613 0.57196043 -1.58775541 2.1550197 -1.87594839] Distance 11.568718288463323 Each least square approximations [ 7.25374079 4.28081378 0.19833958 6.96845805 0.72078599 -2.81652565 -1.64001791 -1.54048748 2.75541431 1.8708541 -0.04416957 -0.14935498 -0.35740908 -0.13762612 2.02351644 -0.05678622 1.63137924 2.96745082 2.58892369 0.05606649] Distance 6.1018375624386145 Each least square approximations [-5.90958503 2.16573788 -3.13827135 -3.99735218 1.06772732 -1.70139703 -1.62439963 -5.11796968 1.4089585 -1.31683276 -1.67835795 0.2464375 -0.90773546 -0.76714094 1.18614899 -1.32080325 -1.04507403 -0.21453288 0.37125182 -1.49734047] Distance 9.530755474523126 Each least square approximations [-5.52202427 2.96078565 -6.66153284 1.64919366 -1.64886077 -2.03365946 0.90560614 -0.27795352 -2.63807179 3.06485666 -1.00142054 0.10579905 0.84633803 1.99726576 0.64792719 0.95680876 -1.17214899 1.622797 -0.94669396 -2.66338853] Distance 9.842517029710935 Each least square approximations [ 1.11321291e+01 6.32969945e-03 -3.32435542e+00 -2.11035461e-01 2.12274816e-01 2.67376405e+00 -7.00736514e-01 1.69500605e+00 -1.32217271e+00 -1.58732854e+00 -1.40934133e+00 5.63303845e-01 1.12058337e+00 1.85866457e+00 2.53346411e-01 1.80900095e+00 6.51867141e-01 7.73394491e-01 -1.39638351e+00 1.55961578e+00] Distance 7.7964469435020805 Each least square approximations [10.49933692 1.08349631 -3.97410567 -0.64466034 1.34758332 2.75556453 -1.60061311 -0.35008082 0.70456149 0.07302043 2.66644495 0.3353321 1.72559143 1.03728244 -1.12264264 0.36365901 -1.83220504 -1.02994809 -0.04065376 0.70052302] Distance 8.282112285046857 Each least square approximations [-10.3733104 -3.12000908 -3.04996205 -0.80573494 1.35965371 -0.70062226 0.76950016 0.87062431 1.60706017 2.14496798 3.12364089 1.44043658 -2.85610291 0.68451513 1.36154532 0.07286045 -0.02089873 0.48969934 0.58939774 0.70080136] Distance 8.051472099555536 Each least square approximations [-1.03427057e+01 6.73959131e+00 -1.61787946e+00 -8.30238732e-02 4.70017656e-01 -2.61252839e+00 -1.58437144e+00 2.22760435e-02 1.13593083e+00 1.08083828e+00 1.05403563e+00 7.06118311e-01 1.03249440e+00 2.41867507e-01 9.57325839e-01 1.23832862e+00 8.86382838e-01 -9.82784493e-02 -8.70777603e-01 -6.77391115e-03] Distance 7.253643449010957 Each least square approximations [-8.85146365 -2.95199266 3.43169242 -1.33620935 -3.17714354 0.9325523 -3.29084139 -0.44121269 -2.06753295 -0.07690105 1.22528484 0.70791108 2.22412623 -0.70249397 0.99803727 -0.76211198 0.92819995 -1.25549901 1.08895907 -0.21291536] Distance 9.316898324310497 Each least square approximations [ 7.41364616 -1.49130949 5.19871946 -2.62310267 3.20266517 1.76414011 -3.18997737 -0.39395779 0.83186367 1.33778624 -0.95055079 -0.19129319 0.11047526 1.99642584 0.15635135 0.08234 1.91707268 -4.15183402 2.18368968 0.97404595] Distance 8.80406684815445 Each least square approximations [12.21698128 5.82427393 0.78178465 1.08349885 0.8957448 -3.74991142 -2.04157556 0.96836295 -0.5350331 -1.85721806 -0.66586995 -0.57905477 -0.67313889 -0.87111688 -1.22781956 -0.49998544 -0.73511479 -0.08548099 0.25573884 -0.07494111] Distance 3.6540807226238075 Each least square approximations [11.71043633 -3.46344806 1.14746573 -1.76108525 0.0580908 0.61967949 1.63100303 -2.72952378 1.09790641 1.53576394 -0.51371039 -2.14545182 0.59905747 -2.16945892 0.08563445 1.32084054 1.96474127 -1.05744494 -0.13856701 2.0872129 ] Distance 6.143177093083317 Each least square approximations [-12.87905495 -4.47684817 0.53651127 -0.35130943 -2.079689 0.17182905 -0.23454691 -1.53858066 0.58607692 -1.30475136 -0.05764639 0.22820667 0.20106048 -0.13052235 1.19064071 -1.62135747 0.70970537 -0.02236402 -0.30293464 -0.33103162] Distance 5.135716056488927 Each least square approximations [-6.57452269 6.18547481 -2.82725756 1.86647224 -0.15782146 -2.08610872 3.34032797 -1.20177701 -1.68843745 0.24444962 -0.78510894 3.50583233 -1.01749748 0.62526087 -0.83369485 2.23927878 0.47997224 3.24839528 -3.55122807 2.02581219] Distance 7.825261771581404 Each least square approximations [ 5.98442155e+00 2.96642190e+00 3.11570278e-02 -1.34646973e+00 5.87171655e-02 4.58375565e+00 -3.25265150e+00 -2.09378667e+00 1.52461530e+00 -9.99928841e-02 -3.50576862e-01 7.63442329e-01 1.05624031e-01 1.20106241e+00 3.51271713e-01 -2.64938663e-02 -6.04010038e-01 1.40547347e+00 4.14395847e-01 -3.11394576e-03] Distance 11.493102066982344 Each least square approximations [ 8.48537674 -0.71721286 0.51862558 -2.35856972 5.83629846 2.25827794 -0.05334635 -2.12705211 -2.33099094 -1.95985886 0.63939295 1.72742416 -0.38031309 -0.43003689 -0.8377595 1.03899796 -0.94168589 -0.78403676 -0.68824846 0.04028394] Distance 9.101309519834523 Each least square approximations [-8.00630145 -3.57735296 -4.08443571 -0.55146031 0.06956993 -1.13664346 0.43796606 -1.02156955 1.87687338 -2.0181657 -0.19910812 2.60947445 1.38393059 -0.19260032 1.98618498 -2.50582939 -0.06782101 1.51494122 -1.47422647 0.61763254] Distance 9.681597816857943 Each least square approximations [-11.08195635 -3.41748854 0.84004372 -3.15019713 3.5050991 -0.0638652 -2.93647961 -0.35594329 -0.91759853 -0.31048966 1.20658635 0.09722871 -2.44514531 1.02379393 -1.66221898 2.9770284 -1.77241032 0.77633629 -0.63160726 -1.15073497] Distance 5.380042378469696 Each least square approximations [-7.98568037 -2.23172876 4.45395391 0.14783612 -2.35056518 2.24678372 1.98050455 -2.09345238 2.06911502 -1.45892077 1.24123067 1.02104607 -0.6897626 -0.0536257 -0.2329726 0.52001803 -1.82253294 -0.47912382 1.45215966 -0.47918298] Distance 9.922246889078348 Each least square approximations [ 8.46625648 -0.90683514 1.92079488 -0.65802102 3.31155797 2.03928695 -3.16163177 1.57980421 -0.65096335 -0.5887316 1.75295928 -2.25878717 0.83009794 -0.5675149 -0.85829232 -1.03034225 1.66055719 -1.31369275 0.34470339 0.90539918] Distance 10.01052031212633 Each least square approximations [ 8.68701428 1.95819804 0.1444243 -4.33129528 0.55473741 1.70628789 -0.86640568 -2.47152748 0.1044379 2.39783408 2.67368279 0.1103503 -1.20806407 0.53047441 0.47772229 1.05906393 -1.47812094 -0.51071867 0.96839775 0.5668786 ] Distance 9.682532181391908 Each least square approximations [ 7.76014223 -0.79608739 -3.08558634 -3.33698423 -2.57866312 -1.75823222 -1.29928699 -1.71388247 -1.62058409 2.4215962 0.19060938 0.58997905 0.10537951 -2.3035363 1.18137528 3.51602995 -0.11147699 1.81261637 -1.40812644 0.69541875] Distance 9.593493599303601 Each least square approximations [-8.91218784 2.68075163 2.94248162 2.98156187 1.21888206 -0.44908739 2.40692251 1.40974718 2.72609786 1.98690873 -3.19359622 -1.20495339 0.1190449 -0.90876195 -0.529415 1.26107759 -0.07423281 -0.4266163 1.14351429 0.24606863] Distance 8.983319894877459 Each least square approximations [-4.53007574 5.40649823 -6.26837377 4.87127974 0.80713072 -1.91920771 1.75004086 2.41298698 -3.1059558 1.9320342 0.0414094 0.2479733 0.50077138 0.67414045 0.94990865 2.55668392 -0.19410233 2.74741624 -0.32275441 0.94483593] Distance 8.016865760898796 Each least square approximations [10.31666779 -1.56621678 -1.7081399 1.85563902 0.0916505 5.55717832 -4.8046649 -2.56153949 1.66643972 -0.36290459 -0.14101764 0.99661276 -0.03299598 1.11054288 0.10523678 -0.22438006 -0.39721446 -0.03584756 -0.69525766 -0.08464532] Distance 6.2275008387220145 Each least square approximations [10.43354492 -2.44868382 -3.43861902 -1.56104529 1.4674224 3.14892927 -0.61344096 -1.81557163 -1.60948041 0.45841981 1.56209882 0.94703741 -0.36094531 -0.73864278 0.21645693 -0.81099415 -1.60068352 -0.68696844 1.35212087 0.29427619] Distance 7.944130259684637 Each least square approximations [-9.26073091e+00 -5.03794295e+00 -4.47064781e+00 -1.59363960e+00 1.66186184e+00 2.62661895e+00 1.08524153e-01 4.67903566e-01 -2.95593068e-04 -2.72513660e-03 2.09639732e+00 7.66441128e-01 -9.36413673e-01 -4.20532011e-01 1.40545645e+00 1.21115621e+00 -5.20609871e-01 1.99534837e+00 5.09107272e-01 -1.12017134e+00] Distance 7.850419587467931 Each least square approximations [-12.28395585 3.33397967 1.01065727 -3.31980503 0.65504651 2.36779392 1.85617229 -1.08752093 -2.09876481 0.47133198 2.00418274 1.14678016 0.38642008 0.64450924 -0.98196567 -0.51408379 0.85964046 0.02015738 1.27128981 1.58565821] Distance 4.3697459127248965 Each least square approximations [-9.28211314 -3.02758957 6.56195917 -0.33258653 -1.09253279 1.19702558 -1.48100603 -1.52057361 -1.48274968 -1.30205417 -0.47988383 0.30287074 0.57187038 1.15376814 1.66391364 1.41060268 -0.66861889 -0.67917935 0.40604884 0.1625699 ] Distance 7.9420226312651785 Each least square approximations [ 9.20699663 -4.35214882 2.99756453 -3.10578359 1.92715958 1.37660103 -2.55738818 1.84332084 0.58813216 2.7436127 0.69481552 -1.01769007 2.43482308 0.54233866 0.92235751 -0.27858351 1.92212899 -1.56467339 0.67626263 -0.52707886] Distance 7.689272386374627 Each least square approximations [10.08572618 3.93629509 1.49912877 -3.77596909 2.01579386 -0.54233827 1.11244893 -1.86147723 -1.52228402 -0.31503634 2.80162379 -1.13650906 -2.78625947 0.51880012 0.14223989 -1.71189809 -1.98909506 0.80475464 0.24548462 -0.45879281] Distance 7.087771050601049 Each least square approximations [10.88080212 -3.83942867 -0.19970612 -2.2945919 -1.04642116 -1.17150869 -2.1051139 0.53019223 -0.29132684 0.57380003 -0.8792694 1.25591585 -1.33785374 -1.32936076 -0.54934176 0.65974702 -0.41185347 1.64081727 -0.58121014 1.0134949 ] Distance 7.9705766488990095 Each least square approximations [-11.20626993 -0.63738757 1.70941393 3.94440993 -0.25000852 -0.89353607 -1.56759385 -1.89098507 0.46137006 1.11229847 -2.14822186 0.04256749 1.20533658 0.7022141 -0.1897581 1.39967957 -1.66044269 0.33189444 -1.84857782 0.78575651] Distance 7.222381689020922 Each least square approximations [-5.46986907 1.84314864 -0.85376421 2.23581797 1.57989628 -3.7930507 3.61602309 1.43405416 -3.47926031 -1.55612266 1.67212173 0.41795263 1.44591074 -0.16269541 -1.7963659 0.08129608 -1.06618982 3.8666503 -1.36546891 1.98148705] Distance 9.416702005977262 Each least square approximations [ 8.79933309 0.31209838 -0.36846685 0.97304925 0.31231437 -0.20888131 -1.0665645 0.60521935 1.63353562 -0.54058863 -0.25609514 0.70351635 0.3490932 2.0815242 -0.4584283 -0.96777968 -1.22229207 -0.10221623 1.06577786 0.3749425 ] Distance 10.59736193339898 Each least square approximations [ 7.29516191 -6.2458741 0.04183952 -1.43944087 0.51567887 -0.2406823 -0.42848934 -0.17471971 -0.20451901 1.60596334 2.52862315 -0.61160793 2.58381178 1.70034401 -1.39802557 2.77206894 1.24424465 -0.6136272 1.69906842 -1.56878448] Distance 8.587848124790261 Each least square approximations [-3.98648567 -5.6365852 -3.61450162 0.62671362 0.34977959 1.3789007 0.13998693 0.58959297 -1.26105658 -0.87263288 0.51742353 2.62668076 -0.10942088 -1.85488217 1.36988016 -0.1603326 -3.58128526 1.95340164 1.08814657 -1.14093134] Distance 10.341586440465404 Each least square approximations [-8.47697693 3.01227967 4.80417582 -0.12256266 0.34750538 -5.31312218 -0.08510182 1.74644279 -1.44034585 1.39511835 -0.50088138 0.68839179 -0.61038656 -0.37396486 0.7876227 -1.3629504 -0.94102459 -0.18660258 0.06728791 2.34433933] Distance 7.407326204599429 Each least square approximations [-6.39900205 -1.89492415 4.21454992 0.89542379 -1.73721854 2.77764334 0.66861267 -0.19841218 -0.88256019 0.00791937 2.53898905 0.13244745 -1.64009577 0.18979388 0.67297247 3.51131296 -1.14791279 -0.18121445 0.18718514 0.046446 ] Distance 10.295637081619564 Each least square approximations [ 7.87894641 0.81662967 0.71404727 -2.67222545 0.0786561 0.66245618 -3.21828636 3.48287104 0.513404 -1.22346089 -0.73100514 -0.62174911 0.05158435 -1.00827587 0.3005323 -0.98225529 0.60563768 -2.50824448 -0.21616665 -0.69729462] Distance 9.959209966366812 Each least square approximations [ 5.20424163 3.89538461 0.74043911 -3.38520416 2.91211131 0.81737224 -2.07544647 0.09269248 -1.03410891 -3.16151238 0.36237964 -0.1750179 0.67700334 -1.22354104 -2.16146567 -3.20680341 0.14665547 -0.86251048 0.7635503 -0.51674184] Distance 10.342987881870245 Each least square approximations [ 7.01243017 -2.43577875 1.77265196 -2.09937763 0.30898394 -0.43472381 -1.55699214 -2.19621103 0.11732981 1.05185403 2.05418253 1.78296799 -0.08294618 1.40040874 -1.47349905 -0.98658322 -0.02956967 0.96428173 -0.3487592 1.72114072] Distance 10.799346504351556 Each least square approximations [-7.24827525 -2.42238507 0.27784473 1.95131965 -3.11724652 -0.25059497 -0.4963539 0.52481282 1.24219223 0.28380757 1.52754147 -2.54438921 -0.98186036 2.7746618 0.34634835 1.87807158 -1.95101804 -0.51579021 -0.39121373 0.5752941 ] Distance 10.226016041499951 Each least square approximations [-8.43826165 4.69026279 -3.40617555 2.08790518 -1.04175618 0.60521121 -0.4489743 1.60567581 -1.52427614 1.87097829 0.3939664 -0.93965134 4.70908891 -0.26308172 -1.30270802 -0.0602286 -0.45067734 -0.34602393 -0.91512992 1.64547768] Distance 7.734232426609393 Each least square approximations [ 7.81064064 -1.0759275 0.47148248 0.11619434 -1.78856814 2.46019584 -2.61974208 -0.70350491 -0.89287157 -0.82252561 -2.92695607 0.54802411 -0.84828777 0.27266589 1.01180834 0.18816747 -0.01200223 -1.37212944 0.56371147 -2.10963597] Distance 10.489746596411894 Each least square approximations [ 8.06863999 0.10804579 -2.12618402 -1.89410477 2.05951016 -2.2996486 -0.63814256 -3.88440763 0.40045937 4.34346638 3.76064198 -1.51160144 -0.78002479 -0.22621907 1.6138968 1.02748556 -0.04246058 0.04818116 -0.97182697 1.34921842] Distance 8.191347485093225 Each least square approximations [-1.07777497e+01 -4.18743279e+00 -1.04926973e-01 -1.50627601e+00 -6.72171347e-01 2.13475784e-01 8.45391602e-01 3.89854386e+00 -2.15492716e+00 9.30815501e-01 -1.27403785e+00 -9.30254288e-04 1.59507221e+00 1.59694503e+00 8.23037863e-01 -1.63186123e+00 -3.98747409e-02 1.04663510e+00 1.39098894e+00 -8.08318178e-01] Distance 6.020864643246821 Each least square approximations [-8.54735045 2.09935996 0.50506105 -2.4254476 -0.05376386 0.13933536 0.45235168 2.64056349 -0.35281497 0.59618325 0.28821912 1.92712321 0.83534323 -2.43517928 -1.70807603 1.02828499 -0.85831536 0.17006303 0.535324 -1.46582966] Distance 9.950224900109488 Each least square approximations [-11.00665792 -0.85366756 1.01381649 0.85739435 -0.79662392 0.79635812 3.74732384 -1.0217787 -1.31406306 0.07344404 -0.71729452 1.8737621 1.31324336 -0.12783521 0.2360755 -1.67173149 -0.02850482 -1.49779825 0.95940365 1.18569467] Distance 7.278479713820136 Each least square approximations [ 8.71987173 -0.87259938 1.80786891 0.48653059 1.42186282 0.5390204 2.61381048 1.80550593 -1.34435653 0.94588596 2.04184778 2.74333259 0.5310555 0.62327799 1.10889487 -0.92368822 0.92838172 -3.10694373 1.33322464 2.17288735] Distance 9.001013455463243 Each least square approximations [ 7.41260284 2.61482699 -2.02290461 -4.24248266 2.36244245 -1.65402175 -2.39082261 -1.20458261 0.58611571 -2.01195959 2.26447099 -0.91318079 0.42495414 -0.69502857 -0.79841332 1.83554573 -0.53781132 -0.41992213 1.03217487 0.04354563] Distance 9.590312148166577 Each least square approximations [ 9.43454395 0.64235798 -4.21371616 -2.36030131 3.12852207 -0.72366036 -2.1526821 -3.80495097 0.57687058 -0.82549126 2.24289911 2.73221247 -0.35834292 0.03035435 0.10449116 -0.373243 -0.66995306 0.61539785 -2.04861882 -0.12497393] Distance 6.847426010964697 Each least square approximations [-9.19711033 0.3048308 -1.01027864 3.89542274 -1.89660173 -2.49663076 0.24050516 -0.49896277 2.53880724 1.55962635 0.54570882 -2.70339343 1.06875669 -0.81123279 -1.78287928 -1.34048103 1.10098233 -0.81516802 -1.26819497 -0.88904729] Distance 8.327191062781653 Each least square approximations [-7.93313491 2.08611931 -0.25271261 1.28633646 -0.93060865 -5.29947061 -1.04700952 -3.26794582 -0.85491965 0.41594923 0.31339534 0.224606 0.29007599 1.03816201 -0.64538291 1.52360564 -2.73198699 -0.45266285 1.05769262 2.72268736] Distance 8.0850259229476 Each least square approximations [ 5.10551887 1.05350487 -0.39435233 -2.25524993 -1.93626062 2.12461983 -1.70503968 -1.01227329 0.64852215 -0.96834845 -1.28063611 -0.43544704 0.38703624 0.42907218 0.54593484 0.27702812 -1.97653779 1.30444913 1.74268202 -0.69206695] Distance 11.77361290774877 Each least square approximations [ 9.16253501 -0.0183235 5.88104002 -1.98350569 1.46562602 -2.40476001 0.16872632 -0.21365909 -0.40410451 1.55192629 -0.73809598 -1.07927838 -1.68154247 2.83096758 0.76560465 0.3533088 -0.82536997 -1.5374145 0.20975329 -3.0901804 ] Distance 6.107438111380205 Each least square approximations [-5.05559987 -3.18495802 -2.47726814 -1.29668846 -2.12496918 0.49675648 3.55838442 2.1003718 0.99289361 -0.33986065 -1.23180878 1.95449096 -3.00347463 -2.54347711 -1.31616523 -2.04652983 -0.21040071 -0.4407834 -0.98856392 0.52052383] Distance 10.077606894735032 Each least square approximations [-6.96161793 -1.7128798 1.04509002 -0.84597217 1.14135068 -3.52520636 -0.6648074 -1.92266895 -0.18933505 1.45744677 -0.57310745 -0.14002749 0.77176713 1.87430324 1.50401825 -0.72101712 -0.33199791 3.08935452 0.02914102 1.56718075] Distance 10.18171755882362 Each least square approximations [-6.34590831 -1.84765227 0.61680135 1.38779057 -1.57155733 2.53625184 -1.77456009 1.59805285 1.59527636 2.54186425 0.67645873 2.01347816 1.42603173 0.53316472 -0.66953528 0.09752479 0.04185489 0.68866802 1.51309263 0.18926462] Distance 10.796343646781107 Each least square approximations [ 7.3897525 3.63397478 2.78893197 -1.98239861 1.14092713 -2.32648312 -1.08677958 1.1911357 -0.08766831 -2.08238584 0.4556799 -0.99608414 2.38830088 0.2661559 0.39438352 -0.520092 0.74035454 -1.26805709 -0.81433601 -1.30524522] Distance 9.547125211193915 Each least square approximations [ 6.41799477 0.25924206 -2.9873803 -3.49955354 2.82513561 0.53384412 -2.68067006 0.63674038 1.56362289 -1.4367297 0.51204825 -1.40111735 1.66853066 -0.18933976 0.48215144 0.04735535 -1.21697728 1.45398128 0.63893642 -1.22254283] Distance 10.13299896606703 Each least square approximations [ 6.19827637 0.2569398 0.30452018 -2.73882033 -0.52765763 1.94167027 -1.96848632 -1.32930734 0.37411159 -0.80330517 0.29333287 2.70181407 0.02021037 0.0704683 -1.23356531 0.67000379 0.84085594 1.42370446 -2.59818042 0.23288595] Distance 10.990757842905557 Each least square approximations [-6.2799495 0.94422383 1.10928613 1.43207599 -1.96026417 -1.77524965 2.37750392 2.3634897 1.28758913 1.57923307 0.60810601 -1.92888292 1.61828581 0.01567108 0.58478837 3.52886907 -0.67561717 1.48215571 1.12867371 1.48438071] Distance 10.228459676390406 Each least square approximations [-5.82783898 2.37504866 -0.61369117 4.63342791 1.59548773 -4.75727576 1.91950483 -2.42899199 -1.91466227 0.41881698 1.35171365 2.38326284 1.00738819 1.25191649 0.51919022 -0.30843769 -3.30476201 1.3510953 1.23157694 1.2231443 ] Distance 8.391494908836924 Each least square approximations [ 6.58155121 1.05877704 0.4576479 -1.65854082 -0.29272704 3.23623975 -0.92685988 0.93789699 1.77604288 0.35504737 1.09096127 -0.77897845 -1.00750641 0.91596662 -0.38138077 -0.61816377 -1.06723803 0.61054595 1.79624526 -1.59099094] Distance 11.057104167953964 Each least square approximations [ 8.59130414 -4.52910875 5.12659773 -0.77127582 2.75649882 1.47977354 -2.48250169 -1.1711642 1.31883573 0.82339076 0.89485486 -0.18055176 -1.03369953 0.69984344 -0.25760769 0.2693938 2.02462681 -1.36433276 -1.62346353 -1.18937352] Distance 6.5728566415456795 Each least square approximations [-3.58055584 -3.81690608 -6.01386728 -1.44928091 -1.94556074 0.13355335 2.14636517 2.1479215 0.99288571 -0.75964045 -1.23876545 1.23852497 -0.67466773 -2.79325023 -0.86680846 -1.14748021 -1.24126999 -0.24168655 -0.61047489 -1.40722497] Distance 9.954654323526377 Each least square approximations [-8.01284863e+00 -4.21636806e-01 2.47205162e+00 -1.07952918e+00 7.65226445e-01 -1.99884297e+00 -1.16562239e+00 -2.76406139e-01 2.06695480e+00 4.27802971e-01 -3.10916301e-01 1.81534356e+00 1.08262621e+00 1.78287180e+00 2.51657807e+00 5.90646020e-03 -6.82222047e-01 1.96166953e+00 8.99722028e-01 1.17889275e+00] Distance 9.693481461263776 Each least square approximations [-5.50058508 -1.15321855 4.64588366 1.49793794 -1.10354528 2.24734571 -0.92639834 0.026501 4.13785411 2.14770202 0.88857658 1.39666464 -0.14600848 0.82816754 -0.4205344 1.53952095 0.41240211 -1.54799224 -0.7772349 0.4094472 ] Distance 10.152592483482113 Each least square approximations [ 7.30340161e+00 7.79488295e-01 2.10102638e+00 -2.21932752e+00 1.28559349e-01 -9.60868279e-01 -3.80239150e+00 -3.61632059e-01 4.87769108e-01 -1.43357999e+00 4.71512425e-01 -1.54544605e+00 -3.80830252e-01 -1.18975379e+00 1.35088201e+00 -1.65652839e-01 -9.59331732e-04 5.42916278e-01 -1.88868962e+00 -9.32168431e-01] Distance 10.238188770472462 Each least square approximations [ 6.60729413 1.89508513 -2.68384211 -2.79821235 4.71623756 3.57861205 -0.68863864 -0.35015214 1.14267587 -0.35849896 -0.7383506 -0.97321001 -0.45725151 1.06478115 0.61326472 -1.7938951 -0.67012231 1.34607529 -0.26867471 0.11691439] Distance 9.409917451584347 Each least square approximations [ 5.61829581 -2.61433547 -0.10813079 -2.81477429 -1.38046346 1.99272402 -2.48361053 -0.63937118 0.18821163 1.00826868 2.34651326 2.46004549 0.24600152 0.29329119 -0.48940312 2.39331745 -0.3193012 0.33225591 -1.60816151 0.09585644] Distance 10.787199469065056 Each least square approximations [-6.62696215 -0.67457467 1.87951336 2.37050984 -1.48224168 -2.29091926 3.5685096 2.27230297 -0.3350557 1.52099779 -1.14130088 -0.93572238 1.14001722 1.35832116 -1.38141666 3.06395655 -1.02627149 0.71275133 0.01594686 1.30776516] Distance 9.772452643423488 Each least square approximations [-5.77809217 3.73199257 -7.52786424 4.28459263 1.57297792 -3.05232257 2.62273613 3.1599311 -1.77629782 0.43595831 0.10287461 -0.00838655 0.94281538 -0.44782479 0.60517471 0.28889594 -1.70212635 1.0515402 1.5971998 0.86939105] Distance 8.606976421814066 Each least square approximations [15.106961 2.6494608 0.91711819 0.3488227 -0.10231389 0.17459681 0.4326552 0.1999215 0.435182 0.19028984 -0.37119835 0.03511791 0.05072341 -0.31830543 0.14730585 -0.26633882 0.10813234 0.12258794 0.06921595 0.02129407] Distance 0.4653108901435967 Each least square approximations [10.96439721 -3.78584712 -4.8161669 -2.92442124 1.3838044 -0.73979486 -1.45527185 -0.40655758 0.70870664 0.09066504 0.1886103 1.62698712 1.35428641 -0.32892143 1.9747716 -0.32321469 -0.21765115 0.03853842 -0.23469429 0.11754665] Distance 7.548469403453051 Each least square approximations [-9.31772239 -4.2734229 -6.14948272 0.16462137 2.3127214 2.09282018 1.41413778 0.1636129 -0.04003774 -0.66629149 0.85996499 0.8445154 -0.61120573 -2.21343539 -0.41879535 0.02061641 -2.59984163 0.74538782 0.93957154 -1.34795475] Distance 8.077031131911442 Each least square approximations [-11.1587443 5.31220464 2.85724785 -1.8943415 -4.82763013 -1.34280217 -0.73636701 -1.18193076 3.20901271 0.72653868 -0.13984988 -0.7422036 0.75794731 -1.746638 0.68856113 0.36298862 -1.16393628 1.35041103 -2.2016584 0.77903275] Distance 4.634966374035037 Each least square approximations [-9.98652061 -2.04092441 6.72958898 -1.03619378 -2.23347239 1.34186976 -2.45132048 -1.30508346 -0.21048266 -0.76976737 -1.51465509 -0.84749946 0.87783484 1.43079717 0.56293259 0.40978906 -0.38785724 0.55922981 -0.15289502 -0.30858061] Distance 8.06154593827962 Each least square approximations [10.67167615 -3.29634024 3.90362491 -4.1619204 2.33808578 0.83372441 -1.74431863 0.70817219 1.54954465 3.2615533 -1.84843272 0.97953156 -0.12223188 -0.73584335 1.6073645 1.68018705 0.03937663 -0.97311522 -0.35967926 0.90196516] Distance 6.70780575459808 Each least square approximations [10.73442425 3.51315693 3.57196171 -2.69891721 4.14974259 0.5645399 0.72549185 -0.53215258 -0.65105467 -2.501265 1.30142071 -1.26455314 -0.73391759 -1.10177516 -1.57305931 -2.15858593 0.34649427 -1.10548334 -0.28409413 -0.7280353 ] Distance 7.106771138010404 Each least square approximations [10.60314596 -5.16024352 2.14477805 -4.84407534 0.09622895 -0.40323772 -2.37553186 0.47390041 1.03667097 1.51294431 3.17610653 -0.0714286 0.07983286 0.87982445 0.59223743 0.72117215 -0.61277199 -0.03860402 -1.30786226 1.34391677] Distance 6.717108105131656 Each least square approximations [-1.11332010e+01 -3.99024594e+00 3.09050172e+00 2.54827891e+00 -2.58969202e+00 3.00585862e-01 -2.53573199e+00 8.81881099e-01 9.48741364e-02 2.41549959e+00 4.19097633e-01 -8.71286170e-01 -1.15155668e+00 2.15472476e+00 6.89666270e-02 -6.56290272e-02 -1.70986271e+00 -2.38172620e-03 -2.25345916e+00 1.23444086e+00] Distance 6.714074844952175 Each least square approximations [-6.61993095 3.50060402 -6.36055843 1.39733527 -0.46145905 -4.18119868 3.39279753 -0.77417555 -3.20100696 -0.17962914 0.0623194 -0.02055731 -1.09660465 -0.11831677 0.02411389 1.03159445 -1.76715668 1.29033339 -1.68200335 0.96474736] Distance 8.103292732353555 Each least square approximations [ 8.1451683 3.67873578 0.88170626 -1.15493029 0.28680579 5.17458687 -3.08898575 -3.30287434 0.88238325 -1.37805729 1.38041582 -0.28252316 0.07401549 0.97694942 0.05925834 0.09524865 -1.0177117 -0.21681684 0.22179223 0.03424082] Distance 8.888303843257882 Each least square approximations [ 8.41977890e+00 -2.97466782e+00 -1.04731479e+00 -4.08260679e+00 4.73054292e+00 2.28706934e+00 -1.94842905e+00 -1.93709104e+00 1.40888719e+00 -2.49224149e-01 -8.46898280e-01 -7.83651936e-02 -6.06864099e-01 -1.80476009e-01 2.68243979e+00 5.69975422e-01 -1.94014936e+00 -3.59471338e-02 -3.99892443e-03 -4.91159294e-01] Distance 8.228391619075975 Each least square approximations [-7.52246816 -2.24054446 -6.21279229 -2.15126581 3.26530948 -0.16070289 1.52468508 0.92354303 0.41298534 -1.39594287 0.59778258 3.19198777 0.8089519 -2.81000387 0.13624836 -1.83020711 -1.12682419 1.08705032 -0.55736393 -0.20559501] Distance 8.305402937227777 Each least square approximations [-1.23749196e+01 -3.40943299e+00 -3.71388048e-01 -2.35592966e-02 -1.73342986e+00 8.56530532e-01 3.06202163e-01 -1.18623289e+00 2.05499472e-01 3.12467500e+00 -1.88277255e+00 -3.34895529e-01 1.51266588e+00 6.64160012e-01 3.22678709e-01 7.51394925e-01 4.97753781e-01 -5.60406153e-01 3.10715990e-03 1.52962834e+00] Distance 5.016477286902458 Each least square approximations [-8.91480923 -4.54911417 3.40687839 0.27370628 -2.02049254 4.13282077 -1.70814927 -1.96848409 2.08239957 1.28380402 1.91160695 0.5120158 -1.42953504 0.93732124 1.1936805 -0.46910215 -0.95718767 -0.61155328 0.54448916 -0.1641584 ] Distance 7.692930158587878 Each least square approximations [ 8.41500963e+00 -3.63866365e-01 5.45802444e+00 -3.44373147e+00 3.23166453e+00 1.67878309e+00 -2.35518944e+00 8.74432465e-01 -4.40443740e-03 1.24320823e+00 1.89002874e+00 -7.94141273e-01 1.99641449e+00 5.36952090e-01 -3.20916820e-02 -1.47185599e+00 8.80413853e-02 5.23446433e-01 8.71051136e-01 -1.36125882e+00] Distance 8.235117039732732 Each least square approximations [10.19176812 -0.3250737 0.2513551 -5.63025457 1.65276511 5.08769612 0.08704993 0.82085994 -0.21082148 -1.14306807 0.77105441 1.03123024 -1.57071147 -0.36088925 0.50166003 -0.13012686 -2.22466559 -0.67938229 0.85886687 -0.81566698] Distance 6.1107312369757985 Each least square approximations [ 9.0478079 -1.44117523 -0.16932051 -4.89258934 -3.61998762 -2.33869549 -1.16102017 0.33609064 -1.36625573 1.26872479 0.73352769 1.52897878 0.75431516 1.85291659 -0.7602453 2.24935892 -0.18842659 2.56503571 -0.60084681 -0.30544332] Distance 8.00413663806711 Each least square approximations [-10.30786578 4.08858666 5.00916742 2.38924167 -0.91468774 0.90987895 1.21505996 1.04963107 2.32379801 1.36729774 -0.58895041 -0.12152449 0.65850261 1.91703587 -0.33588422 1.81933116 -1.89611149 0.80754678 0.52769677 0.07234516] Distance 6.112522647336406 Each least square approximations [-6.31684969 4.25766874 -6.56108438 1.40892805 -0.18727776 -3.61665002 3.88479119 -0.04458468 -2.2117806 -0.66275921 -0.5478797 1.30055217 -1.52048179 -1.43245121 0.11909334 1.10918735 -1.67709715 1.1028017 -1.64858215 1.92779954] Distance 7.772310439416988 Each least square approximations [ 8.25648069e+00 4.95356193e+00 8.40170213e-01 -2.02579389e+00 2.09696526e-01 4.78530766e+00 -3.13799131e+00 -1.24402312e+00 8.75349640e-01 -1.17746202e-01 9.66901781e-01 -3.92065333e-01 4.01316879e-01 6.41322654e-01 1.31698913e-01 1.94381729e-01 -1.73377970e-01 5.93163881e-01 2.33253379e-01 -2.84365637e-04] Distance 8.960346928460472 Each least square approximations [ 8.47305761 -3.14394359 -1.18976641 -5.01749004 5.16363471 2.20203465 -1.26440172 -1.08949254 0.8615533 -1.41563192 -1.00940067 0.30474121 -0.25575531 0.24752525 2.62588015 0.22354497 -1.66844455 -0.07708185 0.03470124 -0.90823523] Distance 7.6133903651908765 Each least square approximations [-7.87431241 -2.31771273 -6.20403897 -1.1512448 3.52695383 -0.42078731 1.03622338 -0.29511271 0.23238752 -1.98572864 0.16926788 2.37050805 1.84962 -2.84713414 0.21724174 -2.8253519 -0.54830777 0.86357426 -1.00524169 0.16079344] Distance 7.925953014856886 Each least square approximations [-12.00934187 -3.82481242 1.7325138 -0.6552315 -1.19552214 0.73714366 -2.13576606 -0.74552486 1.54042922 2.7034935 -0.71639689 -1.51431382 -0.26525175 0.14984175 -0.78806813 0.5171253 -0.20986113 -0.43634338 0.31889599 1.12339509] Distance 5.534713258436395 Each least square approximations [-8.91340062 -3.83798966 3.94135299 -0.44371481 -1.93276606 3.393819 -0.91974362 -2.8100894 3.29665138 0.39153159 0.89088348 0.5581643 -1.36260291 0.83853223 0.76109027 -0.36946237 -1.98670929 -0.20195088 1.57268485 -0.1403778 ] Distance 7.6997419000902605 Each least square approximations [ 8.87159278 -1.18293188 4.6937116 -2.80646436 3.64685094 1.93675563 -2.47178609 -0.67644089 0.16023575 1.04257831 2.39623315 -0.87390942 1.78923608 -0.28799207 -0.32939858 -1.53283127 0.04932338 0.47737328 -0.51990981 -0.17820512] Distance 8.219030681070683 Each least square approximations [ 9.89943444 -0.46998252 2.01404881 -5.0510119 2.38358841 4.81253082 -0.30176012 0.37291877 -0.2341495 0.01070771 1.74637608 1.45073703 -1.0269547 -0.73639075 -0.84053673 -0.48890573 -1.87338166 -0.96606704 0.77271082 -0.31056793] Distance 6.732453060950951 Each least square approximations [ 8.29281244 -1.2388343 -0.9713139 -5.38839796 -3.80102736 -3.52838875 -1.45703875 0.79314292 -1.499882 1.70455434 2.18128132 1.13769219 0.20101502 1.17539834 0.23108621 2.29143787 0.069489 1.59663116 -1.94410915 0.76625276] Distance 7.764509898624281 Each least square approximations [-9.53331658 3.19372643 5.92861716 2.09224704 -1.6234316 1.11397588 0.75343398 2.04475436 2.88739624 2.86949844 -1.2911185 -1.3817092 -1.11592442 0.88118635 -0.60438556 2.01623708 -1.65765603 -0.32129145 0.94816292 -0.58053057] Distance 5.929023368839177 Each least square approximations [-1.13160822e+01 4.35749013e+00 -4.77011736e+00 -1.21700765e+00 2.40329912e+00 -2.56967719e-01 1.35134152e+00 -1.03696861e+00 2.42186622e+00 -1.75402692e-01 1.66156645e+00 7.46936522e-01 3.06199912e-03 1.29309886e+00 -1.10573276e-01 -3.72566664e-01 3.57628271e-01 1.99212598e+00 4.86535426e-01 -9.44200945e-02] Distance 3.602550327775806 Each least square approximations [ 7.37718525 2.87381441 1.66989804 -1.17267777 -1.44302782 4.23362923 -2.51628628 -0.94057897 -3.72679307 -1.06679142 -2.00009594 -0.69557528 -0.39578899 -0.16904027 0.11702657 0.06590447 1.67870847 -0.50131584 1.47179429 0.1485984 ] Distance 9.45190592575238 Each least square approximations [ 8.61264991 -0.16962656 -2.1072077 -3.24115519 5.37769258 -1.03552388 -0.49366321 -1.95552184 -0.4574195 2.49444837 0.77826602 -0.59263978 -2.71900495 0.36531396 1.17552552 -0.59781784 2.53201606 0.53137159 0.44410608 -0.58648112] Distance 7.828030261634457 Each least square approximations [-9.67980689e+00 5.24910237e-03 -4.99959246e+00 1.82933878e+00 -2.02803420e+00 -4.01114860e-01 1.85463493e-01 2.83527541e+00 -4.20637267e-01 -2.79021228e+00 -1.65886219e+00 1.40906504e+00 7.42690636e-01 -1.16058321e+00 1.83245249e+00 -6.92136265e-01 -2.17825463e-01 1.29566333e-01 -1.08298389e+00 -1.01045275e+00] Distance 7.300494415199103 Each least square approximations [-8.84624874 -0.3189993 0.95123318 -4.34453481 -1.07197839 -1.5629923 -1.20765216 0.97342842 1.49948525 0.20733703 -2.5967424 -2.09258466 0.20494029 0.17812174 0.43103303 2.26386282 -1.22356021 -0.26915684 0.41345598 -0.50502866] Distance 9.135045966073685 Each least square approximations [-10.34479077 0.61607699 1.34232677 -3.39353868 -0.23091812 3.19921892 0.51185171 -0.42992991 3.05788238 0.15639961 0.36556313 1.41021322 0.77535212 -0.82482662 1.71312384 -1.74719949 -0.63255794 2.01367091 -0.58294722 -0.2983575 ] Distance 7.299366769546205 Each least square approximations [10.67768425 2.58019809 1.20069499 1.01373114 3.56074869 4.59041375 0.77233065 0.40683417 -0.88847676 0.14875655 1.76693382 1.94572799 -1.14489366 0.67391805 -0.32387135 1.75945822 -0.10512727 1.06686443 1.03816055 -0.63664962] Distance 5.95050963728006 Each least square approximations [ 7.90816898 2.44684915 0.79294036 -4.74054985 2.25075902 1.39330462 -1.9164224 -2.27452248 0.73365244 -1.62440343 1.15182398 -0.32372388 0.99433117 -1.19526547 0.13018163 1.79884911 0.71520949 -1.06074398 1.06270069 0.82429216] Distance 9.336659256448877 Each least square approximations [ 8.65074171 0.80713883 -2.54345911 -6.68547892 1.97309776 -0.87449775 -3.138981 -1.35143553 -0.63685639 0.690532 -0.40329124 1.26419301 -0.57945706 -0.19498222 1.68147119 0.95759609 0.14376961 -2.23210475 0.85125951 0.1906463 ] Distance 7.270764796798279 Each least square approximations [-8.4977331 -0.54558475 2.06979481 4.39871882 -0.86366062 -0.41590429 0.65537142 1.22052378 2.37830552 2.82967046 -1.51332234 -0.16732588 -0.06994435 -0.37523027 -1.76367867 1.66192024 0.46164378 -2.34216835 0.57704516 0.62647313] Distance 8.998575142597806 Each least square approximations [-6.40361028 3.25603771 -6.1624009 3.4631211 0.39140856 -3.93249294 3.54769493 -0.4536897 -2.83239321 1.5029877 0.45366317 0.29277836 -0.33715163 0.37856253 0.55170579 0.87508189 -1.99601582 1.19191289 -1.77168542 -1.2687288 ] Distance 8.11836230367335 Each least square approximations [ 9.10101359 2.32598552 -1.0832675 -0.47226061 0.03639832 6.29628077 -2.21122083 -2.7520562 0.88228547 0.05683862 1.69396352 -0.82548362 0.6546261 0.0581089 -0.31751552 0.09520011 -0.35498311 -0.03411031 1.41806136 0.10331659] Distance 8.317521401986282 Each least square approximations [ 9.24742945 -2.46711695 -1.54129881 -2.49213742 4.75013333 1.43209473 -4.05334599 -2.10099097 -0.20537499 0.06899262 -0.64980569 0.27090698 -0.75546473 -0.38228183 0.23141798 -0.53733377 -1.69360383 -2.65258422 -0.34444872 1.0762094 ] Distance 7.714774018879143 Each least square approximations [-8.70715928 -2.86886109 -6.07651728 0.22614098 1.60184781 -1.17289908 1.64143011 0.65686614 2.58597786 0.96198353 1.56969669 3.2861273 0.53646496 -1.1868667 -0.56433462 -1.45500641 -1.19962607 1.02766372 -0.16741513 -1.02963299] Distance 7.827456150748551 Each least square approximations [-1.24013330e+01 3.43378268e-01 -3.81814253e+00 -1.72838206e+00 1.90772827e-01 -5.20548150e-01 -1.89357801e+00 -2.95333088e+00 6.14827250e-01 9.97331314e-01 -1.72613140e+00 2.88532234e-01 2.04339752e+00 -1.02148476e+00 5.92748692e-01 5.12216339e-01 1.16842415e-02 -1.70848058e-01 4.75558428e-02 3.98926238e-02] Distance 4.853279732567463 Each least square approximations [-9.43339481 -2.20334458 4.97984293 -0.33047932 -3.28604318 3.29652958 -2.36322594 0.01119323 1.26472992 2.59101465 0.13498485 0.3319048 -1.32844587 0.55300687 -0.22707171 -0.1852267 -0.55264739 -2.08243907 1.47832165 -0.48994798] Distance 7.36750848112282 Each least square approximations [ 8.08389951 -1.33333638 4.65261749 -3.72078099 4.9161286 1.33966861 -2.8157578 0.53753175 0.30744503 1.36231535 1.54508723 -0.6021384 1.54768247 0.74671078 0.28363827 0.15364876 1.28824568 -0.24273893 0.96725053 -0.15568476] Distance 8.409098556593452 Each least square approximations [11.65379482 2.91418568 -1.41290363 -5.47095365 0.83960727 2.55763519 0.87982759 -0.42145983 -0.29850673 1.30079256 -1.40761269 1.88062028 -0.73902731 1.53736075 -0.50528727 0.04784612 -1.2969492 0.60586279 0.51122035 -0.99758955] Distance 4.443628885025067 Each least square approximations [ 9.96121859 -3.04609949 -0.07038081 -3.11299238 -2.2322977 -1.55528948 0.31925797 -1.09911203 -0.28166588 2.77832632 0.60005373 0.47693657 -0.524046 0.7046109 0.07697326 4.01049441 -2.28838242 1.62272408 -1.24625298 0.30269645] Distance 7.501543763802314 Each least square approximations [-12.13210201 0.65255142 3.46905929 2.03989459 3.15291303 0.38877046 1.53432223 -0.50195684 -0.32679345 0.76700854 -0.62982774 -1.95477607 0.48958809 0.81459155 -0.94586181 1.11028836 -0.57084137 1.49994301 0.47534234 -0.39185726] Distance 5.526399842302178 Each least square approximations [-6.02361511 3.20928637 -4.63762196 3.59079394 -1.66527226 -3.90401993 1.66463401 -0.10925826 -2.24617506 2.66217366 -0.56945224 1.92995766 -0.97249856 0.17643049 1.48045575 1.06503035 -3.11936484 0.24102703 -0.97720778 -0.69623926] Distance 9.092299746677691 Each least square approximations [ 8.18822428 2.74385143 -0.83805527 -0.53152192 -0.569836 5.00250694 -1.41102333 -2.18843653 1.44082747 -1.28678011 0.98445247 -0.03687075 2.04012371 0.30982412 -0.50614925 0.0133481 -0.65960991 -0.01086784 2.68676923 -0.02991158] Distance 9.570923485168272 Each least square approximations [ 8.5185723 -0.49746064 0.49294972 -3.93393293 4.70241201 0.34098828 -2.80009281 -1.33721402 0.70596518 -0.53300508 -0.40016702 0.32747415 -1.50025862 -0.15619022 0.59373062 0.3772304 -3.98668549 -1.22567978 -1.6483871 1.94295282] Distance 8.250257767705222 Each least square approximations [-8.3861244 -2.86360413 -4.54399881 -0.71775446 1.57798046 -1.95069878 3.53968496 0.22696019 1.72605618 1.92421607 0.78413468 2.53343349 -0.03684175 -1.88040243 -0.93752441 -1.38262646 -0.1149127 0.78179599 -0.75516389 -0.16434429] Distance 8.736912544051359 Each least square approximations [-1.11472637e+01 -1.28211294e+00 -3.13569375e+00 6.59398721e-02 -9.45592464e-01 -2.18671077e-01 -1.86187674e+00 -2.98627197e+00 1.37609821e+00 9.73021638e-01 1.52599780e+00 -7.72301957e-01 2.37029230e+00 -8.79438823e-01 -4.84675625e-02 1.00505864e-02 1.46059839e+00 -5.28227480e-01 -1.63156226e+00 7.20425554e-01] Distance 7.024465686411291 Each least square approximations [-8.23342309 -2.61239381 4.14308795 0.68938902 -4.10371246 3.27665143 -2.84998265 -0.14564871 0.86973256 1.13155618 -0.6397362 0.51853949 -0.59538012 0.25705152 0.25343268 0.26879738 -0.73993307 -2.36639548 1.49290464 1.05581043] Distance 8.684878140374673 Each least square approximations [ 6.79592974 -2.24987617 4.22667597 -3.42438684 5.21908186 -0.27445825 -2.29481779 0.28094125 0.166968 1.82535771 1.27151156 -0.89894391 1.96043525 1.16087887 0.6868227 -0.22313095 0.45305657 -0.40251544 0.52618218 -0.86993668] Distance 9.474684823886237 Each least square approximations [11.76110826 -1.05683106 -2.10956417 -3.81227283 0.54393904 2.26687969 1.22902896 1.18577608 0.59755506 1.03924121 -0.23169524 -1.59404993 -1.0358807 1.36394917 -2.28672242 -0.22857155 -1.70447836 1.01734604 0.15475816 -1.16725187] Distance 5.640580916244003 Each least square approximations [ 8.86809368 -2.1393128 0.58940907 -2.10763433 -2.26750694 -2.21875695 0.0794553 -0.70878669 1.0500989 1.56217214 2.15342472 0.01917173 0.62486876 0.64886887 -0.42573225 4.28434297 -1.28869997 2.63691116 -1.20252214 -0.20520685] Distance 8.941537784832972 Each least square approximations [-1.09569415e+01 2.29802135e+00 4.29716346e+00 -4.03642468e-01 2.12812729e+00 -2.29454369e+00 1.26664473e+00 -1.60163083e-01 -4.44255051e-01 2.70076198e+00 9.81997583e-01 -1.65237406e+00 1.31539475e+00 -3.05563543e-01 -5.00539387e-01 5.89398688e-03 -1.87253859e+00 -1.98594778e-02 4.30985149e-01 -4.34483751e-03] Distance 6.6199669305419695 Each least square approximations [-6.25894333 3.63709159 -4.96389458 1.57511348 0.10968242 -4.64379272 2.63055369 -0.16785884 -3.72952386 1.03806704 -0.73668039 -0.08703596 -1.70575868 0.42156496 -0.1874543 1.89824293 -2.07833417 2.26863903 -1.84107513 -1.5372347 ] Distance 8.142120307598626 Each least square approximations [ 8.44866352 2.89981847 -1.16143258 -1.13371476 -0.27950357 5.08967594 -1.54978415 -1.03242899 1.94635442 -0.37614214 1.56647129 -0.46216965 1.72252168 0.16244488 -0.45419732 -0.03915644 -0.04028361 0.19231299 0.86164956 0.26139853] Distance 9.450036477828268 Each least square approximations [ 8.10848004 -1.69072308 -1.34491799 -3.49553894 3.95587241 1.69146279 -2.88576843 -2.51600974 0.23132995 -0.41091684 -0.57981141 0.19333255 0.00844721 -0.84357677 0.80847126 0.38177342 -1.75929953 -0.87831057 -0.22563283 0.20067236] Distance 9.484649178068045 Each least square approximations [-8.59741011 -2.85861866 -3.79243063 0.47835484 2.06931833 0.38248314 1.64680532 -0.72421183 1.09813996 -0.99254285 1.91676375 4.71532823 0.81575844 -1.29561881 -0.99998197 -1.75416126 -0.51199873 1.16557422 0.39387287 1.11520586] Distance 8.361906559206275 Each least square approximations [-12.00691114 -0.1053258 -3.81027745 0.25814829 -1.47662697 -2.03808167 -2.51437809 -1.19983974 -0.01962861 1.074843 -0.90686673 0.30293086 0.13804945 -0.58667539 0.84912479 -0.38637565 -1.63980469 0.16376794 -0.37394449 -1.25844397] Distance 5.587876966038115 Each least square approximations [-8.87609366 -2.59476788 2.75366124 -0.51596477 -4.67523675 3.33433884 -0.66379808 0.01506276 -0.1114831 2.23998655 0.29853477 -0.77791597 -1.96087016 0.2583317 1.32172641 0.6998575 -0.89755273 -0.97202517 1.78148032 -0.92738277] Distance 8.208818466737032 Each least square approximations [ 7.31636543 -0.57156044 4.80163405 -3.62969138 4.92857972 0.84403137 -3.03263272 1.13644212 -0.95006665 1.05680995 0.90300393 -0.66615609 1.5815116 1.22885641 -0.66011806 -0.57337711 0.29274356 -0.72535223 0.1843117 -1.51408622] Distance 8.674920913771569 Each least square approximations [11.04504797 2.10092031 -0.188631 -4.34883847 0.25238793 2.28403298 -0.30069938 -0.22181056 0.09704008 -0.20658276 -0.99542972 0.28681746 0.90560816 1.86781754 0.05736496 0.44214376 0.15756706 -0.68390727 -0.2600115 -1.25151707] Distance 7.300029834623765 Each least square approximations [ 9.48319925 -1.37212184 0.67915102 -3.90002434 -1.37310189 -0.65051114 1.202392 -1.66714823 -0.19611465 2.75050965 0.57223657 -0.11163984 0.398355 0.79209999 -0.676938 2.62204399 0.03948387 2.0273248 -1.51565309 -0.1851386 ] Distance 8.677538463741792 Each least square approximations [-11.96298279 1.50259582 1.86635899 -0.10712992 1.96969222 1.23426069 -0.03212331 2.72520391 0.78205141 0.9353676 0.29548598 -1.84036094 1.10750099 -0.32460521 -0.16253888 0.38350037 -0.94994681 1.00505738 0.69286229 -0.19067509] Distance 6.4213181224403915 Each least square approximations [-8.73907145 -1.34706161 -2.18329231 0.94300178 5.11578384 3.1707047 -0.29976324 1.01230222 -0.43818398 0.36589968 -2.48863898 -0.74917842 -1.30631002 0.4718062 0.87363806 -0.56495477 -1.61668284 -1.20041366 1.49166442 -2.19083971] Distance 7.903079723685397 Each least square approximations [ 4.79839745 0.17768829 1.69880433 -0.92143176 -0.88919176 1.88834367 -2.05257313 -0.14356968 -4.56562685 1.31211385 -2.52124469 -0.33630825 -0.84803372 -1.49749825 0.09618365 -1.33081501 1.18053651 -1.19970416 2.27719819 0.31152419] Distance 11.293182760626083 Each least square approximations [ 4.95120581 1.26349854 -2.61646409 -0.40413323 4.50694462 -4.0785018 0.15143902 0.0843019 1.86727868 2.93886154 0.82359756 0.91310697 -1.74400507 1.74454153 0.97854644 -3.45236513 4.27851791 -1.30448974 0.55479331 -0.30468641] Distance 9.039322299265784 Each least square approximations [-7.50126157 4.47544449 -2.34156144 2.96130751 -3.82198151 2.60557054 2.35472976 0.07474583 0.42978461 2.2239424 1.30058095 0.84591813 2.42642456 -3.36202195 -1.08382932 0.74791998 -0.54352296 -0.44763587 1.2912382 -1.50384045] Distance 7.511756886380586 Each least square approximations [-3.67873919 0.48729155 -1.35749547 -4.73658726 -1.76820995 -1.55719417 -3.15188232 2.01929107 2.15869495 0.49395448 0.06566691 -1.2095382 3.7499065 -2.1467788 -0.72685297 0.54479714 1.23614423 0.18800692 0.66968535 -0.9441057 ] Distance 10.882523299194428 Each least square approximations [-8.18629494 6.9215811 0.40332469 -1.941999 2.22403302 2.2054617 -3.58442609 2.56435806 1.68071818 1.48199607 -0.81894294 -0.52555447 -0.2493332 -1.29566652 0.01105649 -1.31802718 1.33839644 -1.81858705 0.73657757 0.90045157] Distance 6.389129153876804 Each least square approximations [ 5.76069911 1.36811797 -2.25780362 -3.3356627 0.58400894 3.27510028 2.06234902 0.12690236 -0.94553178 1.38797466 1.18180596 -1.31152017 -0.18531167 -0.36763474 -0.17751601 2.14924479 -0.98603906 0.7298072 0.93183242 1.12315792] Distance 11.126573502164714 Each least square approximations [ 4.96880256 1.13320521 -1.50668846 -2.73737814 1.97897203 0.19782886 -0.95055501 -2.11212368 -0.17634631 -0.92326775 1.12041839 0.33545249 1.26556031 -1.92658767 -2.37524035 2.00390016 2.41839559 -1.23013312 -0.20526962 0.29353865] Distance 11.620774161102778 Each least square approximations [ 5.54907507 -0.65921837 -3.00514868 -1.60504059 2.17006424 -2.32379358 -0.87377003 -1.57618258 1.38509244 0.98408844 0.70805686 -0.05752822 0.40566055 0.12756987 0.21258291 -0.01317243 -2.99575882 -4.65404195 0.86254845 -0.14607347] Distance 10.6584535849518 Each least square approximations [-5.17213119 -2.48479006 0.9679554 1.65565667 1.3065897 -3.23447774 1.09521221 -0.49316582 1.59035166 1.90630371 -0.14831391 -1.77768698 -0.18458165 0.94502383 -1.46330112 -1.23437839 1.85960847 -3.18950123 0.99998586 0.20030787] Distance 11.224424166709689 Each least square approximations [-6.67671723 -3.10264437 -0.27708886 0.33655564 4.05166127 4.50377245 -0.38353933 0.67703593 -2.86997162 0.69235203 1.05119402 0.4854479 -0.53312829 -0.82760273 -1.47819225 0.29007647 -0.92681938 -0.25632498 0.05770918 -1.3600563 ] Distance 9.25256006367685 Each least square approximations [ 2.03517701 -0.51962114 1.09157683 0.79343289 -1.22253281 1.23427634 0.13107855 0.38504674 -3.16449283 2.12393604 -0.68083592 -0.52916826 -1.11965924 0.05397102 -0.23628427 -0.69534548 1.42181397 -2.17550303 0.35790367 -0.77479603] Distance 12.626136944265086 Each least square approximations [ 1.40854376 -0.02327359 -1.76152035 1.11573115 3.28514957 -2.48576483 -0.91295156 -0.89383065 1.84696534 4.33275624 1.14887157 -1.90485785 -0.24120964 0.95769362 0.76794247 -1.88437807 2.14415518 -1.60422466 -0.22180514 1.62601403] Distance 11.239870410397906 Each least square approximations [-5.32040299 5.93682842 -0.38858587 0.55613724 -2.22019133 1.75095218 1.23728612 1.75831424 -1.88475849 0.03550595 1.15230338 3.01733161 3.59096542 -1.45380563 -1.09703531 1.37372979 -0.0182021 0.70936106 3.1657598 -1.51403032] Distance 8.476432416356621 Each least square approximations [-2.85580191 -0.37813557 -2.12300468 0.06205749 -2.46727022 -1.03879732 -1.51054388 2.93627127 -0.33383349 -1.07984567 0.81975731 0.85039529 1.31856962 -2.75088547 -0.99554397 -0.04671778 -2.00545307 1.59734432 2.97688661 0.31084977] Distance 11.575828773385602 Each least square approximations [-6.4377727 5.41912886 -2.64190657 -1.68142444 1.40421561 2.93359725 0.90587266 2.77892357 0.28804737 -0.36915486 -0.21746803 -3.10644007 -1.52870781 -0.37965738 1.90713579 -1.89383722 0.08623124 -2.80246047 -0.73402622 0.72909975] Distance 8.067875110487329 Each least square approximations [ 3.06415512 2.74491711 -2.46144166 -2.15351461 -1.14958481 4.1869526 2.39622299 1.83829423 -3.13956148 1.5516102 1.09134594 -0.34968716 -1.77692462 2.62583115 0.39804159 0.95067214 0.80060864 -0.14477655 -0.07969906 0.17677775] Distance 10.601794111524296 Each least square approximations [ 2.21249556 1.05938046 -3.53841178 -2.95337182 -0.55725399 1.4316689 -2.47595024 -0.92667311 -0.37618641 -1.88193648 0.23238558 0.53836696 0.71026498 -1.32058994 -0.42180936 1.72358689 3.50557099 0.21894874 0.52351116 2.66252066] Distance 11.298208527095028 Each least square approximations [ 3.57907359 3.37918141 -4.03566421 -2.45699188 0.07606586 -0.15107222 -1.72044106 -2.72254415 1.26348761 1.67642145 -0.76441433 -1.7790516 -0.08779027 1.88265098 -2.02192301 -2.01622889 -2.56111729 -3.0502295 -0.72124471 -1.31306387] Distance 9.922763228202056 Each least square approximations [-4.20193294 2.50369057 -2.15428282 0.50615791 -0.74002578 -1.30640389 -0.82484641 0.50441232 0.67272852 0.35567565 1.51041881 -0.95691416 -1.31197852 -0.14157193 -2.62653044 -1.2651412 4.18476154 -2.15930983 -0.49560391 -0.00548873] Distance 11.177432507944253 Each least square approximations [-6.23117288 4.15355455 -4.30962647 2.51417011 -3.22301125 0.04867326 1.03735146 -0.01619484 -3.38744455 1.66070019 -0.37320046 -0.37780279 0.44776566 -0.3015584 -0.28922969 0.64114896 0.73354831 -0.42508775 0.5095375 -0.24326974] Distance 9.67107639550404 Each least square approximations [ 6.92952156e+00 -3.66854850e-01 8.25724801e-01 -2.03942474e+00 -8.93865899e-01 1.52150068e+00 -2.37054257e+00 -1.42672084e+00 -4.90392330e-02 -5.33744635e-01 -1.09207929e+00 -9.28759132e-01 -7.85873104e-01 1.93398153e+00 -3.04665132e-01 -9.11146479e-01 2.29753013e+00 3.65764852e-03 -5.50688771e-01 -1.33200944e+00] Distance 11.116012085690222 Each least square approximations [ 7.57166794 0.42379761 -0.89286259 -1.27394215 3.61269232 0.8395978 -3.15658931 1.65747225 2.06711157 1.42156642 1.52895507 -1.56442478 -0.59318055 0.026662 3.09164281 0.1547227 -1.03735025 0.40976488 -0.73060391 -0.67463181] Distance 9.626211414887672 Each least square approximations [-7.86420097 -1.70533409 -4.19237589 -4.75352363 0.20461874 -1.0073111 1.32334703 0.61274568 -1.46248668 0.20206974 -0.77261657 2.18142293 1.96584991 -1.21586041 -2.05530957 3.82826097 0.12473071 -0.675515 -0.66967848 0.07114021] Distance 7.843194821486224 Each least square approximations [-8.40074188 -2.13823843 -0.04606828 -0.54051036 -3.14662781 -0.14176282 0.82112251 0.14644144 0.28808131 4.19863523 2.05803033 2.10734113 2.71632052 0.7674006 -0.16519508 -0.0566531 -0.65917531 1.77474229 -1.21568964 -0.50254167] Distance 8.749397823560496 Each least square approximations [-8.90273888 -2.64879267 1.40555257 0.5117934 -2.30267002 -1.99036115 -0.66921141 0.91971113 1.44094609 -0.34566073 1.43836173 2.56295625 -1.17752598 -1.06046387 -0.12170679 -1.10399026 -0.06688354 -1.4861403 -2.26263747 -0.51197796] Distance 9.003629695786534 Each least square approximations [ 7.40531617 -2.28756615 5.64771371 -0.53199267 -1.80415258 2.04150387 0.1135474 0.90043766 -1.53114936 0.19474101 1.8448504 0.40327553 0.8965818 1.9451636 -0.13418458 -0.82478395 0.28280364 -1.79899197 0.53800549 -0.10424613] Distance 9.32521010933476 Each least square approximations [ 8.09442826 -1.3684041 -1.80820762 -2.38341501 1.72404078 1.91995864 -1.59464901 1.66312132 -0.80515725 -3.78731407 0.85192762 -0.76288986 -2.70650815 -0.61750241 2.33549307 -0.11508312 1.00784401 -1.10099237 1.65901183 -0.91891952] Distance 8.871270000233936 Each least square approximations [10.02837041 1.07756469 -3.25583503 -0.58116668 -2.79396734 1.47222457 -0.64190965 3.44932768 0.13493018 -1.17564158 2.36129169 0.36466174 0.33960118 0.85106498 0.20801489 -0.9488551 -0.59321808 1.77476892 1.06016161 -2.24373738] Distance 6.98603904757051 Each least square approximations [-8.41086445 2.1806116 1.92035152 -0.22273395 -3.10585252 -2.90363018 0.42678801 1.43072026 1.99401274 0.17073378 -1.56313992 1.31427827 -0.73614481 0.72208727 -1.01592836 -0.16245331 0.29503108 -1.03421941 -0.20052856 1.96308454] Distance 9.349773699872657 Each least square approximations [-6.58521755 6.47890144 -4.91089992 2.24323425 0.90039752 -3.20803351 1.83146383 -0.18286236 -1.10678975 1.60194713 0.25785559 1.58986125 -0.65601473 0.29672643 0.44928735 2.04531123 0.25171082 3.17198239 -1.4442066 1.13703147] Distance 7.998150381538752 Each least square approximations [ 8.40894942 0.58635263 -1.14357119 0.92583135 0.82494193 7.1542258 -2.95969976 -3.46854706 0.92406629 -1.21071165 -0.47486245 0.54350152 -0.27443693 0.46961413 0.58693632 0.16529081 -0.22402486 -0.57426056 -0.06115627 0.34901788] Distance 8.237466513553764 Each least square approximations [ 9.63476826 -2.32414894 -1.220647 -3.23422739 3.0813051 4.093649 0.14597551 -2.72423603 -1.56350558 1.10780642 0.89424964 0.35451552 -2.17881666 -0.48963741 0.32762669 0.57679003 -1.5771497 0.17634699 1.59197173 -1.16217533] Distance 7.578880534381118 Each least square approximations [-8.66751555 -4.14964219 -4.82143366 -0.89122155 1.35173552 1.59516122 1.05012457 1.19527991 0.96417611 -1.01683915 0.02879148 1.86404867 -0.59690553 -0.73569044 2.53183933 -0.79329699 0.58719886 1.06324141 -1.31773629 -1.51350049] Distance 8.693406529312256 Each least square approximations [-12.61093155 0.06773827 1.6523433 -2.16267601 1.88609082 1.67508012 2.03938823 -0.73184416 -0.59462666 0.92121645 -0.50420239 -0.51532572 0.59751073 1.16087645 -0.31014551 0.86040435 -1.07372518 -0.96519726 1.03936188 0.06473646] Distance 5.727591745615222 Each least square approximations [-8.44766783 -2.91842109 5.31615484 -1.07488337 -1.85389772 3.55688887 -0.53799637 -2.21036524 0.18753832 -0.10517688 1.09080989 1.51818316 0.5749851 0.61487858 0.48551104 0.60899921 -1.89842431 -0.86508888 -0.13996101 0.4816639 ] Distance 8.816006909781489 Each least square approximations [ 9.01630524 -1.23620343 4.03715131 -0.85343562 3.46960594 1.7150775 -2.23029748 1.7966612 0.69698995 2.64946196 2.03477211 -0.78946855 1.90491697 0.68620518 0.48143793 -0.67044514 0.58939426 -0.91915397 -0.075332 -1.89043455] Distance 8.537601117515587 Each least square approximations [ 9.55745635 2.79366982 0.94747967 -4.83907988 1.83384496 1.00501494 -0.42203145 -1.41655108 -1.1495445 -0.0225946 2.83264933 -0.51680185 -2.13772515 0.89112704 0.87716051 -0.69123675 -2.24183331 0.37508488 0.79912948 -1.01642904] Distance 8.041069192254097 Each least square approximations [ 9.52403528 -1.83717872 -0.71768528 -4.38117587 -0.50152016 -1.09424345 -2.5652383 -0.43217692 -0.3818872 0.39404681 -1.29466015 0.83263733 -0.78880199 -0.84249963 -0.27703665 1.51893748 0.33069532 3.33275077 -0.65261963 0.86991011] Distance 8.772048920826826 Each least square approximations [-10.44403066 1.5494516 3.10926903 3.92781112 -0.66068909 -0.73329279 0.69323129 -0.84703059 1.54476564 0.63212548 -2.85855929 -0.51297646 1.81004834 -0.44361129 -0.76885205 2.70243087 -2.58990204 -0.33524608 -0.30821512 0.37100847] Distance 7.025417166458063 Each least square approximations [-4.8414454 3.22961513 -5.623876 1.54703718 -0.19067158 -3.45327349 2.88283159 1.30193683 -3.12039702 2.50674102 0.25807002 1.10713544 0.72070497 -0.02738749 -0.52458879 0.67197182 -3.22823722 2.46733324 -2.01934919 1.6163978 ] Distance 8.778469458412692 Each least square approximations [10.03510263 1.31357706 -0.81712676 -0.93135336 1.69451732 2.44926221 -1.97879023 -0.51277299 -0.35453053 -0.99749228 0.31059427 1.0044489 0.19955601 2.36086026 -0.97652256 -0.67907647 -0.85242122 -0.57081149 -0.14947017 -0.87516664] Distance 8.97619007727259 Each least square approximations [ 9.37923815 -3.32843987 -2.47691442 -2.37738802 0.55291894 2.38960907 -1.25447214 0.4334586 1.81281075 -0.21823082 0.92553361 -1.14418287 0.99706061 0.85149063 1.54359868 1.17950048 -2.38862366 0.08768692 0.8456724 -0.52413593] Distance 8.507091531403793 Each least square approximations [-7.07789513 -3.83215552 -5.27452786 -0.78106475 2.6911331 0.72133918 1.41712314 1.99370496 -0.99317964 0.56592445 1.44975573 -0.11270068 -0.21056026 -1.55317926 1.32218083 -0.51782646 -1.94645844 0.92885386 -0.54717376 -0.12868296] Distance 9.426544519652706 Each least square approximations [-10.98361046 3.50436646 4.52447453 2.3484472 0.14421542 -0.03696472 -0.12213539 0.41119098 0.21556438 4.27513742 0.56212722 -0.42063733 -0.05743514 -0.71539523 -0.42867889 0.06054029 -0.54303904 0.55766757 0.10535062 0.93554529] Distance 5.343803752865351 Each least square approximations [-7.92290579 -3.44762817 3.82906505 -0.14083887 -2.7689604 3.00742949 -1.88078963 -2.73788116 -0.04712714 -0.98046002 1.8268218 0.6461989 -1.06284244 2.00445333 -0.53800322 1.25426444 -2.32008091 -0.54202597 -1.02564549 -0.38692589] Distance 8.543284546268112 Each least square approximations [ 7.77079825 -1.46081314 5.09911608 -2.5882578 1.18381263 2.99095737 -4.3638367 0.33132172 -0.80725258 1.77012283 0.02612197 -0.58620872 0.58760535 -1.0948511 0.87736272 -1.79369829 -0.24765013 -1.39315763 1.10895388 -0.9267388 ] Distance 8.37908183342716 Each least square approximations [ 9.05027914 2.17489157 1.83467308 -1.65402517 4.45171438 1.10848027 -0.57145276 2.51399563 -0.37072719 -2.76587176 1.04210442 0.11555684 -0.5857471 -0.56903077 -1.05004273 -2.60385395 -2.26575312 0.1057995 0.38495828 0.1548987 ] Distance 8.092809371552915 Each least square approximations [ 9.09190976 -2.59408597 1.67980561 -3.97641425 -1.71277952 -1.79051879 -1.57117156 -0.61182805 0.23812384 0.41152485 3.32063281 -0.34297787 0.86440251 -0.82468566 -2.89333154 -0.16786019 1.57739008 1.39998521 -1.24358521 0.73774299] Distance 7.995965584589002 Each least square approximations [-9.44548487 -1.39578253 4.04178948 -0.0153826 -4.8605551 -0.67145867 -0.08566291 0.66961941 1.32682104 0.78093808 -0.45473307 -1.61931466 0.42375711 2.24494772 0.27404477 1.40647515 -1.63880873 -0.2321386 -2.31392301 0.64450955] Distance 7.460917670469061 Each least square approximations [-4.75496653 4.62135935 -5.92650023 2.81271249 1.14703809 -3.07977894 3.13272479 0.91076127 -2.67872442 1.9825681 0.16521197 0.31409319 0.78345373 -0.29173627 -0.3024897 1.30571823 -2.05746494 2.63033889 -1.46732445 1.38748415] Distance 9.063616881911095 Each least square approximations [11.10043762 1.01960062 -1.66455202 1.98903579 1.7213306 3.08633215 -3.00692364 0.17300146 0.78712973 0.22357151 -0.34610134 0.42558561 0.48505428 1.4996656 -0.37671493 -0.51206031 -0.52905764 0.149274 0.0497697 -0.46675054] Distance 7.913566772051714 Each least square approximations [ 9.5576213 -3.40774274 -3.01929965 -1.79528484 1.35865565 2.54606042 -2.08186553 -1.46760513 0.77537145 0.70910773 0.48286219 -0.33445028 0.9585331 -0.32627124 1.65947635 1.40654531 -1.78712303 0.02610686 1.04917403 -0.60673132] Distance 8.807145499608437 Each least square approximations [-8.32092368 -3.82866378 -5.11727849 -1.35240196 2.64208529 2.20690981 1.26915535 1.30479404 -1.56028766 0.05630674 0.96630863 0.48013192 0.52505543 -1.65792485 2.12657054 -0.46167544 -1.79303887 0.68599488 1.20785072 -0.31570606] Distance 8.710335330657097 Each least square approximations [-12.24713747 4.16167089 1.54682969 0.44305774 -0.89259427 0.19082495 0.99804499 1.1431343 -0.48485363 2.46389894 0.57513973 -1.92572085 -0.38674556 -1.89954086 -0.77941853 0.04570872 0.01790668 0.50089558 1.17291283 1.99409337] Distance 5.118542832121316 Each least square approximations [-9.14661833e+00 -2.64369911e+00 4.78536807e+00 -9.01279600e-02 -1.77748416e+00 2.78327886e+00 -1.01340784e+00 -2.49250191e+00 -5.13898052e-01 2.90816687e-01 5.12227747e-01 -1.00656766e-01 -7.59356167e-03 1.17987878e+00 2.92087493e-01 1.40951772e+00 -2.84607124e+00 -1.08322617e+00 1.99103890e-02 -8.81098357e-01] Distance 8.585641065750327 Each least square approximations [ 8.35151747 -1.92770684 4.54479161 -2.12139734 1.88001985 2.2995464 -4.24187971 1.52929587 -1.1112711 3.33975877 0.86680964 -1.07022488 0.79620033 -0.23663267 1.38930061 -0.97397959 0.64070158 -1.81182753 1.25739444 -0.5093086 ] Distance 8.269830642126472 Each least square approximations [ 9.98648561 2.93425897 1.3649901 -3.00997179 3.37217781 0.85450793 -0.57370855 -0.24866447 -1.43961573 -2.52727045 -0.0801159 -0.27696456 -1.51274143 -0.37940418 -0.62109623 -4.05196808 -1.49133397 -0.05247624 0.1265368 0.406255 ] Distance 7.5900840581096505 Each least square approximations [ 9.87309585 -2.14476471 1.45117779 -4.65740995 -2.05629008 -1.13314705 -1.91434811 -0.98783589 -0.20070926 0.55049198 2.02673543 1.92681529 0.35317262 -0.49382707 -1.77024603 -0.3524343 0.04583812 0.93228301 -1.2297646 2.18113681] Distance 8.036960298096593 Each least square approximations [-11.38600497 -0.69603246 1.56774504 2.16226777 -3.05142151 0.62977029 -0.98372457 -0.25732922 -0.47578718 1.23580097 0.69049128 -1.53848163 0.08678002 2.84844984 0.49213535 0.37107827 -2.35640744 -1.45163543 -1.2368859 0.69035586] Distance 6.98476146261067 Each least square approximations [-5.79948461 3.0529805 -6.39129874 0.57328551 -3.19935156 -1.3028113 0.16044982 -0.41936166 -2.90046583 1.62424752 -1.59903542 3.23565851 -2.32972435 0.99244698 1.99986298 3.1590738 -2.10993932 1.38855969 -0.20883951 -2.91815532] Distance 8.148000920490537 Each least square approximations [ 8.50051302 2.10470701 -1.88730406 -2.39253978 -1.25895658 4.11256809 -0.14292916 -0.05018046 -1.54708823 -3.27873107 0.31464215 -1.59773525 1.21601537 0.25206538 -0.35390328 -0.26157257 1.29656151 1.25458346 -1.79045109 1.77348429] Distance 9.509571897566271 Each least square approximations [ 8.72523436 3.63273303 -0.87037581 -5.89075474 3.51010402 3.18185442 -1.12243365 -0.75192164 1.35923146 -2.01493335 -0.04614739 1.29448637 1.57711272 0.30587362 0.41701183 -1.02885734 -2.14175432 -0.98195062 -1.45488013 2.12318066] Distance 7.031018769607518 Each least square approximations [-10.01224801 -0.49618193 -2.69306395 -1.70294852 3.79176848 -2.55741643 2.25090608 -2.68794585 1.82501979 1.3197918 1.00505794 2.08536151 -1.18126763 -1.61290749 0.57108676 -0.12058937 0.78248585 -0.78923183 -0.60131491 0.82107235] Distance 7.82123182938664 Each least square approximations [-9.74933479 0.7072563 -2.16254611 0.37769929 -2.23595494 -1.3482635 -2.22975889 -2.21982545 2.97225208 0.77797781 1.99583296 -1.53780207 0.39322371 2.79855015 -0.26493449 1.60517716 0.22195307 -0.64783037 -1.26355697 1.88180416] Distance 8.541166021006951 Each least square approximations [-8.0410164 -3.54096848 2.33685953 -2.22202257 -3.75235277 0.69891686 -3.50620196 -0.52517202 -0.90897174 -0.44408937 0.13483153 0.62801282 2.77071421 -0.0356513 1.12760242 -0.48354034 -0.55122938 -1.09089475 -0.07925263 0.31306071] Distance 9.75267959197766 Each least square approximations [ 7.43426975e+00 -1.66046483e+00 3.87574784e+00 -2.74472723e+00 4.06633513e+00 3.35648690e-01 -3.59868081e+00 -2.48437181e+00 1.21785235e-03 2.24147416e+00 5.21932154e-01 -1.27817507e-01 -2.50726988e-01 3.00874203e+00 -1.69745936e-01 -2.70592128e-01 -5.44114137e-02 -2.01367734e+00 2.43666352e+00 -9.98298021e-01] Distance 8.95499971100514 Each least square approximations [13.5884941 -0.96103535 1.56674465 2.87323207 -1.14288177 1.38486376 -2.15792063 -0.18176969 1.77970126 1.25906847 0.79009193 -0.61996968 -0.67380954 -0.26437521 -0.31238971 0.25266679 -0.07240372 -0.02377071 0.22046604 0.92775831] Distance 3.241713981258987 Each least square approximations [ 9.65617019 -0.52310135 1.10877368 -2.98132255 -3.24109478 -1.43067743 2.30591041 0.13320355 3.83059849 0.94582122 0.11498911 -1.3429089 2.47860215 -0.57591842 1.95042798 2.8388402 1.58949365 0.02948936 -1.54699092 1.3661114 ] Distance 7.618120025115751 Each least square approximations [-1.16589359e+01 6.36996492e-01 2.88705119e+00 -3.74922469e+00 -3.07975302e-01 -8.84547183e-03 2.26257408e+00 1.70926093e+00 -1.21524956e+00 2.70197690e+00 -1.64461730e+00 1.83155349e+00 -1.01681689e+00 -1.21442809e+00 9.77688665e-01 -1.30367095e+00 1.34721209e-01 -5.99455283e-01 -1.15221931e+00 -7.05504996e-01] Distance 5.744306937565245 Each least square approximations [-5.94408404e+00 4.16540698e+00 -6.83954496e+00 4.58336929e+00 1.64226178e+00 -1.42288551e+00 2.65772416e+00 3.33399902e+00 -3.00741705e+00 -1.00306768e-01 2.48080939e-01 -7.19343580e-02 1.51287152e+00 4.93008563e-01 4.66008103e-03 3.04876688e-01 -1.82640550e+00 9.20825492e-01 2.73216673e+00 -2.42595326e-01] Distance 7.894744984669241 Each least square approximations [14.06009899 -0.71504033 4.74583018 -0.83515096 0.19550159 2.08089276 0.50481926 0.42327555 -0.75591486 -0.13210816 0.20388016 -0.574658 -0.51371082 -0.08016846 -0.3887754 0.4791396 0.06821381 0.16180303 -0.4220368 0.16281695] Distance 1.0406401356943435 Each least square approximations [10.42560631 -3.68973663 -4.8612888 -2.62188169 2.1837987 -1.15734202 -1.14970123 -0.29426081 1.33685739 0.45574687 0.50345251 1.08785033 1.24487855 -1.18638656 1.74690245 -0.41901384 0.62052524 0.11971799 -1.53349249 -0.24503472] Distance 7.509498668138122 Each least square approximations [-9.0453758 -3.85115213 -5.90524367 -0.08600537 1.48941294 1.94697485 1.15052443 0.32151333 -0.96484163 -0.73296224 1.23580477 1.86548366 -0.38446139 -1.73230114 -0.01209311 0.79067354 -2.75629506 1.14966788 0.709407 -1.68050286] Distance 8.22734566215082 Each least square approximations [-10.22224215 4.4730066 2.63612016 -2.95523224 -5.03928722 -0.3180326 -0.38571842 -0.3732696 4.17438168 0.72943016 -0.09196597 0.53756623 1.55469182 -0.93994058 0.18628687 0.14946817 -1.14345281 2.46193985 -1.00497595 0.81286315] Distance 5.703537867437385 Each least square approximations [-10.04580923 -1.56060192 6.26659477 -1.53461314 -1.32770084 0.76678719 -1.75127778 -1.01857223 0.37624367 -0.34417118 -1.27436307 -0.74137855 1.30662639 0.89154215 0.94278213 0.77653917 0.32410491 0.88945661 -0.72519619 -0.10203231] Distance 8.357998197459121 Each least square approximations [10.81086889 -3.82547526 3.8467313 -3.88408112 0.614819 1.26107936 -0.66298219 0.91843728 2.60024829 2.76823601 -2.15797976 1.82158065 -1.62529691 -0.96855172 1.58139639 1.82627921 -0.96187235 -1.18908834 0.35121753 0.55686833] Distance 5.4697969831168365 Each least square approximations [ 9.81897923 3.15807324 3.29816947 -3.01262209 4.26912354 1.05062799 -0.01311417 -0.85957328 0.2747289 -3.18199931 1.85937361 -0.63324131 -1.51961933 -0.19965112 -0.36786054 -1.35132209 1.41399292 -0.80915539 -0.30072106 -0.3054046 ] Distance 7.844453212379147 Each least square approximations [10.7920695 -5.59751145 0.92700136 -3.97997567 -0.07846674 -0.28110376 -2.7896009 0.46651229 1.17060016 1.28355437 3.06588025 -0.41016564 1.55395324 0.79395661 1.17052439 -0.95662454 -1.07054923 -0.45248897 -1.47537362 1.17171239] Distance 5.809374704700378 Each least square approximations [-10.45360703 -3.17221551 2.48097475 3.03417013 -2.28755578 -0.14986466 -1.86335576 0.93462532 0.63991443 2.77523786 -0.69295007 0.23820154 -1.3592442 2.39167885 -0.44402965 -0.17598442 -1.24959003 0.32806074 -2.4601685 2.30686834] Distance 7.44042252125249 Each least square approximations [-5.12184569 3.7938814 -6.99212909 4.64612108 1.90766916 -3.61043102 2.81409164 3.42045052 -1.63727044 0.8786465 0.17956182 -0.26050895 0.89376182 -0.61355679 0.56507917 -0.01469328 -2.12580702 1.27433625 1.09482768 0.9394881 ] Distance 8.853454244113745 Each least square approximations [ 1.51760085e+01 2.09358158e+00 -1.54567513e-01 2.99082345e-01 6.71325594e-01 -2.18898541e-01 -9.88855215e-02 4.63780905e-01 7.17978801e-01 9.52149225e-01 1.93434834e-01 1.13890388e-01 -3.71509505e-01 7.09018141e-02 -8.78643478e-04 -2.80142773e-01 -8.35609366e-01 1.25358412e-01 2.76366520e-01 -4.25027930e-01] Distance 0.9249594318841854 Each least square approximations [11.09929894 -4.32737233 -4.56268197 -2.18200129 0.48485442 -0.41779694 -1.83422471 -0.18612601 0.66160742 0.18053313 0.14066364 2.11940671 1.84472244 -0.16445245 2.06011073 -0.31524689 -0.34929249 -0.01538331 -0.09717982 0.27596036] Distance 7.401344549827987 Each least square approximations [-8.95717751 -4.6403061 -6.06340316 -0.01341372 2.08015828 2.31275643 1.51454225 0.19526548 0.1311644 -0.47441645 0.86438343 0.57910159 -0.65390846 -2.35193628 -0.43570622 -0.0487514 -2.87923375 0.99166307 1.22040289 -1.63000042] Distance 8.223101920802367 Each least square approximations [-11.29171931 5.67653871 3.04582656 -1.70156361 -4.54060981 -1.58424591 -0.70036854 -1.06565777 2.70520425 0.75220622 0.33555619 -0.14811825 0.53820816 -1.84933983 0.62592118 0.18607394 -0.77098218 1.16166893 -1.92566979 0.6122652 ] Distance 4.921237447519945 Each least square approximations [-9.61505423 -1.8250352 7.25157706 -0.4209998 -2.28533287 1.38162511 -2.33224793 -1.31335094 -0.34576078 -0.88614944 -1.57092226 -0.68248615 0.58838075 1.46982839 0.35294116 0.67197775 -0.29013206 0.26486654 0.02365498 -0.40330421] Distance 8.305087016275792 Each least square approximations [10.27789172 -3.29711505 4.06375909 -3.97063374 2.30232203 0.84875756 -2.39706468 0.82742453 1.30961295 3.29754366 -2.18628616 0.50850005 0.0532401 -1.45518157 1.65987783 1.50644443 0.0889724 -1.34336813 -0.66588134 1.04866115] Distance 7.0488321940656204 Each least square approximations [10.46451996 3.9881334 3.19232764 -2.27552748 4.86045877 0.65256967 1.16248663 -0.59336256 -1.21018556 -2.72759508 1.32093532 -1.13747507 -1.12360043 -0.78487387 -1.8197643 -2.47487384 0.11016975 -0.79165391 -0.38142308 -0.5933883 ] Distance 6.937102517236005 Each least square approximations [10.4316799 -5.50499642 2.29004168 -4.42048347 0.06682347 0.02917185 -2.6131042 0.42780117 1.17069169 2.02277911 3.58232515 -0.13707337 -0.3558562 0.7671871 -0.21503871 0.6689539 -0.73984339 -0.08348617 -1.49748076 1.25906606] Distance 6.649822198198728 Each least square approximations [-11.02263728 -4.47838987 2.80478094 2.53818657 -2.77487397 0.12187344 -2.69229371 0.48238505 0.15301889 2.10124448 0.40473415 -0.9106724 -1.08803316 2.60099004 0.01876376 0.13031582 -1.65106011 0.27006813 -2.52449276 0.92281918] Distance 6.676104394400226 Each least square approximations [-5.23929024 5.426235 -6.62948155 3.02946809 0.65234074 -2.48349136 2.81528864 0.48352966 -1.87174564 1.3260467 0.11654628 1.39639145 -0.54431831 0.26639274 0.79646756 2.07000612 -0.27471506 2.56647826 -2.71326497 1.16445585] Distance 8.289621878977242 Each least square approximations [ 8.5164321 2.79179913 -0.6214611 -1.31820085 1.24444868 6.18140301 -3.01479094 -0.94242606 0.99535219 0.62426144 0.04279502 0.69968297 0.38965046 1.11750565 0.41336436 0.08832177 -0.55790413 0.44422031 0.16878055 -0.3860033 ] Distance 9.223025055982118 Each least square approximations [10.21147076 -2.55256398 -2.02561303 -2.45985217 3.69000064 5.05963424 0.06745357 -1.2014416 -2.23850761 -0.88423668 0.88177384 0.55759786 -1.102125 -0.43697054 0.17161333 -1.50100235 -1.58799878 -0.56675324 0.33515333 -0.64848537] Distance 6.769912356022556 Each least square approximations [-8.61622683 -4.11209392 -6.16560846 -0.60553852 1.84314216 0.72899751 0.21809685 0.45533989 1.36776656 -0.29206258 0.80662475 0.74448961 -0.26535733 -0.39464625 1.57177583 -1.38870964 0.45829814 1.52791421 -0.82697806 0.44007573] Distance 8.744294579532061 Each least square approximations [-12.03720221 0.75193093 2.48137381 -2.56623546 3.21212516 2.07067771 -2.54997013 -0.43950751 -0.14760814 0.87773581 0.90919727 -0.66944571 -0.37801987 2.18831888 -0.24928775 0.14835232 -1.60806511 0.23215116 1.32438905 -1.47301974] Distance 5.313643453531269 Each least square approximations [-8.51630720e+00 -3.01958000e+00 6.27048316e+00 -1.24541998e+00 -1.76312557e+00 1.54354104e+00 -6.93572207e-01 -3.19263206e+00 1.60777815e+00 -1.08553535e+00 1.09671837e+00 1.59638935e+00 -8.42934570e-01 1.29887750e+00 4.35641494e-01 -5.48573856e-04 -8.96411454e-01 -1.21266951e+00 8.46089742e-01 -3.95895217e-02] Distance 8.343293577859331 Each least square approximations [ 8.86081994 -2.46868129 3.98998699 -2.0056181 3.09499377 3.48598194 -3.15689233 0.18167621 0.67879292 0.887897 1.91637738 -2.17818214 2.55372822 -1.06749146 -0.43440097 -1.47529551 1.96048695 -0.66625126 -0.09141728 0.43873531] Distance 7.8053115533692745 Each least square approximations [ 9.86439612 3.88487151 2.40244547 -3.75605971 2.29942376 0.5628469 1.03589472 -1.28741092 -0.37192104 0.7889603 2.18782165 -0.15205455 -1.74064322 -0.25819381 0.87100033 0.13594863 -1.55877572 0.6557163 0.4371229 0.34445867] Distance 8.255789828178681 Each least square approximations [ 9.03264339 -3.31536173 -2.50108417 -4.38714163 -1.57292748 -1.58046545 -0.76391042 0.79033953 -1.2999348 2.10139747 0.89367774 -0.60578317 -0.86424725 -2.31221516 0.32322673 2.04189504 1.15325124 1.1348133 -0.66300821 1.70643228] Distance 8.574030031127029 Each least square approximations [-9.93886887 -0.52794013 4.90496658 3.8398239 -0.55709619 -0.4570077 0.77508373 1.00143882 1.258561 0.22933956 -3.59928907 -0.17719696 1.25831127 -0.76065577 -0.85277309 1.85648828 -0.75024972 -0.15243924 -0.3955991 0.02610684] Distance 7.726387492450727 Each least square approximations [-5.46880622 4.64388615 -6.51898797 4.32040038 1.36535747 -3.35779883 2.68826101 1.575787 -1.79254436 1.04599546 -0.01816149 -0.13969982 0.08500043 0.82701578 0.41192973 1.17019545 -0.69511136 2.14924457 -0.88630316 -0.46113873] Distance 8.649860221860562 Each least square approximations [11.34607167 0.32007816 -2.37125081 1.4436738 0.43446051 4.7491194 -3.42421632 -0.81292728 0.98977676 1.19436102 0.71876621 0.99928897 1.88055841 1.27518262 0.06430152 0.07593805 0.02719436 0.44668722 1.63201416 0.99930221] Distance 6.1915689035696415 Each least square approximations [10.26366634 -3.2542886 -3.95559779 -1.35185044 2.14600224 1.78975089 -2.45338371 -2.25574121 -0.73737053 0.64193757 0.43649934 0.80654401 -0.43132855 -0.57735456 -0.24115334 0.42559899 -0.84380533 -1.62394326 1.21031537 0.31761435] Distance 7.947929993486847 Each least square approximations [-9.68617550e+00 -4.20128408e+00 -5.06959111e+00 -1.36863686e-01 1.69527683e+00 2.16929193e+00 8.46709921e-01 9.74314675e-01 8.60530538e-04 -7.69339511e-01 1.62988925e+00 1.81090848e+00 -1.06143143e+00 -3.75505136e-01 3.81151480e-01 5.63687852e-01 -1.74409219e+00 1.75999541e+00 1.47245513e+00 -7.54175610e-01] Distance 7.706519947266793 Each least square approximations [-1.25486509e+01 5.33363284e+00 -1.94907806e+00 -2.15367694e+00 -1.32045087e+00 -3.35331137e-01 -1.36052567e+00 7.26726316e-01 -1.97805098e+00 9.82242003e-03 1.02007553e+00 -4.51764632e-01 9.62220742e-01 -4.27338385e-01 2.03819942e-01 -1.26342893e+00 5.94615167e-01 -2.38856338e-01 4.46733713e-02 -4.45171074e-01] Distance 3.9825025836346346 Each least square approximations [-10.01088684 -1.79868523 6.08468137 -0.47490731 -2.55186327 1.88762175 -1.11467606 -0.58217639 -1.5606436 1.39752712 -1.12640823 -0.75289627 -1.39788337 -0.01809615 0.98415127 0.68044289 0.53245913 0.0534124 -0.2537524 -0.7490343 ] Distance 7.751313822117748 Each least square approximations [ 8.92032029 -2.63831112 4.25951809 -2.91218027 4.18765786 1.83779291 -2.61480046 1.75482567 -0.31648442 2.52796747 0.69848941 -1.33376177 0.80645919 0.08009424 0.18547824 0.453684 1.44728397 -2.17050191 0.25021512 0.39160589] Distance 7.893010110264438 Each least square approximations [10.88250184 5.22865836 1.01537158 -3.6403447 2.7606763 -0.6647519 1.04974477 -1.18782665 -1.71707024 -1.46327497 -0.48059215 -1.2113902 -1.27187923 -0.33937036 -0.64856322 -1.22480888 0.21572908 0.30393495 0.32274599 -0.45626753] Distance 6.437683523521474 Each least square approximations [ 1.13533371e+01 -4.36197550e+00 7.61172153e-01 -3.68729113e+00 6.55940621e-01 4.57308267e-01 4.08454407e-01 -4.90109355e-01 -2.22460271e-01 2.82928791e+00 2.95838178e-01 1.03547943e+00 -8.32391925e-01 1.03640204e-02 8.19019104e-02 3.11135459e-01 -1.61913554e-01 9.86931263e-01 4.06532535e-01 -3.83736448e-01] Distance 6.9637022394900345 Each least square approximations [-12.56096878 -3.37075809 0.93616264 3.21813136 -0.22287467 -0.28110021 -2.7626293 -0.35463074 -0.52136012 1.07329479 0.0389955 -1.05170282 0.67052831 0.48557194 -0.65392899 -0.22691316 -0.13990863 -0.20486966 -0.7508551 0.64192116] Distance 5.4745753825799035 Each least square approximations [-5.39256802 3.2430097 -3.42648752 2.95497791 2.94011705 -3.13046833 2.20120366 1.14576239 -2.05371645 -0.10048069 1.42719752 -1.71318707 1.46359838 0.01978446 -0.37125862 -2.02328314 -2.79097276 0.89136991 -0.37268952 2.60697287] Distance 9.856299813241215 Each least square approximations [ 8.01139063 1.1675041 1.09605966 -0.34819261 -0.13042016 2.97534454 -1.99079998 1.06742817 1.34599322 1.08273272 -0.01211904 -0.09832058 -1.14076224 -0.2284814 0.37127163 -0.77051044 -1.04838998 -1.68617473 1.63987993 -2.45436386] Distance 10.692837868895353 Each least square approximations [ 8.74300922e+00 -7.09032000e+00 2.02466010e-01 3.11778781e-01 5.87233522e-03 -1.66469917e+00 1.58753518e+00 -2.40744620e+00 -8.74712736e-01 1.92000449e+00 -1.10763828e+00 -3.51051159e+00 -3.91473866e-01 -7.78610196e-01 2.83262510e+00 -1.65183458e+00 6.88918997e-01 3.14460109e-02 -6.66219663e-01 -1.66927282e+00] Distance 6.461679506016168 Each least square approximations [-4.95225642 -3.2267461 -5.52348253 -1.49631227 -0.67651003 2.8054105 -0.14272486 2.37919952 -0.71333471 -0.51689921 0.92329195 -0.01314343 0.23724051 -3.9597801 0.78528303 -1.97128479 -1.32597137 1.14525557 1.41768408 -1.24774107] Distance 10.13479406758619 Each least square approximations [-8.13379971 1.40724298 3.62912214 -2.97123082 -0.9106788 -0.46554645 0.42550634 0.91291966 1.49581567 2.18664442 -1.85915073 0.69798259 -0.35687382 -1.03369105 1.91968079 -1.27400914 0.13399536 0.53709126 1.75778213 0.26148773] Distance 9.989090513332123 Each least square approximations [-7.41783945 -0.88163171 4.97431823 1.23162471 1.57805636 1.86215648 -0.84262698 -2.32152276 1.65598061 2.56328172 0.95168613 0.51408525 -0.65635924 -0.93364401 -0.54804742 0.73949871 -0.94503113 -0.60958229 0.79422883 -0.16454322] Distance 10.209643531742318 Each least square approximations [ 7.70416597 -0.49402901 1.77801439 -1.47529054 1.12056235 1.06420175 -0.1682033 1.67722059 0.34777215 -0.99214694 0.68888186 0.1355553 1.55582125 -3.11656629 4.16246616 -1.042495 0.86159243 0.31320931 -1.05315427 -0.01708872] Distance 10.423593553407603 Each least square approximations [ 4.93943384 3.60058792 0.55648361 -5.49070842 4.42408083 3.05227111 0.48731928 -0.6999016 0.46318106 -3.06281804 0.61819904 -0.25158981 1.73597497 -1.00820635 -0.98355621 -1.10633643 -0.86228043 0.32400351 0.10709346 -0.92590977] Distance 9.874001821321695 Each least square approximations [ 6.41993147 -1.28567823 -1.257116 -4.08498892 2.8501994 -0.57373061 -3.23748379 0.57729702 -0.90108592 1.5556305 2.94885091 3.09372767 1.11949746 1.186687 -2.03356946 -1.02200552 -0.82568848 1.04022834 -1.06454806 1.92680921] Distance 9.826405428334358 Each least square approximations [-6.48893591 -1.31222938 1.4965272 5.32663414 -2.09218867 0.30669332 0.03769544 0.97883736 1.21385235 1.23841502 0.52545534 -2.07107741 0.30731186 2.28683132 -1.651213 1.64289964 -2.430209 -0.23980594 -1.68532779 -1.32086101] Distance 10.206327054313888 Each least square approximations [-7.06298235 0.84292604 -4.74219422 -0.69017317 -1.49844285 1.27262079 -2.70606157 4.0992171 -0.11854464 2.98594039 -2.25111563 1.43005131 -0.58589458 1.02089925 -2.24412733 3.05986686 -0.20005631 -1.04087938 -0.13749463 -1.27018134] Distance 7.827473725338924 Each least square approximations [ 5.14793274 0.51847307 0.58560306 -0.85853501 0.1416576 1.64897698 -1.96960261 -1.4310287 -1.65702564 -1.13952709 -2.17874948 -0.17468889 0.81672147 0.26233595 0.38932154 0.3805604 1.15627703 -0.75510957 -1.7132975 -0.39484655] Distance 12.084507316889002 Each least square approximations [ 6.76312498e+00 3.32043245e+00 -2.84393322e+00 -2.88619694e+00 5.84839418e-01 -4.10725650e-01 2.59533384e+00 6.32583795e-01 2.27006461e+00 5.29654983e-01 4.21766427e+00 7.23628520e-02 -2.42508461e+00 1.30178915e-01 1.12033098e+00 5.17313765e-03 -3.49526885e-01 -5.54730405e-01 -5.45054932e-01 2.94479137e+00] Distance 8.763258701500524 Each least square approximations [-11.00226634 3.12681778 2.35981308 -0.82248779 0.96194901 -2.4736367 2.11161857 1.65033786 -0.56224348 -2.17393315 2.63223575 -1.02143409 -0.73984093 -0.77712943 -0.47167663 1.08896235 1.77230086 0.10966939 0.20198393 -1.74387209] Distance 4.9291636407153945 Each least square approximations [-6.20132728 0.09850026 -1.44472245 0.14669987 -0.46722467 1.41306314 -1.8404383 -0.51211638 1.79753774 0.70705507 1.51115177 1.30182372 -0.12102941 -1.76844996 -0.66019474 0.5195578 0.34254222 -1.15073141 0.15126229 0.68434032] Distance 11.724962904027555 Each least square approximations [-8.18860194 1.2924983 -2.31245026 -2.25137149 -1.61245977 2.87362041 -0.71736993 -0.05982481 -1.380302 -2.59824486 -0.78067517 1.60779899 2.42740463 -1.67550494 0.53382395 -2.27984819 0.08757118 0.43574726 -1.04081631 2.78006222] Distance 8.476197808930038 Each least square approximations [ 5.4762531 0.20821528 2.64651712 -2.21580193 0.90041305 2.42594561 2.40621281 1.43499048 -3.62688009 2.49499313 0.84005138 2.84792417 -0.74384817 1.38669073 0.10266937 -0.72840408 1.09963823 -1.66774184 -1.90142636 1.22483783] Distance 10.02962869476517 Each least square approximations [ 7.286065 1.7288445 0.3579164 0.44974732 -1.64034074 -0.30110439 -0.46843697 1.96312681 1.19520444 -0.54971339 4.57205315 0.6125973 -0.9001067 -0.30596311 -0.35742353 2.77247564 0.53069612 -1.94894087 0.38481184 -0.37815353] Distance 9.901744378357288 Each least square approximations [ 8.62537798 3.76813031 -1.52668652 -2.51486738 0.51871133 -1.66130867 1.45556081 -1.04292128 0.23443094 -0.19330168 -0.75176998 -3.1482893 -0.93150011 -1.63928009 -0.40293417 -0.85250566 -1.32940918 -0.16488286 -1.95611221 -0.77633901] Distance 8.525296122659299 Each least square approximations [-7.19958427 1.49014763 1.1875839 -0.74894401 -1.30741656 1.65957234 -0.01320031 -1.79217988 1.71214412 1.14858965 -2.41827566 -0.79431486 -0.10768296 -2.01474803 -2.12154516 -3.58936411 1.44689687 -1.65044549 -1.76097465 -0.84277935] Distance 9.637891779115348 Each least square approximations [-1.24021732e+01 -2.04952174e+00 -2.36606918e+00 -3.44104307e+00 2.08037437e+00 -8.35787274e-01 4.74203184e-01 1.49459607e+00 -5.22475102e-01 -9.33824707e-01 -2.10579206e-01 -1.34410102e+00 -3.08593321e-01 1.10037424e+00 1.09407164e+00 -1.91010574e-01 1.54238041e+00 4.94914780e-01 8.55345516e-04 -7.69940851e-02] Distance 3.5580957345778472 Each least square approximations [ 4.45304519e+00 2.50776108e+00 1.10381103e+00 -2.26085867e+00 -9.55868645e-01 2.34741618e+00 -2.10021031e+00 -1.47492684e+00 -4.47724513e+00 -1.23837108e+00 -2.63285851e+00 -9.82275532e-01 4.21489128e-01 -3.63589942e-01 3.73217626e-01 -1.11469015e+00 1.11666945e+00 -3.32521727e-03 8.78343220e-01 -1.50144080e-01] Distance 11.18465757450125 Each least square approximations [ 6.1300081 1.02666785 -0.84062506 -3.05154989 4.48166579 -3.10215122 0.98602132 -0.66347436 1.63867177 2.94710145 2.18048932 0.28372304 -1.38115485 2.48154747 1.68142242 -1.09341474 4.55025379 -0.36959647 3.43490184 -0.08281816] Distance 7.940551490863535 Each least square approximations [-7.83724795 2.00242924 -2.83968157 1.51720592 -2.72049324 -0.10360748 0.58661041 1.95742586 0.75193977 -2.9472723 -0.81740582 -0.35017676 1.14756955 -2.54284136 0.36523689 -0.40000652 0.06343723 -0.59472935 1.17150755 -0.85987878] Distance 9.787246009451271 Each least square approximations [-5.58884904 -1.9677668 1.41248872 -2.50224047 -1.11046997 -3.25660323 -1.84141267 1.09809583 -0.59916997 0.05757958 -3.68003261 -1.31206435 1.41036873 -0.66608079 0.83787639 1.69110278 -0.24001554 -0.07438359 0.38910811 -0.35859141] Distance 11.045399811369547 Each least square approximations [-8.64351798 1.83223808 -1.32961354 -1.69760232 0.44628474 3.62312898 -0.43995892 1.68759196 2.97178864 0.03640703 1.67416993 0.82323056 0.42727562 -1.17754072 1.02888671 -3.45364497 -0.06129171 1.59970348 0.04848299 1.20365797] Distance 8.59047390310364 Each least square approximations [ 8.34051835e+00 6.29797930e+00 -2.64949199e-01 -1.93293988e+00 1.26832170e+00 3.57101856e+00 1.05535528e+00 6.98575566e-01 -2.21717405e+00 6.00685805e-03 1.19365396e+00 2.33262242e+00 1.59175796e-02 3.59908345e-01 -2.01466380e+00 8.88430824e-02 6.45100175e-02 1.20429421e+00 3.17828788e-01 2.54008237e-01] Distance 7.560937812786595 Each least square approximations [ 5.27106834 1.40285269 -0.36079356 -4.0703632 2.00862486 1.1508043 -3.2847114 -1.15527808 0.14217985 -1.43383242 1.25752794 0.50823387 2.14401394 -2.57664479 0.2386465 2.95771556 1.41383235 -2.56506169 -0.61111999 0.95201529] Distance 10.296405198851534 Each least square approximations [ 6.20367515 2.15485861 -2.52261104 -5.5942573 1.513483 -1.48133229 -1.85550622 -2.77207874 0.59459436 -0.75067689 -1.20638595 0.93785628 -0.68819618 -0.07600693 0.77137182 -0.11091098 -0.61480211 -2.70577192 0.29276336 -0.43933199] Distance 9.749196481654137 Each least square approximations [-5.37891589 -0.04492187 1.87702515 2.69481624 -1.80810001 0.13957253 1.13817483 0.74297251 2.76637547 2.0552484 -0.53405296 -1.71329156 0.40543459 -0.8694316 -0.41837745 0.91184805 2.28108455 -2.9402153 1.1570582 0.22833971] Distance 11.253642450534459 Each least square approximations [-6.40096373 6.13634296 -2.33590161 2.36523424 0.74306636 -2.17741492 1.84758037 1.45119988 -1.05152853 0.92535474 2.23183621 0.50341451 -0.99270231 0.04994716 0.08525649 1.99367028 1.1641222 3.94020624 -2.44985032 2.41518511] Distance 8.501483508414312 Each least square approximations [ 6.28007099 0.54404253 -1.60935644 0.38350784 0.28441808 5.38155164 -3.58466879 -2.08386583 2.54921882 -0.01065095 -1.52006634 0.50562663 -0.4673685 0.57173857 0.11825352 0.16115147 0.33829386 0.1805123 -0.13628614 -0.46811718] Distance 10.719420733185757 Each least square approximations [ 9.55600359 -2.96031006 0.69403419 -1.31693006 1.61856527 2.77454364 0.857763 -0.2572169 -3.98595604 1.01420332 1.37776469 -0.29727864 -1.27846828 -1.2234541 -1.53267959 -1.4874078 0.07779263 0.56851538 1.93338764 -0.46022706] Distance 8.328041353851749 Each least square approximations [-7.08021918 -4.21943256 -4.27495159 -0.78824188 -1.50084514 0.80253567 -0.76736196 -0.28789548 0.09545822 -2.09075412 -0.49455783 0.35983435 -0.7748376 -0.61577859 1.60549206 0.03521967 -0.43908 1.84102408 -1.21243943 -0.18131375] Distance 10.48101798907693 Each least square approximations [-10.02676527 -1.29284384 4.11999486 -4.3818908 3.0480073 -0.51669044 0.953689 -0.86954697 -1.82677963 0.49970378 0.70699543 1.19810102 -3.03719295 1.50296745 0.34945326 0.46920512 -0.53102117 -0.29956248 2.92473009 0.40222313] Distance 6.132410867886091 Each least square approximations [-7.38378076 -1.51402956 4.7689966 0.25908362 -1.27139071 1.25303904 1.00522058 -2.16364986 1.46554385 -1.50661204 1.85007613 2.14375337 1.32895674 -0.70315779 1.75488574 1.49844505 -2.51595206 -0.37104139 0.52952471 0.12454797] Distance 9.917710304505952 Each least square approximations [ 9.40298507 -0.41608585 1.11591916 1.12735164 1.39487473 1.69972952 -2.36859694 1.96621972 -0.09074259 -0.14212688 1.03345008 -0.68693679 2.40238684 -0.39997916 0.97023572 -2.2955649 1.78923098 0.38766492 -0.82178551 -0.60464449] Distance 9.493566333021528 Each least square approximations [ 6.48152515 3.5631495 1.17219211 -4.25184748 1.40496646 1.29285213 0.09983345 -2.13452137 -0.7011781 0.20258231 3.0529575 -0.52823632 -1.79303014 0.1339511 0.32151448 -0.59429876 -1.71185782 0.06851977 0.62182559 -0.49709197] Distance 10.671782974897221 Each least square approximations [ 7.62771515 0.48212744 -2.64403231 -3.64445168 0.10737904 -0.66261166 -3.43027311 0.62009014 -0.72012291 0.84785159 -0.54777266 1.32712026 -1.66677872 -1.46779946 -0.9100927 1.31112467 -0.365853 2.26371609 0.17651039 1.87583661] Distance 10.137627608920825 Each least square approximations [-7.48831091 0.7211132 2.27212829 4.10839419 -0.30774804 -0.13946065 0.81727372 -0.24774091 2.09665233 0.82661524 -3.01710317 -0.35410054 0.80098992 -0.19585626 -1.06095874 3.86469511 -2.21854695 -0.20624622 -0.29335619 -0.06057234] Distance 9.90275965955854 Each least square approximations [-6.61977249 3.99209875 -3.10703153 0.86825455 -0.52321901 -2.90343319 3.22191576 -0.2772894 -2.74306775 1.06463892 0.10905705 3.4752105 -0.98979101 -0.90403117 0.51363062 3.1039549 0.51942781 1.51585229 -2.25124447 2.32916532] Distance 9.16045705513325 Each least square approximations [ 5.618367 3.19151329 0.25628114 -0.93433945 0.07858192 4.69020836 -2.51761361 -2.55548241 1.60662384 -1.40185086 0.92908006 0.66260116 0.16470279 1.17397171 0.02951785 -0.39782244 -1.06464193 0.33773423 -0.04220415 -0.2746079 ] Distance 11.508367200702883 Each least square approximations [ 7.4756572 -1.77200711 1.38909177 -4.3939098 5.16744229 4.37443162 1.04206476 -0.48707943 -1.09469472 -0.27911721 1.67712809 1.14260914 -1.83942794 -0.09515897 0.52468865 1.01926889 -1.37035863 -1.62603385 -0.4466828 -0.93918227] Distance 8.695769327732348 Each least square approximations [-7.37357749 -3.0402441 -4.18904352 -1.21540783 0.98317192 -1.39022509 1.22069564 -0.12396612 2.2520308 -1.38596908 -0.74131079 2.31004571 0.48333539 -0.16551431 2.55811992 -2.82101895 1.3283139 0.74258177 -0.9071696 0.11187114] Distance 10.045308709535117 Each least square approximations [-11.17398056 -4.47605644 2.45416785 -0.84161294 4.35531346 1.07537429 -1.69841488 -0.88350951 -0.54584328 -0.49120919 0.40695916 0.94924296 1.55123621 1.61954109 -0.52261486 -0.33883851 -2.38372489 0.8246614 -0.7895594 0.27935468] Distance 5.407644838628855 Each least square approximations [-7.18278322 -2.64627599 3.99771663 0.10827152 -2.44037973 3.38183319 0.93434761 -2.36933031 1.39837772 -1.88360581 2.21700926 2.05245658 -0.80536 0.95063008 -1.00368021 -0.32865933 -1.17401741 -0.63992714 0.27033953 1.31238877] Distance 9.969665813116013 Each least square approximations [ 7.49707178 0.33888862 3.49512177 -1.94139663 1.88421211 1.74905697 -3.36199429 1.10632399 -0.22628183 0.89701795 3.06471046 -0.69194318 3.00670458 0.26016018 0.54644945 -2.2004851 1.29610822 -0.7612712 -0.47877569 0.49157088] Distance 9.979760274207525 Each least square approximations [ 8.31086776 1.2567611 -0.0733654 -5.04389155 0.15703757 2.30930241 -1.09391061 -1.09876934 -0.56123905 2.46883177 3.5113213 -0.07156361 -2.05768099 -0.21363396 1.79529312 1.26790178 -2.0303111 -0.46477525 0.79382152 -0.15133815] Distance 9.057597259859298 Each least square approximations [ 7.29750687 -1.06863066 -3.0392256 -3.35106602 -2.75141555 -2.07750357 -1.35681342 -0.68028428 -0.91362079 1.28313441 -1.62403582 0.06642668 0.33827883 -1.34625382 0.35532222 3.33565445 0.70255079 2.79776286 -2.8395375 -1.0895494 ] Distance 9.685964964536746 Each least square approximations [-8.19151049 3.94212957 4.49601101 3.02294697 -0.15214957 -1.4437618 2.49499957 1.37984834 2.32507973 0.14954882 -4.0686142 -1.32264405 0.85274688 -1.72110029 -0.33009889 1.6325296 -0.12046823 -0.55528604 0.49882248 0.95808842] Distance 8.051665330529941 Each least square approximations [-3.19648532 1.8859608 -2.2546101 3.30961037 0.34884397 -4.47071119 1.16421243 0.27977496 -3.12550101 0.70329938 1.82993756 -0.61214792 -0.19733181 0.71143397 -1.65885486 1.20677163 -4.33451088 2.37798355 0.59417082 1.08975981] Distance 10.549096904094544 Each least square approximations [ 7.59031162 -0.79613499 -1.60693624 -2.09674362 0.84251612 1.08148381 -1.1650638 0.19295059 1.78538625 1.81232523 1.98606304 -0.85211655 -1.24273422 2.50290055 -1.08606376 1.27659221 -0.64972172 1.21459626 -0.40866474 -1.34820033] Distance 10.640416558805732 Each least square approximations [10.02989142 -5.52212662 2.5914574 1.28252142 -2.35308856 2.39016014 -1.16718017 0.97626187 3.87841091 1.59824006 0.11534134 -0.97953502 1.37166012 0.7021123 -0.92965575 0.22874517 -0.49287543 -1.73264992 -0.38193088 -0.25104005] Distance 5.387768327826479 Each least square approximations [-4.20925383 -2.54941888 -4.52939162 -2.90928775 -0.69749434 0.97581818 -0.24089236 2.30945015 -0.99383237 0.2173129 1.49401906 -1.06374701 -3.70072108 -2.60370371 -0.93510929 -1.04948735 -3.67305208 0.70574726 -2.20645344 -1.5956025 ] Distance 9.95393170509047 Each least square approximations [-7.70896716 2.95048015 3.44881482 0.47670061 0.95032559 -2.21696318 0.86764574 -0.52496496 1.70052001 1.94653939 -1.13761518 3.13734205 -1.38895258 1.52693123 2.71684592 -0.583761 2.12341765 0.96052819 0.64883213 0.72632925] Distance 9.169427668581353 Each least square approximations [-5.33741501 -1.04261826 3.78653039 1.72862721 -0.87939742 0.84073642 -2.309693 -2.73375155 1.42096278 1.16505501 2.0926354 1.50957392 2.64004327 0.31323759 -0.64258278 1.69560839 0.65952334 -1.44859544 -0.50959374 -1.42140234] Distance 10.998521005432341 Each least square approximations [ 7.25317096 1.50407857 3.65144486 -1.726825 -0.95059066 -0.05192315 -3.29645559 -0.19600198 0.67837889 -0.91290313 -1.63977542 -1.37267472 -0.20338564 -1.8101002 3.82541841 -1.59984646 -0.5461672 -1.25449066 -3.10390158 -0.88924452] Distance 9.256816403514364 Each least square approximations [ 5.52488655 4.49954269 -0.06548993 -0.27797711 4.67879519 1.29311335 0.3778294 1.88598628 2.34543322 -3.04464737 -0.47308936 0.94544236 -1.45118246 0.42375718 0.48752451 -2.89249866 -1.34136887 1.76781954 0.19038993 -1.41078198] Distance 9.773251659764554 Each least square approximations [ 6.92057686 -2.06239356 1.26583976 -3.22459391 -0.45697769 2.62496412 -0.95697873 -0.166403 0.15384158 1.53556047 1.96803215 0.59364625 -0.14777086 1.39825752 -3.32507323 -0.23849136 -0.66801496 0.39939747 -1.23460337 1.31814453] Distance 10.564325119567266 Each least square approximations [-6.38298966 -3.21513448 1.34093276 1.79776698 -4.025398 1.53286263 1.68233311 0.8373913 -0.17656611 -1.15013304 -0.1859575 0.33865291 0.0630225 1.45366995 -0.58553106 1.68857861 -1.06227264 1.71942837 -2.25511222 0.67075383] Distance 10.617489377274575 Each least square approximations [-6.66377513 -0.69572214 -0.42208431 4.14025047 1.43082364 0.17186139 3.57275688 0.50005596 -0.30947331 0.3549314 0.51028856 -1.09718178 1.42853385 -0.93409745 0.73477584 -0.51464522 -1.96473794 1.40152776 -1.86406899 2.42175111] Distance 10.035229937269518 Each least square approximations [ 4.81820992 1.01088027 0.78715377 -0.3038528 -0.62259952 2.17182527 -2.31936547 -1.78670723 -0.91272078 2.63515405 -0.30117057 0.45217188 -0.38138352 -1.05681945 0.20768178 -0.65859059 -0.26226398 0.95268576 2.38951186 -2.2056548 ] Distance 11.772313953672276 Each least square approximations [ 5.04192119 -2.29282188 -0.64792642 1.56287158 4.12531712 -3.07754765 -2.95480995 -2.19901752 1.48104765 0.91475016 0.46557322 0.32963035 -0.70522488 -0.25732705 1.30425633 0.15991725 0.2149927 -2.43973747 0.4941533 -0.90995467] Distance 10.595374116047294 Each least square approximations [-5.38248002 -1.15151987 -3.5738299 -0.10263531 -3.33640516 0.23636176 0.54204837 -0.42617646 0.79839935 0.37460362 -0.96642355 -1.06088475 3.3875689 -0.38698558 -1.97962596 -1.76560613 -4.26517897 1.36896368 1.94785854 -0.06279413] Distance 9.923180547882135 Each least square approximations [-6.00618129 -0.8222592 0.08764762 -0.93560171 -1.79162921 -1.8073946 -3.19170089 1.1779727 -1.060659 0.69570195 -0.41652075 1.18407146 1.83118158 -1.44469733 -0.50365162 0.61980703 1.2209563 1.37877276 1.23286522 -0.91006378] Distance 11.308754166609223 Each least square approximations [-7.9644707 3.33876189 1.09401199 6.69009719 -1.55546351 0.90717258 -1.0822974 -1.21241254 3.62836818 2.20716435 -0.80305709 -0.14594174 -1.48925213 -1.60978048 -1.03226987 1.47286248 -1.19128298 -0.64067859 -0.03741351 0.52076869] Distance 6.580862199111394 Each least square approximations [ 5.68708339e+00 7.55907457e-01 -3.82683062e-01 -1.56778960e+00 9.40739594e-01 8.98939720e-01 -1.53405438e+00 1.51709260e+00 -3.05813555e-01 5.55501078e-01 1.73145284e+00 1.78448279e-01 -5.94257444e-01 -2.58101792e+00 1.52697835e+00 -7.62892562e-01 1.27994202e+00 -4.74229055e-03 -9.18823106e-01 2.52824381e+00] Distance 11.59627234605307 Each least square approximations [ 4.45612749 0.75915376 -3.01699903 -4.71982174 4.2333976 2.28146296 -0.01561532 0.6748904 -2.83273261 1.23131157 -1.31559015 -0.48851674 -0.03236903 -0.5473301 -2.14653602 0.80923892 0.11243128 -0.1687794 1.21847417 -0.13677512] Distance 10.225591316821813 Each least square approximations [ 4.81663431 -0.53339734 -2.69088001 -1.34696584 -0.31982741 -1.34922717 -2.08812825 -3.78968358 -0.55801788 0.78755459 5.0611714 1.06689621 0.68840068 1.02183188 0.7160761 2.01555252 -3.41381559 1.0317447 0.63434383 -1.67281547] Distance 9.782271872220399 Each least square approximations [-5.28415606 -0.34255764 1.70658443 0.79868912 0.21364961 -2.08630165 -0.66992235 -0.6889121 0.48809263 1.76963967 -0.55571654 -3.76629659 0.26700893 2.32591735 -2.52831867 0.0812483 1.04673542 -1.26550324 0.93526998 -0.51485835] Distance 11.317358455270448 Each least square approximations [-4.90749577 4.05053865 -4.64937323 3.05902294 2.02538104 -1.48153691 3.82061387 0.84067208 -2.47190374 1.21836025 -0.79892148 0.46558999 0.29905557 0.43120595 -0.54959331 0.86155412 -0.29326417 2.18535571 -1.94494995 0.06969805] Distance 9.990462362222006 Each least square approximations [ 9.66297144 -0.388816 -1.03720181 -1.15138539 1.66805513 2.37235091 -2.13625304 -1.60839906 -0.22186413 2.42893905 0.84462071 0.68866821 -0.79469694 2.78422138 -1.28610928 0.62146763 0.06620713 0.28063348 0.64766151 1.75940278] Distance 8.868414679749423 Each least square approximations [ 8.69671683e+00 -2.39259966e+00 -4.00318698e+00 2.20122894e-01 3.27544109e+00 2.24216386e+00 -2.82238832e+00 -8.59829458e-01 -2.51783059e-01 7.84863081e-01 1.55120902e+00 1.31479699e+00 1.07476346e+00 3.01046953e-01 -6.46524056e-01 8.68103547e-01 -7.94487232e-03 -3.15099439e+00 4.10087477e-01 8.34177022e-01] Distance 8.448489127017222 Each least square approximations [-8.28016712 -2.78050146 -4.53323404 -0.56253506 0.37832638 0.3917623 -0.65315971 0.47398031 1.52099773 -0.20671496 2.75401415 2.45097313 0.62028332 -0.10032171 2.17003781 0.13848802 -1.41993984 1.89225098 -0.16782248 -1.90491752] Distance 9.102866567129015 Each least square approximations [-1.11484883e+01 2.41293553e+00 -1.16657587e+00 -1.07300062e+00 1.90491988e+00 -6.91891353e-01 -2.34132966e+00 9.51718688e-01 4.25531780e-01 1.35358684e+00 1.14697326e+00 1.37922514e+00 1.97344225e-01 -1.46113819e+00 -9.50960199e-01 2.19793280e+00 -4.95238188e-03 3.58714758e-01 -2.94439967e-01 9.62310947e-01] Distance 7.341249948561645 Each least square approximations [-8.93883148e+00 -9.80996745e-01 5.23384308e+00 3.04586407e-01 -5.37448143e-01 2.31821139e+00 -1.53511929e+00 -2.52308728e-03 3.91558493e-01 -9.26513910e-01 4.29328159e-01 7.87350175e-01 -1.38303555e+00 -2.10013794e-01 -8.26592037e-03 8.98547145e-01 -1.34279425e-01 -1.48252670e+00 8.38445797e-01 -5.94603905e-01] Distance 9.331161808878184 Each least square approximations [ 7.99770799 -2.27257201 3.51212385 -2.5715801 1.64964294 3.26858162 -2.7923614 0.55278435 -0.15129768 1.69077981 -1.32488553 -1.60041266 -0.71273189 -0.27881454 -0.63745121 0.78664758 0.91856129 -3.23809449 0.62433807 1.76100152] Distance 8.83634756989436 Each least square approximations [ 8.77396942 5.78546671 -0.50375439 -2.33322533 2.5802156 0.30735736 -0.63007919 -1.06063212 -2.98767808 -0.22193344 0.44511232 2.06807718 -2.22693036 0.46995075 -1.54247964 -0.76292304 -1.10262395 -0.49551101 2.30937545 -0.48635987] Distance 7.631848015279682 Each least square approximations [10.48369868 -3.4818937 -1.00248297 -0.86127743 -2.624551 -1.54918655 -1.36709025 -2.19497017 -0.57572861 4.38196449 -0.1704229 -0.10717736 -2.53021692 -1.31395248 -0.80634631 1.21880949 -1.96448492 -0.0686708 -1.02702799 1.69668451] Distance 5.822826045551521 Each least square approximations [-10.46675771 -2.37594488 0.34003458 2.36284344 -1.05832748 1.18991391 0.1364775 -2.37125148 1.96617181 0.67872883 -2.03527475 -1.73154569 -1.88073208 1.03477668 -0.63774089 -0.20863641 -0.05395182 0.47165263 1.46697421 1.07954122] Distance 7.883631093608709 Each least square approximations [-8.38033265 4.5704075 0.80755988 0.38253061 -2.83107399 -4.46710998 2.40233491 -2.25718222 -1.91487455 -0.93105004 0.97346606 -1.79709476 -3.43953402 0.34078828 -0.40757858 1.64759736 -0.34009794 2.31294432 -1.28889956 -0.38247136] Distance 7.403115699161472 Each least square approximations [ 5.62998742 0.69262557 -1.85273486 -3.09373558 -1.51479233 2.215599 -1.67416164 -1.74903886 1.70464871 -1.16615924 -0.62665368 -1.03708123 1.85933506 2.56694306 -0.85827254 -0.19149393 0.40904249 2.82074322 1.1466132 0.50674566] Distance 11.483705897272078 Each least square approximations [ 8.4494883 0.12764764 4.49296793 -2.0120263 3.25711326 0.41121743 -2.77962837 -1.41392043 0.85251626 0.64504626 -0.18755132 1.56861424 1.28339352 -0.98306137 0.05979739 -0.36787323 0.94597546 0.93050415 0.41619086 -0.29729604] Distance 9.581670645680662 Each least square approximations [-5.35346009 -3.2565797 -3.97477226 -3.27014931 -1.71445549 -0.95273178 2.01542773 -2.5746303 -0.54046521 -3.06970317 -1.35908738 2.31145539 -0.94062104 -2.4974102 0.57640818 0.67536972 -2.23890276 0.11294387 -2.32091495 1.30468004] Distance 9.957179124670713 Each least square approximations [-8.99899678 -3.10351688 -0.7109935 -0.92057428 -1.54564644 -5.43746099 1.25162634 -0.30760464 -1.52820295 0.14415683 -0.12928801 -0.36291007 -2.44570753 2.43916629 2.05696034 2.59814555 1.33635917 1.30568672 -1.25123759 -0.38244008] Distance 7.756787822441466 Each least square approximations [-6.93008206 -3.22430419 2.39072219 2.06337705 -2.39414865 1.54759314 0.99788164 2.12826636 1.95841399 1.20176739 4.05177171 1.27344486 2.4058589 -0.85290806 1.965738 0.68062977 0.34941751 1.2678902 0.3360176 -1.87084159] Distance 9.737505614645155 Each least square approximations [ 9.40234271 3.19948785 3.04064541 1.66668247 1.37816384 -1.68477674 -4.67083764 1.23813071 -2.36702444 -2.36379515 -0.94159536 -1.33884018 0.99500355 0.64866389 -1.84577709 -0.33737026 -0.83932159 -0.82875475 1.11779888 -1.47512387] Distance 7.34853429547885 Each least square approximations [ 8.00172259 -0.4725892 -1.60956586 -1.922091 1.00902202 2.23064385 -3.21951244 -1.69278655 0.57496344 -1.92714228 -1.96211365 -1.19507395 -1.31490362 -0.87292585 1.59486941 0.09776595 0.70705396 -0.54631582 -0.80651459 -0.37274796] Distance 10.519271356897919 Each least square approximations [ 7.64520233 1.3721987 -0.0193191 -3.2452199 -1.74986769 3.08434625 -1.99578588 0.15785512 1.74270394 1.49686159 -0.34654632 3.28444436 1.51669981 2.24717115 0.3376279 2.01778911 1.32252067 2.53455789 1.03378264 1.26122585] Distance 9.50630065005186 Each least square approximations [-8.24739399 2.18727741 0.34247997 0.4942177 -1.98085652 -0.10749727 1.90176013 3.08488122 0.68756678 1.56505037 1.28097211 1.3428007 -0.9739695 -1.10385049 1.74590576 2.84607764 -0.86002556 0.58712868 1.5396765 1.48857095] Distance 10.039129431988174 Each least square approximations [-7.91972802 4.15037154 -5.77528907 4.04483639 -0.22990452 0.58076685 0.93437057 1.35079041 -2.08072549 -1.36497796 0.73684104 -1.31133299 2.64535013 -0.02015888 1.88672493 1.52589091 -1.282646 -0.57315965 1.72555114 -0.40667397] Distance 7.920235242877564 Each least square approximations [10.78026837 -1.36809583 0.3402034 -0.88307761 -4.37663021 3.28288781 -1.34361236 -1.47725522 -1.15845547 -0.58369583 -1.24523111 -0.2551159 -0.98109494 0.14604169 -0.60109119 -2.37804159 0.12034957 -0.77268719 1.21586173 -0.38832791] Distance 7.516501275820726 Each least square approximations [ 9.329547 -0.82508298 -3.31366626 -2.14146355 3.39899961 -1.28525173 -2.07094515 -1.42256671 1.02207452 2.50331429 1.63471873 1.00910794 0.1678019 -0.79373804 2.30994469 -1.42138168 0.75552191 -0.8007479 -0.50539934 0.69808718] Distance 8.840949884424605 Each least square approximations [-9.87926054 -4.15037508 -4.15123141 -2.64373288 0.11713072 1.39179603 1.25037746 1.0880149 -0.39081867 1.56790991 0.98886748 1.98834173 1.51348164 -1.06806765 -0.51614629 2.32160342 -1.75033525 -0.17688477 1.12255553 -2.54527753] Distance 7.122448231181113 Each least square approximations [-9.83977725 2.84779997 -0.61903364 -5.2020442 -2.96655618 0.13903701 0.79404392 0.83487748 0.61855136 0.26427662 0.54338889 1.62557745 2.5905599 -0.34422779 -1.23588268 -0.50204586 -0.45758158 0.71244891 -1.57709427 0.38469819] Distance 8.004002453674358 Each least square approximations [-12.44534034 -2.10921212 4.30348687 -0.46864632 0.83502056 -2.05731919 -0.71616408 2.75110604 -1.96505537 0.17040209 -0.41879193 0.23665496 -0.37121423 1.30230916 0.13945846 -0.62413798 1.07979168 0.51145563 -1.55635132 0.28951468] Distance 4.533641960766396 Each least square approximations [11.06026888 -2.82446085 1.27338058 -2.0636638 0.35171549 1.0342167 0.09856323 1.47993292 1.11806515 1.49839369 1.91706318 0.28892601 1.32114938 1.46335342 -0.58692514 1.84471057 0.42590002 -1.30193289 1.39412689 0.84070236] Distance 7.933655045790343 Each least square approximations [ 9.9741991 1.75731217 -0.59713283 -4.21001089 2.08308439 -1.07473087 -0.83871743 -3.07981477 0.08803887 -2.33618279 2.15694643 -0.80047904 -0.01606697 -0.03350932 -0.52554618 0.66642243 0.39261592 -0.48747978 0.1923293 0.50321899] Distance 8.569681216025831 Each least square approximations [11.35495448 -3.94850151 -3.99111315 -1.10452918 0.82145819 -0.24338846 -1.64295369 1.99044957 3.37767036 -0.36557599 0.44671382 1.90277253 -0.85474372 1.49397972 1.08622384 0.84751231 0.15816874 -0.19462447 -0.74450761 -0.52384531] Distance 5.635051498175599 Each least square approximations [-10.55336539 -0.87991778 0.18462551 4.09437167 -0.96382925 -3.65809798 -1.04887101 0.46366183 0.11141354 2.96377064 -1.04571228 -0.2533888 -1.51302906 1.96587544 -0.27335897 -0.71795703 1.05698162 0.85110005 -2.50890859 0.72856 ] Distance 7.211219305311912 Each least square approximations [-7.44799944 1.98936688 -4.45904721 1.38168028 -4.2545697 -0.56034299 -1.27729937 -0.02286986 -2.88367766 -1.03912845 0.54969654 -2.57414373 1.89941487 0.88631294 -1.58774107 2.91320184 -2.408082 0.30807548 0.64376205 0.50739977] Distance 8.367316368198923 Each least square approximations [ 7.69630161 -0.84581756 -0.19695397 -1.20910793 -4.01980194 2.20722653 -1.47965242 -1.76204988 -0.56854967 -1.37997181 -2.24643202 -0.59183441 -0.07458682 0.09848881 -0.36579974 -0.43341775 -0.24319066 0.79689474 -0.88575842 0.64685353] Distance 10.58015807228498 Each least square approximations [ 8.42859908 2.59220343 -1.44838845 -2.69052709 1.46877725 -1.04816525 -2.39723961 -2.29191224 3.65593965 2.01771539 2.46514745 -2.1959266 1.14645929 -0.50051532 1.17118604 0.25875673 -1.29334755 -0.95592406 0.63987251 -0.90466042] Distance 8.547807927785819 Each least square approximations [-9.05048190e+00 -3.49019423e+00 1.26195326e-02 -4.13548455e+00 1.66318952e+00 1.79292906e-01 8.80275175e-01 1.45881527e+00 -2.04537645e+00 1.88270820e+00 2.20467389e+00 1.89272208e+00 3.50498386e-01 -2.39093776e+00 -6.90814521e-01 1.06861197e+00 -2.44965608e+00 2.15618515e-02 7.36603685e-03 1.84895954e+00] Distance 7.721789050630545 Each least square approximations [-8.67054966 1.26996048 -2.65919874 -0.64093618 -2.12280946 -0.75329262 1.19807499 0.30721778 -0.13004586 2.79214125 -0.64107491 2.03852683 0.31000371 0.00944113 -1.69896087 -0.38533217 1.01897463 -0.13650761 -1.31769659 0.70956273] Distance 9.994391215765827 Each least square approximations [-11.56779841 -5.00270374 -1.64425669 1.98173108 0.29797519 -0.56189631 -2.04612891 2.3375084 -2.73878748 0.89851407 0.50958957 -0.39674919 0.54441553 -1.21353817 -0.57419934 -0.11146174 0.20817736 0.68830312 0.57852019 -0.37656345] Distance 4.71328763338984 Each least square approximations [ 9.21465785 0.05523062 2.19905534 -1.60078093 0.98858104 -1.07324166 0.57049317 1.03449241 -0.29752263 -0.57624133 0.10231061 0.8251423 2.69449568 2.24079118 -0.44325527 -0.8183377 0.85623122 -2.83544106 2.3887479 -0.11087302] Distance 9.218748178830655 Each least square approximations [ 9.21524316 0.37672325 -1.77112003 -2.65926066 0.26200714 -1.15823463 -2.66369161 1.55295303 1.20689903 -2.20041317 1.21895311 0.59085877 1.16068833 0.06582624 0.52967276 -0.21396437 0.62190009 0.38573211 1.81518346 -0.99556976] Distance 9.42078030553147 Each least square approximations [10.75417894 1.25969648 -1.7663857 -0.82104661 -1.95130885 -1.44160971 1.14538121 -0.6744587 2.86636219 -1.26528243 1.30602105 2.88732195 -0.89236162 1.47913031 -0.114003 -0.66434837 2.11512185 1.17676985 -1.02691204 1.76528008] Distance 6.896305953329282 Each least square approximations [-10.1228906 1.64108281 -0.93525268 -0.47781956 -1.83981603 -0.23707687 -0.15013361 0.11060856 -0.35384134 1.47253333 -0.29215446 -1.56310117 -0.06425537 2.47201413 1.27211575 -0.33083262 0.12461538 1.35251284 -0.07407515 1.39447393] Distance 9.130576582634754 Each least square approximations [-10.11534094 6.62515169 -0.2901046 1.50382216 2.19253807 2.3763734 -0.17220646 2.20905593 1.88062321 -0.02807366 2.92091011 0.13433454 -0.04936015 -2.91867173 -0.60218947 1.11922617 -0.57061319 1.00768506 -1.04646424 0.23487014] Distance 4.930235204647458 Each least square approximations [ 6.22459821 0.01251294 0.95432988 -0.69977569 -2.4042878 1.78038709 -3.09942707 -2.29785759 -1.89735642 2.37192576 -2.10922401 -0.50050929 -0.46409582 0.20020218 -0.42760423 -0.57435542 1.30659026 -1.32471591 0.9500824 -0.44399027] Distance 11.388853501052958 Each least square approximations [ 7.19023153 -0.52707723 -0.79876721 -2.46283693 2.50475455 -2.28870615 -1.31539768 -1.64843438 -0.88385479 4.90017088 1.3004922 1.34245648 -1.52075396 -0.74005084 0.80917393 -1.34722342 1.66250111 0.21207983 -1.1402524 0.74694932] Distance 10.001031694375099 Each least square approximations [-9.19501726 -1.44933987 -1.91758589 1.44218214 -4.5943232 -0.74756052 0.63584985 0.51031509 -2.19521265 -2.26236685 -3.33072417 0.63092933 3.17933757 -0.65192515 1.69831027 0.43387943 -1.73405588 0.08811522 -2.09805617 -1.95754313] Distance 7.20582453678929 Each least square approximations [-7.07623962 -0.4321807 2.419581 -5.24282326 -0.99436047 -1.87906181 0.89813469 2.35411111 0.90300021 -0.94170351 0.65984591 -0.34638252 -1.28759399 -0.98943416 -0.84216717 2.07317699 0.0556242 0.83944815 0.84355413 -0.73155347] Distance 10.325628427369336 Each least square approximations [-10.07258101 3.42470107 1.90958044 -2.24639358 -0.19959853 0.87362958 4.06455029 0.67900017 2.07979095 -2.00328524 0.32110068 1.93579079 2.68142046 -0.41783042 1.13852214 0.7429265 -1.62531688 0.64743356 -1.32570469 -0.37982414] Distance 6.849611268272761 Each least square approximations [11.29039081 0.56166089 -2.44841126 3.90784698 0.60641002 2.19205434 1.17329133 1.68901346 -2.5120716 1.10477876 2.26703547 1.10652856 -0.96352989 0.63482072 -0.25510747 0.350144 -0.8657121 -0.18843904 -0.89512324 0.75170339] Distance 6.076405848554991 Each least square approximations [ 5.0230112 1.94799736 -0.07259289 -4.0246284 1.94664425 0.8221756 -2.40781483 -3.96307713 0.37687998 -1.47239554 2.40047566 -1.11207985 -0.46422706 0.842174 -1.65464393 2.30273967 1.7343572 -0.67975766 1.13794314 0.91716682] Distance 10.85665481759414 Each least square approximations [ 7.20953458 2.55230912 -4.18669833 -4.51869227 3.12446281 0.68461026 -4.49266898 -0.95130016 0.84528173 1.23764641 1.71771724 1.91513319 -1.07558732 1.56600111 1.87295977 1.54678006 -2.09289036 -0.89723501 -0.14474018 0.56411865] Distance 7.828608923727571 Each least square approximations [-6.20603764 -0.4199327 0.16911277 3.8518831 -0.37593042 -2.74506887 0.39832559 1.05686494 1.58931954 3.93521396 -1.08455759 -0.49794332 -2.57302932 -1.32856597 -2.83821907 1.31051844 0.2689849 -1.27628318 -0.20471261 1.12855401] Distance 10.479692814633603 Each least square approximations [-6.73015542 4.61795161 -6.78997998 5.11498609 1.84137253 -2.10065037 1.99963721 1.9845651 -1.47532481 0.07780669 0.62746135 0.77072421 0.52700507 0.51592458 2.00482103 1.30986873 -1.69435684 1.92204814 -0.71331904 -0.89412068] Distance 6.693789145968306 Each least square approximations [11.05133937 0.46719185 -0.89374575 -0.65046265 -0.25954204 7.27354767 -2.72821165 -1.34420678 0.22791163 0.11900661 -0.29164608 1.00169737 -0.87355735 -1.23313594 -0.06692387 -0.51799969 -0.10055452 0.34261119 1.39359261 -0.08116174] Distance 5.017563020838613 Each least square approximations [ 1.03073655e+01 -2.73632970e+00 -4.04469523e+00 -2.52930949e+00 3.13141104e+00 1.08601291e+00 -1.87234473e+00 -2.63885443e+00 -1.08693703e+00 -2.13056590e-01 9.58057080e-03 1.07355667e+00 -8.76871633e-01 -8.88114309e-01 6.36326284e-02 -1.48745994e+00 -2.41012411e-01 -4.62465340e-01 8.02551275e-01 6.10825291e-01] Distance 7.16755748805312 Each least square approximations [-9.89329684 -4.62032855 -5.71341019 1.47128065 1.17653756 1.95887855 1.59958962 0.39040367 0.56590951 0.86279481 0.85118579 1.54191154 0.62713493 -1.19566278 0.27439467 -0.1347586 -1.41429465 0.98468465 0.64882342 -1.48291129] Distance 6.56654058417133 Each least square approximations [-1.17415145e+01 4.13653955e+00 -1.05953696e-01 -5.03632004e+00 -1.64254964e+00 1.71640270e+00 -1.15552464e+00 -6.66304968e-01 4.70163147e-02 -3.69349448e-01 1.23306581e-01 -6.19993053e-01 1.44387003e+00 4.81667453e-01 -5.91910932e-01 -1.03570267e-02 6.33678224e-01 6.44951556e-01 1.11731244e+00 -7.15102765e-01] Distance 4.816798877256318 Each least square approximations [-10.59368902 -1.4501422 6.52115715 -1.91678738 -2.43275425 1.4797726 -1.69601194 -0.34687348 0.18430499 0.73492973 -2.20303292 -0.39201663 0.30601582 1.06896866 0.63677723 0.81278405 -0.25498929 -0.81358812 -0.10507655 -0.25274157] Distance 6.036422921224688 Each least square approximations [10.01671537 -3.35140756 2.52553336 -2.83535758 4.22301216 1.56052431 -1.48803586 0.98829654 1.9733402 2.54880269 1.67291222 -1.29260353 0.12350931 -0.34962396 -0.19526832 0.4286815 1.07073304 0.76109132 0.75788817 0.12801909] Distance 7.055308998020499 Each least square approximations [11.20424898 3.52324583 1.96423469 -4.8077563 2.74443263 -0.19025669 1.17034503 -2.40513645 -0.97921156 -0.37603479 1.61097408 -1.23630115 -0.42042484 1.22601964 -0.25483853 0.06465584 0.91342889 0.96208942 -0.17651705 1.03048201] Distance 5.22376307222383 Each least square approximations [10.24510284 -4.94742577 -0.68740346 -4.00463707 0.36833162 -1.89063372 -1.45060891 -0.0177088 1.43486442 1.25906934 1.15997337 0.42576804 -0.93224593 -0.52535753 0.9233998 1.75496796 -0.4040067 0.50020744 -0.31828871 0.98868127] Distance 7.297466305747013 Each least square approximations [-11.74731191 -2.16489666 3.32734318 3.64598405 1.7797704 -2.10851859 -1.5484979 -0.55494783 -1.1642419 2.6482079 -1.6275733 -0.28363113 0.75515416 0.91947172 -1.22238691 0.63959135 -0.48117696 -0.38468055 -1.29727776 0.69423543] Distance 4.735639058533092 Each least square approximations [-6.54569306 4.22326047 -5.7285095 2.22398145 0.15743279 -3.74800709 4.18044656 1.99689097 -1.59305107 0.49607187 0.56292322 1.47324404 0.62316877 0.33095359 -0.04196717 1.86411955 -0.40484375 3.45766323 -1.49452402 0.88606215] Distance 7.706117365006466 Each least square approximations [ 9.34649136 0.57073588 -2.12259762 0.0253195 0.55205984 7.24738273 -3.28441361 -3.2595659 0.68723201 -0.98728587 -0.31804537 1.01591626 -0.01436943 1.07474422 0.43666501 -0.28413437 -0.6505473 0.77464415 -0.21134288 -0.1784847 ] Distance 6.797878322997628 Each least square approximations [10.35445364 -3.2619096 -2.26964487 -2.64623964 2.57065261 1.22450832 -1.05130683 -1.12398487 -1.59219784 -1.81426125 1.03036178 1.58454795 -0.07679757 1.12089068 -1.12639621 -0.14653766 -0.04895198 -0.08778791 1.9628148 0.52738647] Distance 7.821169126013968 Each least square approximations [-8.62097574 -4.86653334 -5.72643933 0.78482204 1.96858636 0.73876333 0.97494078 0.20237123 0.46601569 -0.70458303 0.37001072 0.63887486 -1.17165047 -0.5709115 1.2476721 -0.55185923 -1.69571748 1.7060206 -0.30588264 -1.39378451] Distance 8.263311074332199 Each least square approximations [-11.80347062 1.99774659 3.01837071 -3.65740041 0.41350134 0.01538065 -0.92910277 -2.1449584 -3.33761655 0.771057 -0.48392065 -0.35583969 -0.24013688 0.92735364 -0.96271381 1.28654084 0.89596177 -1.39242024 1.33289294 -0.23639348] Distance 5.113119775132316 Each least square approximations [-9.01519482 -2.64152396 5.89696031 -0.476144 -3.23796101 2.6150063 -0.60278964 -1.90549712 -0.09101492 -0.92904332 0.36213539 0.50946503 -0.22723762 1.45629282 0.18379109 0.53934861 -0.86604069 0.72360309 0.43674919 -0.30219703] Distance 8.237961523536429 Each least square approximations [ 9.82264362 -1.24946758 2.87597051 -2.7186814 3.91497628 1.8088868 -3.75093189 2.2607304 0.8335117 0.46274631 0.86646746 -0.35927799 0.81866459 -0.06387736 -0.22506991 -0.84906294 1.37619262 0.11530778 0.78435339 0.32748786] Distance 7.771512399929278 Each least square approximations [ 9.76309445 3.17778825 2.46116886 -4.68879196 2.80827931 0.12643517 0.60018262 -1.26231102 -1.24513707 0.31898664 2.24227893 0.17379343 -1.10198179 -0.68997742 -0.08011441 -0.70164895 -0.97866589 0.19575325 0.28511575 0.62521965] Distance 8.004120294234568 Each least square approximations [ 9.26293715 -4.11433238 -0.46546099 -4.53551457 -0.83601988 -2.08371657 -1.72536454 -0.55971541 -0.18715305 0.43737103 0.11575745 0.38129781 -0.54462665 -0.65315558 0.23135535 1.46833499 0.55261925 1.90843062 -0.59790041 0.53742063] Distance 8.831090351093636 Each least square approximations [-10.13897692 -1.10249817 4.35329123 3.72618189 -0.3142763 -0.34454792 -1.12112838 -0.49878499 0.75236172 1.50366873 -1.86242542 -1.2218551 1.04776969 0.95544011 0.21418935 1.83927176 0.15499623 -0.05872409 -1.23345288 -0.65705876] Distance 7.997889357798874 Each least square approximations [-7.31721695 1.23140845 -4.01814345 1.28452361 -2.21776126 -3.20497688 -1.1116042 -1.26418821 -2.8373837 2.16273506 -1.22961078 1.91345193 -1.33495793 2.62527865 -1.09465555 2.50686138 -0.88291256 2.37798357 0.43557418 1.74552488] Distance 8.004174421505642 Each least square approximations [ 6.49630036 1.98266152 -0.26859703 -2.30095549 -1.92672397 3.08253078 -2.19930005 -1.97806136 -1.21081862 -1.96794932 -1.58513505 -0.53911631 0.29817281 -1.12596628 -0.09369305 0.17939518 -1.19688187 2.74707827 -1.51427609 1.59258131] Distance 10.092678099415922 Each least square approximations [ 9.99965594 4.4114661 0.47295981 -2.8260514 3.0128972 -1.23569493 -0.9569107 -1.65227022 -0.51030611 -1.72717611 -0.45253826 -1.90035727 1.2471898 -0.97531039 -0.53380378 1.00719943 -2.41743712 -1.26555634 0.84814307 -0.05172471] Distance 6.142117754077291 Each least square approximations [-8.48734166e+00 -1.95460852e+00 -2.27424127e+00 1.63222270e-01 4.55150294e-01 -4.04954721e-01 1.81272665e+00 2.11124857e-01 2.72127406e+00 -9.42152454e-01 3.35354013e-01 -6.09193191e-02 -3.57374563e+00 -1.06708686e+00 -6.31318208e-03 1.20987887e-01 -1.80087186e+00 3.49279685e-01 -7.53835430e-01 4.33984648e+00] Distance 8.295530969974664 Each least square approximations [-7.92926436 0.11128726 -0.0930413 -0.47006434 -0.80595866 -0.61714049 -2.40398283 -3.8968605 0.29664877 1.27502311 0.66660818 0.85401567 -0.84201597 2.10661651 -0.2005365 2.57132261 1.3238612 2.7708555 -1.06626909 1.40216454] Distance 9.292144712048541 Each least square approximations [-7.63331683 -2.63379664 0.96512863 0.58240365 -3.8286407 2.44829297 -3.56064682 -0.34963012 -0.74701327 -0.90272471 -0.09318797 -0.73650915 3.08839407 -1.20049817 -1.05980428 -0.80308579 -0.08601696 0.72077796 1.27199941 -1.2676931 ] Distance 8.962252779291743 Each least square approximations [ 7.85486175 1.24968069 2.81724559 -3.47604393 3.01204287 -0.95093478 -0.65857275 -0.59249243 -0.60948347 -0.54476858 -1.88799823 0.24211975 1.05033308 0.1457945 0.48661339 -1.93113992 1.71429802 -0.76611787 1.99153853 -2.20292575] Distance 9.10522293057379 Each least square approximations [ 9.3489381 0.69977819 0.74237685 -1.20729136 0.45272765 1.5953101 -2.92375608 2.14857499 1.96817933 1.11907462 1.19045859 -2.34800048 0.83187222 0.17961284 1.34154785 0.20782002 -1.39705023 0.41221221 0.1333094 0.13691505] Distance 8.72216654565781 Each least square approximations [ 8.21861685 0.56766265 0.40326314 -4.02566695 -1.05146602 -0.80683471 0.67014975 -1.4704122 1.22500878 -1.60249317 0.20791589 -1.27882427 1.58597062 -1.10284138 -0.17128883 2.45796083 1.41616528 1.59432995 -2.33083126 0.51673767] Distance 9.18000152574249 Each least square approximations [-8.57828747 0.48094875 3.32443316 -1.97330608 -0.39954896 0.09130796 2.31099761 1.20120864 0.49186096 3.08626898 -0.28408637 0.94942915 2.76381315 -0.65007873 0.12521865 1.14523363 0.23389744 0.4734882 -0.38994836 1.10457022] Distance 9.009400614581155 Each least square approximations [-11.58406692 3.42952961 -1.57244347 -2.71452388 -1.88289677 1.94804536 2.54948334 0.11743178 -1.18865117 -0.61467123 -0.03043865 0.09635659 0.63355011 -2.29691851 -1.34327644 -1.17105968 -1.92898943 -1.24174661 0.46848619 -1.48960944] Distance 3.938733002195403 Each least square approximations [ 4.94528606e+00 1.55998933e+00 2.62926612e+00 -2.57534613e+00 -2.53134518e+00 2.29689429e+00 -1.98460007e+00 -4.67904491e-01 -2.26243433e+00 -1.52452267e+00 -1.72172012e+00 -9.89271208e-01 -2.37923147e-01 5.03401717e-01 2.76020307e-01 3.71328007e-03 2.12899552e+00 -3.00155772e-01 -1.41329277e-01 6.56025714e-01] Distance 11.41907655025694 Each least square approximations [ 5.81146645e+00 6.20493695e-01 -4.89407360e-01 -3.63296244e+00 6.13866893e+00 -3.08254507e+00 -3.37280393e-01 -4.07216349e-04 2.81098288e+00 2.28162139e+00 2.43501485e+00 -6.19873858e-01 4.74805688e-01 6.79999637e-01 2.10197488e+00 -1.13796524e+00 2.10544499e+00 3.42363449e-01 -1.24079489e+00 7.92272830e-01] Distance 8.722475877863138 Each least square approximations [-8.4012274 0.49943579 -2.65710806 -0.32127221 -2.00949241 -4.00678595 1.1100977 0.72823231 -2.57920112 -2.3207621 -0.80401855 2.58431678 3.67185773 -1.20349694 1.74532536 -1.34264643 -0.87305992 -1.53059775 -1.38225735 -0.12085713] Distance 7.713256527762175 Each least square approximations [-6.7679579 -3.62075085 0.88343042 -2.66418108 -1.39480217 -2.88890247 -0.88193706 1.38078103 1.65419894 1.17472305 -1.51551477 -0.60649288 0.1138103 -1.9424739 -0.5652791 1.23180315 0.38150522 1.39595425 -0.11974398 -1.7283834 ] Distance 10.307634635058747 Each least square approximations [-9.63066046 -0.02419501 -0.90658114 -1.46575618 -0.46931516 2.02485719 1.9768817 1.19579997 3.06819542 -0.75234455 2.87693504 1.78960689 1.70366906 -1.27401855 0.97091661 -2.22507398 -0.96928036 1.10081163 -1.04343696 0.02930076] Distance 7.938383445193725 Each least square approximations [ 9.44796395 1.26592028 0.65024917 1.8267049 0.73407049 1.99763876 0.55040922 0.36520138 -3.05064477 -1.61964193 3.01873329 2.61061999 -0.78940983 1.65331111 -1.12724777 -0.38048901 -0.29159381 0.347147 1.26329846 0.31777938] Distance 8.330183319470237 Each least square approximations [ 6.50782248 -0.29440628 -1.00605748 -4.42689162 0.91712466 1.28013952 -4.84439928 -0.47448123 1.55668011 -1.74993408 1.11172553 1.34059782 -0.52395214 -2.15668183 -0.44366883 3.62301211 2.45109564 -2.18735014 0.46791231 0.43284633] Distance 8.736639516504862 Each least square approximations [ 7.95757529 3.72799434 -3.87916382 -3.21067973 0.49413514 -2.01066939 -2.80781423 -1.64235282 0.23038533 0.31352855 0.17881263 1.66399772 2.77308204 2.26503589 1.91613644 1.84617437 0.51725875 -1.60374353 -0.16376343 -0.61892456] Distance 7.743952848340722 Each least square approximations [-7.14359316 2.70566392 2.29083155 1.58669765 -1.90198241 -0.59791147 2.20699081 0.72077512 3.02144265 2.12300085 0.1903552 -1.970339 -2.65002223 -1.108301 0.37596968 -0.09890051 2.89309522 -1.7594025 0.75128228 0.64789468] Distance 9.46716996869625 Each least square approximations [-6.64805534 3.87431961 -7.22975756 4.03527168 1.19460962 -2.71652057 2.14502616 0.79926628 -1.57058628 1.71757862 0.80800673 0.50340536 1.1182244 0.58336274 0.93678825 0.66861193 -0.83044071 1.29647078 0.02930417 -1.91525044] Distance 8.160528737688738 Each least square approximations [12.14608602 0.69427901 -2.3117577 0.47226193 -0.59876193 5.37037945 -2.22455662 1.0948013 -1.30468239 -0.45598841 -0.63384158 -0.05758144 1.14601938 1.28301297 0.86426386 0.96207979 1.00487916 1.11826135 0.7413383 0.34211296] Distance 4.988084794461977 Each least square approximations [11.03399086 -2.02703694 -4.00241808 -1.99565126 2.50273987 1.34770922 -2.40023795 -1.80875014 -0.43751886 0.31368151 0.70752009 1.1806452 0.14035945 0.17682002 -0.53404607 -1.35657454 -0.74511095 -0.71895027 0.05279712 0.76791577] Distance 7.394635751230807 Each least square approximations [-9.95700117 -4.179295 -6.29214075 0.87485554 1.35958904 0.88266936 1.47697542 1.25473523 0.50666999 1.4515224 1.21639119 0.7389234 -1.61190823 -0.61051329 0.65898569 0.24730318 -1.61901069 0.12759305 0.52389642 -0.79516715] Distance 6.995032422773217 Each least square approximations [-11.44605227 6.06296014 0.31025897 -2.84883375 -1.51242666 -0.67705733 -1.18448088 -0.80716642 0.32034793 -0.35895748 0.41569663 -1.54145219 1.91637496 0.35446827 0.81207511 0.62247816 1.06432318 0.06959375 0.51658782 -1.05315033] Distance 5.723235656596465 Each least square approximations [-9.84279474 -1.9773714 6.2946458 -1.96618905 -2.82919885 1.86472533 -2.54579766 -0.9536931 0.08186071 0.36241768 -0.49499205 -0.30158503 2.04774272 0.83798592 0.44494554 -0.65712441 0.73489495 -0.95276616 0.57264012 0.29548488] Distance 7.257062203244926 Each least square approximations [ 9.63122988 -2.13564012 4.07665623 -3.38480797 4.01792874 1.38254529 -2.16921158 0.27745274 0.86489886 2.12580385 0.44488237 -0.29020394 0.64421975 0.4770642 0.39957947 0.69370255 1.42731393 -1.47739433 2.15620484 0.80638461] Distance 7.687079035936644 Each least square approximations [11.86539921 4.82343156 2.26698605 -2.75505877 2.80422167 -1.9457981 0.35313742 -0.85029117 -0.89464003 -1.21161662 -0.89249036 -1.79568772 -1.58785289 -1.42040573 -1.63796759 -0.45202461 1.0015757 0.86340728 0.26841564 0.25882901] Distance 4.335331893814432 Each least square approximations [10.70234311 -5.35652724 0.14684592 -4.23652769 0.61288736 -0.38096398 -1.60610313 -0.56363943 0.72366794 0.90622344 0.63476466 -0.8333529 0.08983333 -0.25942788 1.18805874 1.30941288 0.62496274 -0.27870583 0.09315492 2.110666 ] Distance 6.962949095067323 Each least square approximations [-12.53852172 -4.5927626 3.43648406 2.98461462 -0.68101949 -1.11151923 -1.64919876 -0.9520278 -1.16684864 1.21172561 0.8300919 0.40702605 0.22224661 -0.11646751 0.21714945 1.53102609 0.37086491 -1.01372237 -0.17990758 -0.05863736] Distance 3.462377529481753 Each least square approximations [-8.00518152 -0.39698266 -5.84589678 -0.26062737 2.945958 -0.66427301 0.41670203 1.53668057 -2.16024014 1.46782503 1.49890739 0.47431634 -1.64627729 0.63301494 -1.88211408 1.37005213 -1.54567777 -0.50386203 -0.33533552 0.957046 ] Distance 8.094001542326984 Each least square approximations [ 6.62209587e+00 2.95194430e+00 1.03934634e+00 -1.06875258e+00 -2.69091756e-01 3.60761190e+00 -1.88151282e+00 -9.92790089e-01 -2.91628926e+00 2.95175698e-01 -7.71945254e-01 -8.53026654e-01 2.29358232e-01 2.47476831e-01 -7.04987183e-04 -4.16494163e-01 6.41000959e-01 -1.97738383e+00 2.66989225e-01 -1.51393955e-01] Distance 10.494087268503623 Each least square approximations [ 6.40775456 -0.88285586 -3.65633164 -2.71134618 3.10330466 -1.80123362 -1.91731138 -0.93664546 1.19853977 1.03420214 0.0772075 -1.65617034 -1.61542509 1.34718502 1.03851082 -1.80087982 0.23937894 0.68379838 1.58922546 -0.1166928 ] Distance 10.004641480176177 Each least square approximations [-8.41276638 1.8235253 -3.41266694 3.6478295 -0.03363323 0.84786057 1.50851573 2.69953915 -0.55433499 -0.66077771 2.08021559 2.16577266 1.78379201 -2.98190848 -1.48909925 0.74249655 -0.01435247 1.01294893 0.64444824 0.87102425] Distance 7.8105641787814095 Each least square approximations [-7.44006352 1.18430775 -0.14565366 -1.02847212 -2.32187873 -0.35819674 -3.41146567 -0.84318376 -0.00967908 2.2020757 -1.47501011 -0.36619786 2.04667448 -1.58978565 -0.36432277 0.37648669 -0.60418437 1.56212095 0.53172413 -0.5129946 ] Distance 10.195089501599563 Each least square approximations [-9.6669367 1.65155202 -1.41141673 -4.38504414 -3.03673191 3.50852494 -1.82115773 0.72241949 1.01582655 -0.23144559 0.27223699 -1.87906154 -2.74172364 0.23782658 0.94515573 -0.6640915 -1.08127532 0.6933229 1.18494034 -0.20185969] Distance 6.138750968005313 Each least square approximations [ 7.25956732 1.53771683 1.02428321 -4.8283465 2.53108063 4.41163763 0.9270918 -0.12305135 -2.11768255 0.59919363 0.64023118 0.59856373 -0.4713604 1.58203467 -0.04045662 -0.83344147 0.02337087 1.14647968 0.47546187 -0.48015123] Distance 8.95372408382678 Each least square approximations [ 7.11439441 1.44520573 1.40955991 -4.82716211 0.51038971 1.42278503 -0.02215993 1.37746183 -0.5090815 -3.2583866 1.00069922 1.0292819 2.82932516 -0.2390814 0.4776828 1.19950699 1.01186972 -0.36756736 0.45704835 2.02842135] Distance 9.3178525432276 Each least square approximations [ 7.15122242 0.25555965 -1.41221059 -5.96671338 -0.29846122 -2.68565493 -0.57051339 -1.1986221 -0.38579304 0.95623239 0.4518536 -1.80895959 -1.46000216 1.22066858 -1.90959089 -1.25574654 0.11414741 -1.89735641 -1.36589127 -0.45709632] Distance 8.955872652509816 Each least square approximations [-7.69569072e+00 3.50457516e-01 3.14639605e+00 3.38136208e-01 1.89679250e-03 -2.82439838e-01 -2.42813865e+00 2.87019943e+00 1.92335321e+00 6.33738170e-01 3.13015327e-01 -1.53268908e+00 2.54275564e-02 2.12170415e+00 -2.60885625e+00 8.89016512e-01 1.72146391e+00 -1.49392540e+00 1.70383718e-01 8.45601616e-01] Distance 9.433182790837154 Each least square approximations [-6.67163229 0.57598743 -4.21337014 1.63143746 0.08908378 -2.10240451 5.17033204 1.4597241 -1.83490279 -1.39010888 2.8050043 1.80849211 0.25604732 0.46896301 -0.9039355 -0.53130989 1.1053846 -0.34103459 -0.08360296 2.01146707] Distance 8.95139919731432 Each least square approximations [ 6.52397166 3.34436434 1.59165579 -0.85785549 -0.6791679 4.01467351 -2.11720259 -0.15598116 -0.04509099 -0.69722883 0.56413347 -1.03996808 -0.5359539 0.88399963 0.40370881 0.03588438 -0.29419337 0.81585423 0.22941404 0.17250404] Distance 10.946769353544955 Each least square approximations [ 6.66257587 -4.34543801 -0.18741014 -2.9520059 4.27417938 -1.18527717 -1.36246675 0.29937157 -1.04428027 -2.00185654 1.70531643 0.64333357 0.37994053 2.16643146 1.48521903 -1.58706388 1.47805186 0.14735175 1.83894723 -1.20457552] Distance 9.12283728609387 Each least square approximations [-4.76173414 -2.36822247 -7.02275013 1.15428746 1.42499559 -1.23053646 1.4358641 1.05847433 -0.21740481 -1.62774678 -0.69716927 0.03450417 0.7143551 -0.11465854 0.88315604 -0.99205561 -0.57216155 2.65103711 0.52573873 -1.46432862] Distance 10.048913902301734 Each least square approximations [-7.69119641 -1.35287347 5.59377594 -2.27289849 -1.07095282 -0.83832421 -2.30838198 -0.92084981 -2.37671423 -0.39440543 -2.673691 -0.02042914 1.44627501 1.1419416 1.92650419 -0.25778839 -1.05735053 1.96534531 -0.40114982 -0.93045334] Distance 8.383766215944506 Each least square approximations [-6.627031 -1.73856413 3.72966643 -1.38459592 -2.32386111 2.77660794 0.28064461 -1.26065901 3.79141679 -0.06410798 2.03798536 0.7876743 -1.65781746 0.86574981 -0.60140295 -0.7219938 1.1958953 1.7196305 -1.39128683 -0.3844691 ] Distance 9.712840690165804 Each least square approximations [ 8.02766071e+00 2.99810386e-01 2.14798268e+00 -2.99707624e+00 1.48119506e+00 1.44289686e+00 -2.34683883e+00 2.82690327e-01 5.12677204e-01 -1.37020618e+00 1.80517103e+00 1.51797954e+00 -1.77427836e+00 6.55742052e-02 4.37848086e-03 -6.60108480e-01 2.92188508e+00 1.19184452e+00 3.11517215e-01 7.26030563e-03] Distance 9.620287442796872 Each least square approximations [ 6.08752304 0.10677224 2.63046323 -5.98665596 4.20129912 0.07437407 -0.58047731 -0.54371597 -0.9094637 0.30473963 0.32771973 2.25474085 -0.08294725 -0.70121955 0.81533732 -0.45924334 1.35191391 -1.3492705 0.33911671 1.89367018] Distance 9.430630162409477 Each least square approximations [ 5.35687921 -3.11979537 -1.61357672 -4.47785237 -1.60454552 -1.91962483 -2.46224334 0.89066703 -1.71481485 1.25968457 0.32804867 1.66518685 -0.0813916 0.47196173 1.5293506 -0.05789261 -0.09171947 -0.39646953 -1.10498849 -0.13945088] Distance 10.784441210777244 Each least square approximations [-5.63673961 -0.15718486 5.08165457 4.43435261 -2.19615593 -1.07722446 -1.15694802 3.23318959 -0.03253105 -0.64382631 -2.82858118 -1.94699551 0.03253293 0.8266788 -0.85755829 1.13003999 0.18249582 0.83824513 -0.35511144 -0.22009509] Distance 9.540170551655239 Each least square approximations [-6.66111443 4.72169935 -6.1311957 3.3090817 0.50510981 -2.30098456 3.06391465 -0.0150676 -2.85849205 -1.45757164 0.06361877 0.72780212 -0.01077731 0.70662349 1.57077526 1.99977422 -1.47496841 1.01224701 -0.24813724 -0.37112885] Distance 7.961425504416564 Each least square approximations [ 9.88575759e+00 1.86498525e+00 7.77478246e-01 9.65228760e-03 -1.33849724e+00 5.49658874e+00 -1.85319156e+00 -1.86628712e+00 1.02644695e+00 -9.41540658e-01 6.49486842e-01 -6.83281413e-01 7.65180920e-01 2.36739013e-01 -9.70571529e-01 -1.15085646e+00 -8.90970173e-01 8.40717231e-01 1.12169851e+00 1.32981041e-01] Distance 8.09179341381327 Each least square approximations [ 8.98426301 -2.39591892 -1.80343364 -3.78205582 4.90025975 1.58847146 -2.041338 -2.12159156 0.25630532 0.2489257 -0.61976354 0.83519498 -0.25651888 -1.65191577 2.32247741 0.34798539 -0.75647345 -1.39388598 -0.60291539 0.34658277] Distance 7.936457538144666 Each least square approximations [-8.94748005 -2.6493617 -5.36181484 -2.90747086 2.82288882 1.01158274 1.32531572 -0.20154903 0.92838623 -1.44428722 0.72191148 3.80218417 1.15850711 -1.8131718 0.49988152 -0.59266373 -1.77566803 0.71733054 1.34925609 -1.06790116] Distance 7.061856535175768 Each least square approximations [-12.36026152 -0.44006742 -2.00812416 -2.92201752 -3.13323913 0.6357465 0.62763147 -0.44958075 1.00999078 0.17748816 -1.04124882 -1.03981418 0.9842517 0.36175626 -1.36452282 -0.93293543 -0.42013534 -0.21982071 0.60287602 2.40711031] Distance 4.993351604496204 Each least square approximations [-10.36305188 -3.51561282 5.21538229 -0.2021118 -0.42393353 1.76935269 -0.71701142 -0.67297731 0.2433195 2.27330941 -0.43247037 -1.05628465 -0.32105993 0.54786067 1.18626419 0.5073484 -1.89978548 0.39439654 -0.76752471 0.01476135] Distance 7.106351932330868 Each least square approximations [ 9.77316272 -1.96477463 3.52080608 -2.1592166 2.87464795 1.2792263 -2.14691525 1.75019066 1.58458426 2.54226137 2.6358282 -0.89027862 0.40471154 1.07530808 0.35655712 -0.331245 0.69037697 -0.48326296 0.90320459 -1.17503465] Distance 7.716169715492062 Each least square approximations [ 1.11851478e+01 1.02891546e+00 -8.38761498e-02 -5.23971934e+00 8.94425088e-01 3.54175725e+00 -2.38412900e-01 -2.77157877e+00 4.44080256e-01 -4.27303654e-01 1.11565623e+00 -2.06409691e-01 -1.31116500e+00 9.67937256e-01 3.43024977e-01 -1.48328781e+00 6.09024044e-04 -5.09717789e-01 5.05792813e-01 -1.64372170e-01] Distance 5.729640825112362 Each least square approximations [10.17439355 -1.93444477 -0.72608317 -4.37372073 -2.9622296 -0.8365672 -0.92136976 0.22907143 0.35326401 1.27887461 0.15781346 2.34718708 0.839604 1.38852097 1.62771874 1.51476239 -0.58579747 1.73065851 -1.70024176 1.22038162] Distance 7.405395736687706 Each least square approximations [-11.68803874 2.92085381 1.1871053 3.48921469 0.81278401 0.87931017 -0.26253732 1.2282437 -0.7679083 3.51276747 -1.89693931 -0.49213505 -0.48828917 2.00107591 -0.0194982 -0.02568727 -2.26110959 -0.30444627 -1.06294921 0.81885025] Distance 4.996677459728805 Each least square approximations [-8.9681619 -3.91976199 -4.87471091 0.51017788 4.11037918 0.2466872 2.06499546 -0.8036808 -2.68897642 -2.11403091 -0.06304561 -0.11097756 -2.08195444 -0.49646132 2.58418877 0.6962324 -0.90111306 -0.53377826 -1.28012094 -0.10293831] Distance 5.698981200741917 Each least square approximations [ 5.32927058 3.81597513 1.58613767 -1.45748828 -0.53370995 3.27629286 -1.61664656 -1.93656492 -3.91347225 0.42590294 -0.40882572 -1.38849706 -0.03599782 0.37662584 0.02054435 -1.01635688 0.88681456 -0.37831725 1.6813376 -0.38205465] Distance 10.616486145967357 Each least square approximations [ 5.61242577 -2.04268212 -2.51768383 -1.98642701 4.69856721 -1.45709404 0.30437011 -0.60874437 1.99750815 2.06128932 -0.2522693 1.17884889 -1.91495511 3.12387355 1.13424364 -1.92123101 2.72601292 -1.96314555 1.67583413 0.04966035] Distance 9.357096054200198 Each least square approximations [-5.96750262 3.481064 -6.19561437 1.34049446 -0.23460877 3.01394018 1.21529016 0.48208207 0.98227289 0.05217275 1.36587687 1.45646607 0.85898458 -2.40027073 -1.23805973 -1.56819239 -0.24613284 -0.60633725 -0.1236026 -1.53375688] Distance 9.130437490953252 Each least square approximations [-6.01384459e+00 -2.93073465e-02 1.21140685e+00 -2.28869628e+00 -1.48772051e+00 -1.10762034e+00 -2.65345940e+00 2.20096380e-01 -3.68897219e-01 -2.49221247e-01 -4.06879718e+00 -2.10682038e+00 3.07574368e+00 -4.13657192e-03 1.10790875e+00 6.77303766e-01 -8.91962927e-01 3.55443006e-02 5.37622367e-01 1.24278127e+00] Distance 10.582772270037857 Each least square approximations [-7.7200926 2.96890396 1.76176109 -1.80364325 0.92342471 3.04471426 -3.00972506 -0.06040213 2.1286426 1.6624716 1.53307883 -1.25115406 -1.70774563 2.78629971 1.77899865 -2.74299478 0.38730649 -0.31753133 0.52231592 1.28104452] Distance 8.465565983930414 Each least square approximations [ 7.0381714 3.86284602 -0.17839853 -5.67981743 1.42078437 4.12157207 -0.21019188 0.67033505 -0.05027435 -0.07922173 2.8782484 -1.41804476 -0.15946989 1.27593774 -0.38970933 1.36365915 -0.44114944 1.75760274 0.37948915 1.17802295] Distance 8.082861464454037 Each least square approximations [ 5.60289795 1.61699412 0.52376718 -4.78653394 2.21568554 2.17440976 -0.7481466 -1.80403274 1.08941437 -1.02024262 0.84208888 1.30389082 2.26474637 -3.10215224 0.00841176 1.75424588 0.75062112 -0.59633146 0.23837378 1.39810114] Distance 10.213951045890102 Each least square approximations [ 4.99928916 -1.52483371 -1.50449178 -5.50524825 -0.58556606 -2.24371935 -1.03892343 -1.03469569 -0.33093894 1.34513351 -1.0791037 0.36652604 -0.14056887 0.51986135 0.06160757 -0.05527537 -1.10044991 -2.84860404 -1.05459141 -0.30778944] Distance 10.904253463832397 Each least square approximations [-5.38388795 -0.30283632 3.14490169 3.8642492 -0.64516454 0.75152493 0.29961948 1.81693752 1.12861922 1.80574201 -0.61392743 -1.93577263 -0.88810376 0.38405593 -0.37222875 0.43287737 2.65436334 -1.91008875 -0.62672922 -0.21118341] Distance 11.001865536329296 Each least square approximations [-6.10613994 3.58052358 -8.07763176 4.09232407 1.52210403 -3.23033725 2.5995206 2.72665398 -1.40947376 0.95624627 0.17549943 0.20208247 0.76264507 -0.54646632 0.63700584 0.27221899 -1.32178988 1.01132638 0.83900117 0.83587041] Distance 8.165399447038698 Each least square approximations [14.7912013 3.14842893 0.22363218 0.7653646 0.37723592 0.56073173 -0.83063783 -0.28915528 0.1723975 -0.32425419 -0.87542986 -0.77235311 0.14397196 -0.06970529 -0.68458362 0.32741185 -0.03846097 -0.21357953 0.21192637 -0.06713438] Distance 1.212176332032953 Each least square approximations [11.13750315 -3.64042556 -5.11824676 -2.98310194 1.37610909 -0.71017473 -1.57010064 -0.59080203 0.56669848 -0.12134732 0.02616418 1.66569539 0.91882334 0.37155709 1.71416906 -0.45215167 -0.55667012 0.55771841 0.2947862 0.13185609] Distance 6.9755068472712995 Each least square approximations [-9.68161687 -4.1461235 -6.43361925 0.55855637 2.37825459 1.92494428 1.31566846 0.23215904 0.06600996 -0.57109921 1.04336991 0.58713459 -0.67567836 -1.94661711 -0.56251683 -0.08041248 -2.27607103 0.65620006 0.6818392 -1.33656481] Distance 7.500302309294235 Each least square approximations [-11.38269327 5.28072226 2.88134548 -2.18004178 -4.60801244 -1.27680983 -0.70754504 -1.72380314 2.45982019 0.89404488 -0.42548322 -0.88625182 0.86759219 -1.84569959 0.56527061 0.58877021 -1.19160068 0.45051276 -2.16612869 0.8600885 ] Distance 4.205242696816285 Each least square approximations [-10.0862213 -2.05350423 6.5299296 -1.23379928 -2.7442939 1.5403921 -2.66871774 -1.62754021 0.06394886 -0.67548388 -1.28027496 -0.71755947 0.5896098 1.38241048 0.79952104 -0.08333366 -0.4207727 0.63300049 0.01670934 -0.14009539] Distance 7.636796590688542 Each least square approximations [10.54574745 -2.91149574 4.17531253 -4.27982746 3.07672197 1.1480288 -1.67268026 0.45048125 1.34000928 2.9014469 -1.22160181 0.83927447 -0.03691203 -0.66046437 1.48574543 1.7191017 0.1147824 -0.77511414 -0.0278728 1.20477086] Distance 6.702344939176246 Each least square approximations [10.95827322 3.41560753 3.77742956 -3.16659113 4.04570784 0.57279894 0.82760362 -0.36986082 -0.79437446 -2.46127691 1.40709134 -1.27697666 -0.9523184 -1.27971565 -1.47289872 -2.25246344 -0.39926453 -0.87361818 -0.24194683 -0.59959598] Distance 6.263519944234283 Each least square approximations [ 1.06344898e+01 -5.07213593e+00 1.99715860e+00 -5.14853496e+00 2.19666323e-01 -1.02385901e+00 -2.18658222e+00 3.13181052e-01 5.52291774e-01 1.28673750e+00 3.04027970e+00 -7.17839191e-03 -1.16167916e-01 5.86071494e-01 3.86639418e-01 4.47788467e-01 -2.43608278e-01 7.98114907e-02 -9.39473918e-01 1.17280900e+00] Distance 6.685642262565113 Each least square approximations [-11.32348328 -3.71920118 3.61442296 2.75103847 -2.08186889 0.39965035 -2.80173617 0.59665723 0.57526575 2.35910267 0.49481171 -0.78305224 -0.54698655 2.18513405 0.10749748 -0.04431129 -1.61504516 -0.17612945 -2.53968319 1.18806271] Distance 6.041117449022194 Each least square approximations [-8.63984076 0.18554412 0.70954359 0.36196133 -0.95950448 2.47679892 -1.51972404 0.79217093 -1.02170374 -1.17497098 3.16924539 -1.92397935 2.99613316 -0.04223787 -1.745108 2.25396753 -2.17034611 -0.06940529 -0.41122582 2.8894115 ] Distance 8.370432291744173 Each least square approximations [ 3.50285723 -1.24860947 1.00576491 -0.10971149 -3.54144784 0.61297297 -1.09862685 -0.97464173 -1.58002541 0.09295331 -2.29140121 -0.180144 -0.98344205 -0.51307734 0.22460786 -1.10584608 0.30073975 0.01497773 1.26843418 -1.17969269] Distance 12.592440515878874 Each least square approximations [ 4.24856732 1.67963689 0.82183989 -0.58209349 1.86828525 -4.94731082 -2.00099392 -2.44378892 2.33017633 3.68709208 2.66601022 -1.75952703 -0.71906054 -0.27320365 0.48995314 -0.23647074 0.7605213 -1.28874081 0.22108987 0.50693317] Distance 10.459010617247927 Each least square approximations [-7.30395097 0.07312034 2.11211048 -0.79901227 -3.05568921 -0.70129095 1.05648552 2.21237442 -3.96420738 1.12688963 -1.72492012 0.89049039 2.07478386 0.12370392 -1.72158483 -0.06742476 -2.92080821 1.05980676 1.733558 -0.80530142] Distance 9.286436120199369 Each least square approximations [-4.53899272 -1.07869897 -1.75036396 -0.80347949 -1.36932234 -2.78807439 -0.07021477 1.82196591 -0.79722725 -0.23806752 0.17136906 1.61804539 0.35523544 -2.17191169 -2.57708067 0.47783377 0.14456151 1.09933678 0.84833994 -0.61508377] Distance 12.085169080290907 Each least square approximations [-1.05037019e+01 2.04779606e+00 -5.80808337e+00 3.04992606e+00 9.58369129e-02 7.11291669e-01 2.72157170e+00 1.53302502e+00 -3.67758540e-01 7.00742284e-03 -5.83116243e-01 -5.23214545e-02 2.90884270e-01 -1.06544513e-01 7.38433452e-01 1.25949376e+00 -4.53916459e-01 -7.28074423e-01 -2.75816619e-04 2.64866996e-01] Distance 5.526168627678586 Each least square approximations [ 6.98961906 3.47042226 -2.85546027 0.47912345 -0.42941686 0.23045473 1.86664687 3.31083064 -1.32304475 0.29436178 1.32655536 1.50975153 -0.11253146 1.86695502 1.28106406 -1.22072576 0.33865626 -1.43248937 1.03694226 1.25613958] Distance 10.02940567164572 Each least square approximations [ 4.17646425 -0.90418671 -4.255254 -4.38450237 -0.30438625 -1.00342357 -2.53450703 0.60319464 -0.79549089 -1.95530329 0.9245887 0.42559246 1.80146057 0.01356861 -1.65609574 2.29750106 1.8615921 0.4139631 0.86315887 0.78278267] Distance 10.800368727690325 Each least square approximations [ 5.62892679 3.61583089 -4.56542911 -1.67951824 0.27972393 -0.92726923 -2.39074616 -4.06984053 2.61298579 -0.97829073 2.32608044 1.52025104 -0.24239825 1.88835233 -0.53873433 -0.84179968 -2.19567641 -0.22816412 -0.14562279 -1.11608597] Distance 9.16348849912853 Each least square approximations [-5.48045926 3.17848911 -2.09746629 0.41448729 -1.18891671 -3.08546657 -1.47824668 -0.23047798 0.18191584 2.00503638 0.9045804 -3.02848117 -0.85446573 2.05277489 -2.06242936 0.25280522 2.92657255 0.25818455 1.23087936 0.25758607] Distance 10.510984625249856 Each least square approximations [-7.93006021 4.20624998 3.0365526 -0.07891131 -1.57607866 0.84663912 -4.6841339 2.64743348 -0.62564409 2.82447456 -1.68492992 -0.74210548 0.61348221 0.59054859 -0.67192467 1.50415886 0.02789034 2.27409323 0.05485254 -0.12771844] Distance 8.255391606023196 Each least square approximations [ 3.81647832 -4.08673054 -0.91500343 -0.1948857 -2.04674824 -0.58146645 -1.64155068 -0.44507339 0.14241104 -0.35072987 -3.49710753 0.5034919 -0.92537236 -0.61337511 0.57145257 -0.15353108 0.4770928 -0.75505297 -0.34804124 -0.36793689] Distance 12.476837351549667 Each least square approximations [ 6.13806293 5.50183595 0.99714661 -0.48023491 -1.25111242 -2.16135613 1.0522625 -2.32871893 1.08269774 3.74069897 4.62636406 0.71465962 -0.48613696 -2.60069791 0.50845726 0.87237852 1.35476713 1.54766097 -1.668971 1.65100818] Distance 8.58595873363642 Each least square approximations [-9.56382119 -0.74263719 6.18161788 -2.79495996 -4.5522436 0.373764 0.28718744 0.34859515 -1.0423387 -1.65961988 -1.58255288 0.82627214 -0.4523963 -1.57627477 0.55424375 0.81428993 -0.37033999 0.85627644 -0.54891615 -0.30631158] Distance 6.279730333424546 Each least square approximations [-4.57417611 -0.66881564 -1.95249669 -1.06576372 -1.04365593 -2.67980192 2.11384802 2.74001928 0.41107429 -0.59223698 3.33305408 3.29147221 -2.71606587 -1.06209558 -2.53556048 1.87072617 1.85530416 0.47396644 0.54241735 -1.05117463] Distance 10.861375359495797 Each least square approximations [-7.42260496 1.3511749 -2.39252471 2.65018779 0.27348374 1.27351479 3.35867099 2.0192625 -2.19701733 -3.20970206 -1.34387645 0.58585787 5.26747087 -3.09022343 1.50030254 0.07240526 -0.36226527 -0.19074811 0.88378348 -0.64829529] Distance 8.097825560577144 Each least square approximations [ 6.10236584 1.1418161 -1.12342634 2.99263293 -0.28992008 -1.49023249 2.39963573 3.35442302 -2.93466011 0.60957228 -1.64880208 2.10809495 0.39090335 1.10581547 1.36143737 -1.42145542 -1.46118315 -2.78572533 -0.30153804 0.40554363] Distance 10.529694270975714 Each least square approximations [ 4.55814995 1.28172641 -3.69696354 1.56575114 -0.3153716 -0.67355007 -3.68715468 -1.69141752 0.65009043 -1.81257812 4.45424961 -2.97915768 -0.49082649 0.55614589 -1.3065635 3.22839438 0.55410781 -1.06890736 -0.97570931 -0.9847267 ] Distance 10.318641359991084 Each least square approximations [ 7.46726874 5.68956514 -2.37205803 0.28588992 4.05407131 2.4851612 -1.83734771 -3.63113725 2.58220463 -1.10608237 0.99335085 -0.13853771 -0.25622947 -0.4853159 -0.81103136 0.96639642 -0.25106628 0.08108166 -1.34521876 -0.1619901 ] Distance 8.04918807077043 Each least square approximations [-6.01756636 1.53327947 -4.68964414 -1.26445906 -1.47138966 -1.89125705 1.10241003 -2.03486532 3.51234853 2.8454929 0.55812387 0.46455681 0.82682385 -3.28457159 -1.21172146 -0.94148 -0.26934771 -1.90752874 -0.76538387 -0.70497363] Distance 9.882516398809681 Each least square approximations [-3.32342505 -1.78269205 3.36565837 -0.99623216 -1.50915372 4.27729405 -3.70132829 -0.55817565 -0.81882859 -1.9607616 2.03066576 -1.51383208 2.91995246 0.7290771 -0.1516402 0.77398363 -2.51747057 0.56965599 -0.46048814 1.27482859] Distance 10.538862603463649 Each least square approximations [-1.33018852 -3.08327956 0.78353601 0.51216963 -3.14551617 -1.84102123 0.30794312 -0.24765568 -1.30005343 0.82882451 -2.36124912 -0.04463023 -1.03169192 -0.19701428 -0.20292065 -2.04998089 0.28603868 0.23628272 0.60975557 0.1835825 ] Distance 12.722734815540926 Each least square approximations [ 0.30767532 3.03553765 1.79690433 2.24000499 -0.54961039 -1.6088755 1.47730963 -2.16199862 3.32565592 3.90670178 2.31564422 -3.27947204 0.89521364 0.4593119 0.4743996 -1.05119957 0.96584325 -2.01483988 -1.07881336 0.42850838] Distance 11.085120689082055 Each least square approximations [-0.45177327 0.8470433 3.40281079 -3.78325935 -3.19878171 -0.76086123 -1.70714863 1.80418303 -1.73132418 3.63800577 0.03075727 -0.45437272 1.61615939 -3.6285295 1.43107288 -0.01350248 -2.62584499 0.1860926 -0.99146316 0.55708114] Distance 10.724780441805565 Each least square approximations [ 0.87545103 -1.65631992 -0.89765521 1.14464103 1.70027388 -1.62548659 2.72937294 1.59883375 1.04966728 0.16087628 1.83346118 1.53267972 -0.43381184 -0.09470956 -0.62749489 -0.44044146 1.61870227 -0.64959963 0.21251779 -0.60443588] Distance 13.002458647388464 Each least square approximations [-4.18799964 -0.40131692 -6.03700564 4.55811213 5.59414993 -0.56604052 -2.33515454 1.49619163 0.53306079 -1.82295993 1.07285661 0.29274781 0.79668813 -1.52285514 -0.52468847 2.87329442 1.92187677 -1.58435982 0.34631359 1.16343822] Distance 7.941636496877435 Each least square approximations [ 2.02391123 2.28575104 -5.60760978 1.25275362 -2.8167224 -0.03631992 1.26230683 1.1501047 -0.1549223 -1.73481823 -1.13624682 -0.25484425 2.49292207 0.55350069 0.98510909 -0.67653278 0.84582992 -1.41673593 1.86696256 1.69290917] Distance 11.256322340967538 Each least square approximations [-0.70133597 -1.77626702 -4.60572317 -0.45224026 -1.49477041 -1.59945876 -0.47979035 1.411102 -1.20541775 -1.2471202 -0.12415806 -0.46344692 0.54813974 0.96765754 -1.08293944 0.93597702 0.81206821 -0.06512411 1.18826647 0.30169877] Distance 12.67025987374527 Each least square approximations [ 1.12964381 3.99125139 -2.72483489 3.49562169 -0.40186762 -1.85265757 -2.41529932 -2.13228487 3.15005187 -0.8144487 1.57989289 1.02187236 0.21592485 0.62275965 -0.58154627 0.21644309 -0.34474315 -1.03457999 2.11553954 1.59020762] Distance 11.28453519196991 Each least square approximations [ 0.27266381 2.53946419 -2.70405529 -0.80240474 -1.37298669 -2.98090432 0.70883974 -4.03411285 -1.73092176 -0.80965625 -0.34682681 -0.45691344 -1.34184279 1.53438712 0.16727661 0.07672443 -0.12181977 0.05542829 2.23218929 -0.52600941] Distance 12.076069640221501 Each least square approximations [-6.88753536 3.19449608 2.14534662 -0.27943239 -2.61229456 1.98527006 -4.09987472 1.86247132 -1.7635552 1.79099626 -1.45973217 -0.45264805 1.20286272 -0.24286761 -0.88684289 2.44336783 -0.50123841 2.11794834 -1.5424387 -1.46871035] Distance 9.33695851517444 Each least square approximations [ 3.29869896 -3.66184811 -1.12947672 -0.04309369 -2.24547318 -0.27601064 -1.13642768 -0.28972312 -0.5387568 0.20246228 -2.95216879 0.21687077 -0.74532778 -0.61802519 0.19965347 -0.01988222 0.3720837 -0.01977084 -1.01412939 -0.03510067] Distance 12.784086528834248 Each least square approximations [ 4.71967786 6.27137465 0.01075431 -0.70506671 -0.30770474 -1.06762988 -0.45934484 -2.91954053 2.30351629 2.76377869 4.46123924 0.4570242 0.86083481 -1.61962093 0.7801237 1.14975868 0.80116639 0.24129835 -2.00315052 1.66220656] Distance 9.425286866194655 Each least square approximations [-9.44669493 -0.39266213 6.65694437 -3.49323133 -2.28374504 -1.17288327 0.01770176 -0.69405436 -0.53158537 0.53200003 -0.89203078 1.66861865 1.77514436 -1.87131122 -0.14694364 0.3967791 -0.84339242 1.08176275 0.02042039 -0.15858808] Distance 6.392567529183528 Each least square approximations [-4.70789136 -1.06640628 -3.86791913 -0.12608208 -1.29045182 -2.84995412 1.27724015 2.99358717 0.23613799 0.65451422 3.44098335 3.21069597 -1.46668155 -1.09763443 -3.60119547 1.58600173 1.17604687 0.13648292 0.30960595 -1.43285022] Distance 10.151468600864717 Each least square approximations [-7.94886866 0.12702632 -3.5524873 2.63807842 0.22307961 0.23160682 2.9063896 2.76839545 -2.38982489 -2.37743363 -1.45068983 0.06918695 4.20328441 -3.23793185 0.09988005 0.14425987 -0.90919609 -1.48449665 1.70145579 -0.60161725] Distance 7.732863544601499 Each least square approximations [ 5.07095131 0.76825183 -1.06176053 2.47990094 -0.00550709 -0.8498177 1.69654886 2.35690284 -1.95816508 0.80680358 -0.9786424 1.5274673 0.87446031 1.89287956 0.18506425 -1.91339146 -0.60670821 -3.54335235 0.71350422 1.26838368] Distance 11.538479875391317 Each least square approximations [ 5.58858913 0.10220918 -4.31494975 1.81407411 -1.64544071 -0.71302989 -4.31862432 -1.39968525 -0.10115826 -1.46492764 3.61432458 -1.05308037 -0.691135 0.61312136 -1.33463263 3.29576133 1.61098072 -0.53472149 -0.1057484 -0.45444844] Distance 9.840339483236246 Each least square approximations [ 7.44615801 5.7267653 -2.96233701 1.33545842 1.52253598 1.32136109 0.03254287 -4.05603827 3.79132835 -0.53889402 2.1329348 -0.75740747 -0.2375532 -0.18565761 0.477387 0.77414806 -0.17202496 -0.05505633 -1.62569058 -0.19757606] Distance 7.99985379397063 Each least square approximations [-6.96337672 2.85453919 -4.55537649 -3.05205877 -0.46561673 -1.9732145 0.8542961 -2.26930709 2.69443572 2.110205 0.165475 0.19484 -1.09519934 -2.41725376 -0.67323236 -1.9156866 0.80023044 -1.26363268 -0.40419459 -1.23596062] Distance 9.119704541388877 Each least square approximations [-5.9770673 2.32563686 1.23092849 -1.89509058 -5.18009142 2.50457216 -3.25176028 -1.44005693 -3.93418296 2.2147144 -1.73255204 0.61828215 -0.93494511 2.02526604 -0.12315229 1.54476243 -0.59912218 1.26504946 0.3603127 0.5508884 ] Distance 9.22854738191577 Each least square approximations [ 1.86999025 -3.34144897 -0.35528439 -1.34483463 -1.21000571 -1.22975727 -1.01996038 -1.37911045 0.13901942 -1.99010327 -2.54809467 -0.46045698 -0.90892337 1.65908909 -0.42986076 -0.70942644 1.91446163 2.31135154 -2.0604669 0.6461999 ] Distance 12.631685404967445 Each least square approximations [ 5.83142193 7.80294042 2.34598634 0.34204043 1.67372939 1.32208667 -0.04570437 2.82792662 2.13276015 1.99489066 2.81141478 -2.47457941 1.78660184 -1.35745127 1.62005698 0.28244311 0.21428793 -0.9005263 0.11200909 1.30186854] Distance 8.048446803202983 Each least square approximations [-5.71170782 1.39612578 2.4048581 -6.39684877 -2.09485771 -1.5034254 0.31436206 -0.28128357 -0.47290708 -1.11377694 -0.20674555 1.03289794 -0.81008433 -1.83966828 1.84789363 4.03699526 0.58149567 -0.72802297 -2.68235361 2.99073516] Distance 8.902842422253833 Each least square approximations [-4.10246180e+00 -3.04363090e+00 -1.59767628e+00 1.97022192e+00 1.42961570e+00 -2.17070712e+00 2.99117783e+00 -1.18766327e+00 1.06535341e+00 2.23412570e+00 3.08948195e+00 2.21469806e+00 -2.75180703e+00 3.76123515e-03 -1.84416223e+00 1.00981732e+00 9.16123462e-01 3.16470848e+00 4.45695478e-01 1.49610352e+00] Distance 10.732875918172443 Each least square approximations [-5.39392784 -2.86813413 -3.79039477 2.23889436 2.04017232 -0.36717975 -1.60987557 2.61386386 -1.29816564 -3.7419374 2.04482562 2.91639486 3.3490617 -1.60139817 1.86225117 -0.15655712 -1.70496076 0.04044041 -0.26454853 -1.93269124] Distance 9.37628170653233 Each least square approximations [ 4.96827344 0.74655739 1.78897102 2.42640179 -4.04202409 0.87818796 -0.87085215 0.01597601 -3.28775614 -1.7520144 -2.5783131 0.14066931 1.83986822 3.07450244 -0.61341749 -0.86002095 0.30137078 -2.92613319 2.03441071 -1.94268047] Distance 10.36506198249304 Each least square approximations [ 5.17902243 -1.12473285 -4.96052632 3.01244731 -1.43586168 0.02206849 -4.42367789 1.27902188 0.87680638 -1.2549067 2.81702389 0.06309688 -1.89499623 -0.00833258 2.83877977 -0.09729559 0.19916485 -0.73615847 -0.39758258 -1.50184803] Distance 10.036112899039047 Each least square approximations [ 7.60248949 7.53467391 -0.74763571 2.04577372 -4.1955666 1.70843847 -1.86982852 -0.06005824 2.63242103 -2.30165045 -1.64572753 0.22955756 1.53399259 -2.45427143 -1.05540168 -0.00789952 0.57441325 -0.933907 -1.10351638 1.41701743] Distance 6.20126964614737 Each least square approximations [-5.12331031 4.61555949 -3.22905345 -3.43400894 -4.0034935 0.28067103 3.59873144 -1.91529847 0.69100048 0.89602011 -2.18791634 0.67694324 -0.71350858 -1.07937519 3.4527138 0.76136175 0.80794964 -1.09806867 -0.18672516 1.79419943] Distance 9.076734163345822 Each least square approximations [-6.45957502 0.12755479 -7.15407485 1.00543049 3.08579335 1.10896238 -0.32734304 -1.20522202 -2.08410621 0.01823275 -1.73913046 0.48010415 -1.37171826 -0.67891786 -2.17201273 -0.48773709 -0.593508 0.77803846 0.91085211 -2.47861003] Distance 8.510108825030779 Each least square approximations [ 6.38040805 2.41581982 1.01415158 -0.94542771 -0.65605033 3.65389135 -2.16190938 -0.56282276 -4.34281747 0.25367239 -1.6476575 -0.92696717 -0.3522006 -0.7519631 -0.26947004 0.65620425 1.02825613 -1.37284873 -0.10461875 1.67624845] Distance 10.237252913513053 Each least square approximations [ 6.31711026 -0.11851423 -4.74760815 -2.13740989 3.79600456 -1.55354131 -1.39279909 -1.32066196 0.99808681 1.49099255 -1.23143192 -1.88033811 -0.65873452 2.47262175 0.28535324 -1.51718507 0.81445458 -1.36296653 -0.00666894 -0.51268931] Distance 9.694000785647859 Each least square approximations [-8.34746989 2.62250046 -4.18861725 3.54125182 1.32848858 2.24640218 1.5273501 1.74320994 1.27307754 0.77850934 1.87782386 2.78052926 1.28757263 -2.10353718 -1.81917927 0.37266882 0.03835473 -0.61453481 -0.41363016 1.72522013] Distance 7.491853537687503 Each least square approximations [-6.20063666 1.80153302 -1.631397 -3.4471886 -2.29010569 0.13145139 -3.1524285 0.62228465 1.20478726 2.79662107 -1.29341935 -0.86799625 3.71771452 -0.57227004 1.00021961 1.11062008 -0.33950975 0.09923029 0.15546992 -0.8974751 ] Distance 10.03164846684013 Each least square approximations [-8.07816278e+00 2.46760765e+00 1.41697607e+00 -4.56142551e+00 -1.02490659e+00 2.46653810e+00 -3.59534124e+00 6.75827844e-01 2.06290188e-02 1.82692419e+00 -7.27176667e-01 2.79203522e-01 -1.59732452e+00 -1.29262227e+00 7.36173632e-03 -3.83213949e+00 1.39420571e+00 -2.05166587e+00 7.88449931e-01 -1.13493268e+00] Distance 7.4767858624094465 Each least square approximations [ 5.93457794 0.56521623 2.19420003 -5.05078236 2.97240514 3.56837255 3.34016583 -1.01692187 -1.298928 0.41314722 0.97854966 -1.85437679 0.13037573 1.00060536 -0.19495981 2.12273378 -1.06675379 0.17318161 2.16112064 -0.0235807 ] Distance 9.17698790111326 Each least square approximations [ 6.94622942 2.43664317 1.32775438 -3.54135093 1.21049552 1.16229478 -1.35758843 0.15632276 1.19476579 -1.10733349 0.65294943 0.74756362 1.01962963 -2.90611351 -0.18935446 0.97413019 1.11869326 -0.80183777 1.21542428 -0.3096217 ] Distance 10.523493421547844 Each least square approximations [ 7.13126598 -1.77438 -1.67532842 -4.46925919 1.37622964 -2.38844074 1.83318344 -0.5489309 -0.49318085 0.5416711 -0.55424489 -1.15321634 0.02401334 0.69662547 -0.06090321 -0.22866817 -1.59751299 -2.5783409 0.24496727 0.05830215] Distance 10.0733089558315 Each least square approximations [-7.68468333 -2.44936958 3.10845599 1.52598219 1.12902082 -0.28853701 0.73182367 1.30911314 2.42025933 0.86798644 0.31138094 -0.26578355 -0.17185684 0.62284035 -0.55379358 -0.86790621 2.05574757 -0.84723413 -0.17274798 -0.28196713] Distance 10.369854176268158 Each least square approximations [-5.53310818 5.47898299 -5.16203044 4.17721197 -0.42358147 -2.71281188 2.4006035 0.92905923 -3.19436099 -0.98950126 0.66855073 0.96787845 -1.10508699 1.60762206 0.40283968 0.96200684 -3.14554074 -0.42571216 1.18687112 0.54940964] Distance 7.7459815628880255 Each least square approximations [ 9.28042009 1.36874292 1.15069999 -1.5144474 -1.95161938 5.04765825 -2.40184337 -0.05450312 2.55073991 0.39931424 1.97797721 0.01403086 1.37091977 0.94169675 -0.89865914 -0.23525094 0.78182767 1.47609229 1.83709914 0.46179289] Distance 7.80250373934552 Each least square approximations [ 9.37342718 -3.27668791 0.48853734 -4.05671707 4.09750302 2.21350254 -1.95656782 -0.4211386 0.04813966 0.69614993 -0.69828532 -0.30353852 -0.52948139 -1.459604 1.58282431 -0.82019853 -1.16296915 -2.41846135 -0.60544033 0.15490743] Distance 7.27365123536669 Each least square approximations [-7.73261743 -3.46099648 -5.32782611 -1.36539091 1.81581085 -0.20615211 1.25217087 0.96110111 0.6502877 -0.70862594 0.39779682 3.35634203 0.08732077 -1.78380263 0.70331856 -1.8502405 -1.26576889 1.10129202 -0.67305565 -0.61890138] Distance 8.785296647686852 Each least square approximations [-11.77532229 -0.06591451 -1.31708387 -1.76860484 0.05411113 -0.40534651 -1.11823343 -1.85910521 3.65514616 -0.61395414 0.15232078 -0.43058915 0.58850591 0.3008347 0.62467855 -3.20668493 0.35777354 1.63787237 -0.50491893 -0.26057824] Distance 5.617244363371455 Each least square approximations [-8.91207049e+00 -3.14217294e+00 5.06892095e+00 -1.01787339e+00 -1.00358290e+00 2.18385122e+00 -5.82489924e-01 -1.74383149e+00 1.32463554e+00 2.18226242e+00 -2.54459013e-01 8.93635741e-01 -1.09009597e-01 5.81533486e-01 1.18382301e+00 1.99178547e+00 -3.08076018e-01 -4.35153489e-01 -4.15809727e-03 -6.61020787e-01] Distance 8.314836846522455 Each least square approximations [ 9.50604246 -3.07677436 4.0680844 -1.54959399 2.72533915 -0.18307041 -1.87215262 -0.61097811 1.44358192 1.89703583 1.15312989 -1.93086926 1.36970579 0.20722768 1.6228767 -1.30352848 1.66322889 -0.57596018 -0.18722441 -1.32736215] Distance 7.492186358993967 Each least square approximations [10.61436841 2.29492611 -0.29483848 -4.31326933 1.80086934 1.99204053 1.2218271 -0.65902831 1.74117178 0.59687233 -0.69526503 0.25198359 -0.86793032 1.80081779 0.0742295 -0.87242774 0.05670823 0.45801151 -0.93259658 -1.87603092] Distance 7.0057428641997195 Each least square approximations [ 9.54262109 -2.5242827 0.46260687 -3.54506336 -1.76507817 0.07217082 -0.87495311 0.63833678 -0.0801484 2.49421599 1.03751122 1.22450509 1.44648318 1.19076155 0.9932608 2.66068922 -2.06573087 1.29325211 -2.12939735 0.71360804] Distance 7.891137055849063 Each least square approximations [-10.74448642 0.48608669 2.70758677 2.89731456 0.75395526 0.04494253 1.03373861 2.23946727 -1.86979514 1.05949328 -1.9174959 -1.51961462 -0.13876562 0.14122406 -0.20731433 1.23166035 -2.3736624 0.76416192 -0.65812654 1.86822962] Distance 6.909133542882112 Each least square approximations [-6.20653841 4.78739424 -6.13705383 1.8108967 -1.2489473 -3.99305915 2.78559157 -0.93416677 -3.13729982 0.05494829 -0.54426974 0.86009442 -1.20900311 0.63755576 -0.01054714 1.5273569 -2.13296972 1.82841315 -1.72785524 0.7207639 ] Distance 7.78909864623932 Each least square approximations [ 8.44488694 3.18259275 0.48279695 -1.04280903 0.26344206 4.95197774 -2.393136 -3.35465298 1.6057671 -1.701188 1.2096888 -0.332791 1.01022984 0.87957178 -0.62663801 0.04506327 -1.12280506 0.553762 0.69418377 0.09350486] Distance 8.946435860391002 Each least square approximations [ 9.43332760e+00 -2.21566361e+00 -1.25473732e-01 -4.45928197e+00 4.40222590e+00 3.08771917e+00 -1.35008279e+00 -4.97890968e-01 -1.25895781e-02 -4.74742306e-01 -2.87541883e-01 -2.42029062e-01 -5.50202771e-01 -7.89115770e-03 1.71315890e+00 -1.08011614e-01 -2.12292666e+00 -1.54376573e+00 -2.88358796e-01 -7.58367393e-01] Distance 7.7281053111457805 Each least square approximations [-7.91528198 -3.30211151 -5.60571478 -1.33365268 2.67141548 -0.71785093 1.29303865 0.49919034 1.63027783 -0.86757336 0.88426651 3.14447034 -0.14822129 -1.58151532 -0.03783693 -2.20743731 -0.35157849 0.58378388 -1.70183883 0.57517056] Distance 8.612194560557183 Each least square approximations [-1.25987866e+01 -2.04065355e+00 -9.13073466e-01 -1.14097570e+00 1.57085106e+00 -1.90410258e-01 -3.18422481e-01 -3.07749913e+00 1.40695641e+00 2.23087111e+00 -1.55591917e+00 1.22508606e-01 -3.17802041e-03 3.82327092e-01 8.70799669e-01 -9.57468653e-01 -1.67806973e+00 -1.83570119e-01 -1.11850124e+00 8.96421004e-01] Distance 4.7378233622423505 Each least square approximations [-8.72266912 -4.50327412 3.93907283 -0.68693642 -2.38628637 3.15767865 -1.61756436 -1.8692874 1.24527717 1.64190949 1.62389351 1.53858475 -1.03548939 1.432311 0.60908386 0.68233672 -1.56890649 -0.80245654 0.89403498 -0.08947024] Distance 8.02605332888487 Each least square approximations [ 8.82241671 -1.28021512 5.08456139 -2.6773013 3.55929658 1.55482311 -2.84666989 0.18565683 0.83797298 0.70218852 1.43889877 -1.35130862 2.8482754 0.63524388 0.05285791 -0.90052341 0.67992698 -0.76140078 -0.06399972 -1.72718882] Distance 7.842214478639572 Each least square approximations [10.90501674 1.32377101 0.04431286 -5.13699115 0.65163252 3.0999884 0.2065349 0.02592187 0.76692302 0.15073841 1.16700805 1.35952525 -1.25192694 1.54453431 1.34010689 -0.58096769 -2.91644867 -0.69459273 0.52162051 -1.90994952] Distance 5.976138793519496 Each least square approximations [ 9.67812036 -1.67809628 0.4305833 -4.05546716 -3.23270938 -1.70934727 0.03174328 -0.20896431 -0.9096237 1.4955006 0.14731433 1.18827778 1.07950823 0.29305902 -0.98377878 3.66249643 -0.66892186 2.5638899 -1.27512985 -0.2603552 ] Distance 7.764894684234198 Each least square approximations [-10.78884448 3.06272193 4.42163652 2.4066144 0.81915768 0.90551593 2.74702327 0.94779257 1.31580691 0.66194829 -2.19325999 -1.11268659 1.0229151 1.51854436 1.15007894 1.40737389 -1.93778468 1.41931606 -0.08725615 1.05042918] Distance 5.732222159847041 Each least square approximations [-11.02983898 2.03698876 -5.14338171 -0.89484527 2.39073313 -3.16434192 -0.12011595 -0.03253639 1.11016685 0.96271911 0.95926621 -1.33108961 0.51432937 1.72195886 -0.24802495 -2.27713354 -1.53391387 0.92917534 0.0842563 -0.9389723 ] Distance 4.495820192439154 Each least square approximations [ 7.83714123 2.84176325 0.48025015 -2.96813515 -0.63726574 3.45641862 -2.76390232 -0.98657257 -3.09128958 -0.25842115 -2.18504695 -0.52028299 0.82351522 -0.79773872 0.46595024 -0.0314982 0.01379159 -1.48751915 1.54268814 -1.18473162] Distance 9.2060785933032 Each least square approximations [ 9.40641967 -0.40026614 -1.97572132 -2.61565888 3.50042701 -2.61461621 -1.07449475 -1.95417009 -0.14293894 2.6918305 0.74222262 -0.74393669 -1.67568197 1.45298825 2.5920367 -1.42482628 1.69988593 0.91884112 0.98495632 0.71741967] Distance 7.466275884818146 Each least square approximations [-8.97454805 -1.08551582 -4.87160594 1.49382996 -0.79033569 -0.1818626 0.5132504 3.90002238 0.81539016 -2.29363322 -0.55561537 -0.19561584 0.64951019 -2.8132095 -0.30607875 -0.21803298 -0.57084099 0.22951807 -0.23984022 0.12905215] Distance 8.21172449942444 Each least square approximations [-8.45920205 0.44913154 0.638547 -3.25759909 -1.54830676 -1.79377703 -1.73299793 -0.2237485 0.99479164 2.07426068 -2.895319 -0.92697168 -0.06803525 -0.07609332 1.45555811 1.87930796 0.08872719 -0.39765565 0.29167318 -1.05507841] Distance 9.666643419392745 Each least square approximations [-9.86098535 -1.13724805 1.60467276 -1.82313186 -0.15327298 4.15560003 -1.1775023 0.09305346 2.56616528 0.91084427 0.14449136 1.17985001 0.40144028 -1.0230867 0.59720324 -2.75020954 -0.93044575 1.44831661 0.76355083 0.19004187] Distance 7.860913501831976 Each least square approximations [ 9.9175201 2.55186872 1.77943928 -1.45473024 4.17861133 3.77186169 1.64698043 -0.07599105 -1.75473611 -0.16403577 -0.20869352 1.74881499 0.77078676 -0.79821437 -1.34199456 -0.32005749 0.10932809 1.06461301 0.29867506 -1.48239903] Distance 7.008468543383512 Each least square approximations [ 7.969894 2.755277 0.42825845 -4.30761285 3.93615401 2.22710009 -1.31117451 -0.44582393 0.50239234 -2.4769494 -0.18242115 -0.96653303 1.07522194 -0.79564264 -1.20449909 3.22465352 -0.42603574 -0.80839915 -0.44317911 -0.37331101] Distance 8.489169187316584 Each least square approximations [ 8.57083443e+00 3.89901861e-01 -1.08811006e+00 -6.55515881e+00 1.87745701e+00 -1.26457852e+00 -2.64342444e+00 -1.76668963e+00 -1.99014539e-01 6.03491327e-03 1.45302930e+00 1.04519675e+00 -1.57271477e+00 -1.67172269e-03 -7.92018026e-01 1.24129465e+00 1.21978564e-01 -1.65051054e+00 6.29493843e-01 -6.82945514e-02] Distance 7.901144405663052 Each least square approximations [-8.25792402 -1.34107263 3.32414373 3.06522068 -1.03906291 0.71683953 1.0072382 0.2905226 2.67085718 2.81102904 0.48885888 -1.02821446 1.2449064 0.44939107 -1.02798471 1.87743926 -0.29703396 -0.64782292 0.8852235 0.46461049] Distance 9.441886590448286 Each least square approximations [-6.55434294 3.98089383 -8.26067493 3.48839633 0.61691223 -3.38629452 2.78431333 0.86977236 -1.57775058 0.87289378 -0.50387415 0.34463113 -0.19116558 1.20269419 0.37067686 0.76826423 -0.2409729 1.75865064 -0.15599903 -1.14175111] Distance 6.87860191569399 Each least square approximations [11.44016464 2.23760114 -1.45046264 -0.98458125 0.16521417 5.92527353 -3.02961592 0.18968504 -0.33249777 -0.30340067 -0.19963426 0.11459756 0.85146869 0.81648186 0.77581958 1.47033032 0.77204915 0.95731428 -0.1868082 1.22394454] Distance 5.141497231040695 Each least square approximations [ 1.09416334e+01 -2.53004817e+00 -4.45465886e+00 -2.72693679e+00 3.09539886e+00 1.63466247e+00 -1.76158892e+00 -2.42438422e+00 -6.35789523e-03 -7.34943010e-01 2.06724410e-01 4.06601174e-01 -3.88047772e-01 -3.69468787e-01 -4.51348959e-01 -7.62355817e-01 -8.78936818e-01 -7.55587955e-01 1.05624615e+00 -1.42321681e-01] Distance 6.185865880757722 Each least square approximations [-10.49161151 -3.86738839 -5.90828275 1.24511114 2.15559821 1.41139397 0.59486822 0.67855443 0.4112338 -0.49561227 2.31206356 1.43009384 -1.57484174 -0.04282706 -0.0760007 -0.97604573 -1.10180694 0.94631091 0.69270194 0.23511465] Distance 5.862373521128047 Each least square approximations [-12.13484139 4.8591856 -0.6557233 -2.64205904 -1.85236498 0.18749964 -2.96919793 -0.40764616 -0.09329569 0.23092032 -0.72620793 -0.72740559 1.02988734 1.04820973 0.82666642 0.22339337 0.51560802 -0.03215551 0.07564698 -1.29725778] Distance 4.528541631170925 Each least square approximations [-10.07797799 -2.37507635 5.57264445 -1.51604862 -3.6957533 1.88182746 -2.18839071 -1.83840658 0.31537152 1.50173308 -0.88222974 -0.42770851 0.12888922 -0.51418527 1.32759175 -0.6847802 0.91543339 0.04718643 0.36169981 -0.57295823] Distance 6.644085268947841 Each least square approximations [ 9.44477498 -2.14188287 5.28390533 -3.63620312 5.14114054 1.49134446 -1.7715996 0.02181016 0.60590892 1.64563534 0.91642504 -0.52540601 0.16298463 -0.42915795 0.11295508 0.21052128 0.87505498 -0.85890813 1.18434973 0.65362866] Distance 6.532976440462972 Each least square approximations [11.708961 4.91790785 3.21002778 -3.36767144 3.17946977 -0.7779232 0.33167319 -0.29081724 -0.35165734 -0.4567097 -0.56063929 -1.05847564 -0.70442967 -1.38318403 -0.33336762 0.30056756 0.46219215 0.49796852 0.31375163 -0.26281666] Distance 4.284021891607718 Each least square approximations [ 1.12017750e+01 -4.59565333e+00 3.82143606e-01 -5.08289988e+00 1.04681679e+00 -1.14061084e+00 4.01444439e-01 -8.14738603e-01 -9.80527094e-01 2.03131062e+00 4.47187586e-01 -4.01387884e-03 -7.54512524e-02 -6.26773375e-01 1.55541986e+00 6.14995194e-01 1.04462768e+00 5.41064421e-01 -2.11316216e-01 4.45539846e-01] Distance 5.5933227862388755 Each least square approximations [-1.26919356e+01 -4.08149723e+00 3.27641162e+00 2.57034945e+00 -6.61739772e-03 7.94188786e-01 -2.49603678e+00 1.04562174e+00 8.43198023e-01 1.07767075e+00 -9.26875510e-01 -5.67795329e-01 1.07870676e+00 -7.71113577e-01 -1.80002560e-01 5.48384539e-01 1.69624692e-01 -3.10131299e-01 2.08286097e-01 -8.14189187e-02] Distance 2.973170044784329 Each least square approximations [-6.96179686 3.28661342 -0.92605231 1.85990572 0.42517231 3.46049453 0.01672059 0.8882051 -2.24878421 -1.14107998 1.28752705 -2.08979235 3.35606012 -0.82952807 0.12347135 -0.58995209 -1.68955934 -0.06068786 -0.32087776 2.84022184] Distance 10.105541272175085 Each least square approximations [ 5.30731599 -2.04690715 0.95573393 0.22954578 -3.0595747 1.15934599 -1.7947397 -1.65813148 -0.80762621 2.22016224 -1.08974854 0.66668664 -1.44290207 0.3176997 -0.60379508 -3.00165159 1.06422627 -1.03708206 1.86691047 -0.55967403] Distance 11.815342282756353 Each least square approximations [ 4.54425654 0.13390334 -1.6593908 -0.58404768 3.37525898 -1.22107669 -2.91732459 -3.12995375 1.56807742 4.84895726 3.06229998 -1.5646487 0.23584116 -0.7097864 2.85846663 -0.44597321 1.28631597 -1.80036048 -0.77428114 -0.30688229] Distance 10.349369405608877 Each least square approximations [-6.86375832 -2.40269782 -0.55270449 -4.02948377 -1.77967047 0.9489453 -1.8688742 1.99927276 -1.85890304 2.04450726 -0.38842338 1.02485831 5.32609605 -2.35784271 1.51851685 0.88667348 -2.40467602 0.44099953 0.97384503 -1.04181418] Distance 8.917893307626626 Each least square approximations [-7.16370995 -1.0027747 -1.64733209 -1.23252689 0.11217107 -0.24009174 0.97322625 2.87237811 0.62990157 1.35228228 1.60793234 1.45804104 0.64624676 -3.15123845 -3.38382628 -0.23797682 0.57182461 -0.31892839 0.90000286 -1.00433511] Distance 10.840425834503773 Each least square approximations [-1.11325019e+01 -1.08721501e+00 -1.13612401e+00 3.16636263e+00 5.18145272e+00 -3.42170486e-01 1.44059743e+00 1.58954669e+00 2.60012481e-03 -1.51713856e+00 5.00844490e-01 -7.95010535e-01 -3.10363324e+00 -2.37919641e-01 -5.82214610e-01 1.61503768e+00 -8.21703724e-01 -2.26219733e+00 8.24811842e-01 6.06576859e-01] Distance 4.8702253737014365 Each least square approximations [ 8.06045173 -1.54381086 -2.56319892 0.97300582 -1.23243513 2.03286181 0.75248044 1.29150376 -1.66585419 0.37792864 1.49128975 -0.56418104 2.72327494 0.4731398 0.42636273 0.06601767 1.02228075 -2.55484808 0.76640976 2.0077662 ] Distance 10.302676214343606 Each least square approximations [ 5.00391811 0.63884015 -4.32988998 -4.73003028 1.02154723 0.45401471 -1.34889522 -1.38479994 -2.78913794 -1.30442539 0.66429148 0.50954575 0.90876029 0.95156809 -2.13259516 0.92981157 0.45402223 -0.24343454 0.53526743 -0.39157944] Distance 11.171069045513434 Each least square approximations [ 7.62805832 1.64550332 -5.57984232 0.65417216 -0.81550668 -1.76037121 -3.26544606 -1.36856519 1.16523465 0.07360777 3.41103865 2.92811234 -0.98379954 1.14868094 0.20146854 1.58139517 -1.86465383 -0.4473789 0.04078225 1.03657792] Distance 8.629434337192324 Each least square approximations [-6.62605173e+00 2.44417582e+00 -2.24899616e+00 2.56193738e+00 -1.82033523e+00 -2.92525649e+00 -7.75224623e-02 -2.42548478e+00 -4.53640835e-03 2.38671288e+00 -4.60598179e-01 -3.08256894e+00 -1.74891995e+00 2.31173568e+00 -1.64059756e+00 5.32857442e-01 4.24028258e-01 -2.47541395e-01 1.81008069e+00 3.78193846e-01] Distance 10.230810752574484 Each least square approximations [-6.99810565 1.77217176 -3.50897675 -1.32489982 -2.18656234 1.32510299 -3.85913296 2.11483714 1.89975937 3.45487832 -1.29629886 1.57470363 0.33444171 0.76227344 0.29860387 3.23276195 0.36659452 -1.38304786 -2.51743929 -0.63378507] Distance 9.402897622534208 Each least square approximations [ 3.57940552 0.69561333 -1.0732247 -0.74486329 -0.8756596 2.27845155 -1.93687146 -2.27191821 -3.4956916 -2.01707426 -3.95225294 0.15748076 1.57903809 -1.18139247 1.40628755 0.43609213 0.34327886 -0.15296698 -0.86057821 0.61561947] Distance 12.29222132888739 Each least square approximations [ 5.62793834 7.40180453 -2.12377694 -4.36508535 0.55562923 -1.19062185 0.29112732 -1.27795972 -0.50621683 -0.01120132 3.14941222 2.57933494 -2.36178978 1.58059938 0.45760412 0.17355719 -0.98395225 -0.71164199 -0.95257465 1.62077101] Distance 8.75224881157216 Each least square approximations [-10.7336894 1.10568274 4.01180727 1.37779657 0.38274854 -3.77913255 3.73995025 0.37939394 2.54066395 1.75337629 -1.71769 -1.72140072 -0.2396835 0.2742118 1.01877859 -0.08638491 1.39261363 0.25797507 -1.06174734 -0.81167406] Distance 6.068254935863079 Each least square approximations [-4.3938971 -0.22515224 -2.08403993 -1.73649371 0.94297283 -0.00649882 -2.74804052 -1.35308868 0.73663472 0.94379596 1.78239504 -0.79505694 1.91448495 -0.45653333 -2.33806649 2.82967854 1.33199321 -1.66972566 -0.44956885 -0.30651582] Distance 12.481519956676808 Each least square approximations [-7.72741682 1.38350019 -2.96637753 -1.89736208 -2.86791855 2.01691183 -0.86573533 0.69833663 -2.07069834 -2.35452612 -0.67855871 2.89647514 2.7840896 -0.85477596 -1.50682871 -1.86048079 -0.30827921 0.89089999 1.30382318 1.89129841] Distance 9.67503526253906 Each least square approximations [ 4.89615268 1.07057907 0.77156539 -0.94329957 2.90574171 1.33654097 2.02203201 0.31091464 -1.04989778 2.02329407 1.01043572 2.42033658 0.50981419 1.59263982 -1.27629921 -1.50743581 0.53127408 -1.81005912 1.7797546 2.80627091] Distance 12.076062883715643 Each least square approximations [ 8.07599237 -1.23125291 0.18918829 1.64077624 -2.64633609 -1.74429697 -1.00635968 -0.67525854 -1.11637418 0.36321846 3.34950297 0.40841683 0.36382374 -0.18424341 -2.10916998 4.02582185 -1.05240659 0.10993441 -0.23105347 -0.59839849] Distance 10.204233144879383 Each least square approximations [ 6.41614084 2.02515372 -1.97308908 -1.51129075 0.3462558 -2.22327095 1.65694314 -2.62027317 2.53646328 -1.46694481 0.74209915 -2.13306036 -1.4583959 -2.66404611 2.47874764 1.07454109 -0.42217639 -1.56065387 -1.09715974 -0.34841076] Distance 10.952458889013595 Each least square approximations [-6.17163645 0.62162567 2.12889866 -1.93852676 1.18736499 -2.3563699 0.72755488 -1.85330688 1.33316601 2.26365315 -1.66542869 -0.46229428 0.39530749 -1.1960209 -1.68429306 -2.374804 1.19028649 -1.62097933 0.95844522 -1.66448637] Distance 11.612330308845689 Each least square approximations [-1.38487949 1.93268561 -1.37892035 0.50281369 -3.44714319 -3.07490302 0.72381621 1.48229257 -2.8416121 2.23536556 -0.48269936 2.2550424 -3.28147079 1.80188804 0.14555103 1.78024113 -1.58029459 1.32513858 -0.88862215 -1.24513268] Distance 11.874607416154236 Each least square approximations [ 4.64716465 -0.26763846 -1.41567507 -2.67686654 1.15106016 0.40883148 0.46570739 -0.54545774 2.78717281 -0.51474649 2.97581036 0.10282696 1.28090144 2.50657318 -0.53875369 0.66144007 1.23591342 0.76647597 -0.91711346 0.22955834] Distance 12.39587133691238 Each least square approximations [ 4.13191469 0.36045653 1.04299675 -2.95869783 -0.39973972 5.23277088 -1.88821009 0.15109173 2.89219433 -1.22977839 0.90749973 0.46669769 0.76371261 -0.62795937 2.45702594 2.12279301 -2.44751133 -1.22158116 0.57900636 2.71760356] Distance 10.919906016188781 Each least square approximations [-3.33792926 -0.76499849 -0.31129318 -4.68662648 4.36029893 -0.68552025 1.70789387 -0.70598196 -0.40779005 -2.61367929 0.94406185 1.58647764 -0.76123735 -1.46474942 1.32065137 0.40083768 1.10352898 1.83955956 -2.03294231 -1.24349177] Distance 11.535113630345961 Each least square approximations [-7.57415981 -0.85853284 0.12455085 9.01926922 -2.3761886 0.03532829 0.95547974 -0.57875587 1.07566488 0.28592492 2.51142416 0.163224 -2.57272331 2.66144382 -0.59354441 0.10180075 -0.4040741 0.98781987 0.42686035 0.24275793] Distance 6.7587137632487515 Each least square approximations [-2.29775957 -5.37575886 0.30193418 2.0663218 -2.39229347 4.75089671 -1.21287748 -1.02581866 0.06651421 -2.13074184 0.1892101 0.00980366 0.34715178 0.96632218 2.46351348 1.84215755 -0.9907723 -0.58270311 -2.5423726 0.57718741] Distance 11.067483966264492 Each least square approximations [ 2.95019318 -1.43370756 5.87430521 -0.28915386 -0.04916302 0.28090137 -4.12532573 -0.91872104 -2.16806928 2.14404576 -2.28919764 -0.62769502 -0.94907158 2.01557023 -0.75239805 -1.20120426 -0.61936777 -2.34725416 -1.82962872 -2.68363214] Distance 10.64990137921682 Each least square approximations [ 6.73513093 -1.87343852 -0.44791908 4.19473725 2.8461637 1.91756529 -0.50786272 3.53458073 -1.62059163 0.01158924 -0.18328184 0.02880542 -2.41899524 2.15521069 1.69359033 -1.15496446 1.69289996 1.20962317 0.67422423 -1.67179173] Distance 9.946149421595564 Each least square approximations [ 5.89317229 1.85680126 5.04918065 -1.11136832 -5.40107779 1.6991576 -2.31517276 -0.53655119 1.06598722 1.34592707 1.23493016 -2.27578393 -0.62994246 0.1406816 0.54734035 -0.01639079 2.01044126 2.55592881 -0.82378024 -1.02920312] Distance 9.474532408682162 Each least square approximations [-6.25237736 2.98501439 0.57827455 -4.70005687 -5.79510469 1.79517822 -1.45860656 0.52680183 -1.45356448 0.27075243 -2.15966523 1.94537091 0.71043745 -3.12079204 0.40098779 0.60635025 -2.21919279 1.21021371 0.38383992 0.45088954] Distance 8.790637172527552 Each least square approximations [-9.22375895 -8.36965779 1.6532516 3.53859773 -2.61130321 -1.33979823 1.41221388 -0.72703113 0.86799605 -0.70641324 -0.08124803 -1.62067746 0.52890762 0.76597593 -0.3278262 0.54279292 -0.25276944 0.7301555 -0.52500899 1.1825323 ] Distance 3.6896571774232134 Each least square approximations [ 1.29713033 1.6753902 0.4856018 -1.54515686 -1.3887288 0.64545027 -1.31755 -1.64672304 -1.65656743 -1.67721855 -2.28498155 -0.83850528 0.22294168 -0.20229461 1.12535952 -0.25717009 -0.69991767 2.15192898 1.84359352 -2.15374548] Distance 12.751119379020743 Each least square approximations [ 3.75070675 0.7333293 2.76361707 0.76353121 2.04030814 -4.85630192 -0.76265853 -1.21102125 4.53861078 0.06035266 3.00012602 1.50243342 -2.04198276 1.27755382 0.1090539 -0.50048815 0.96695897 -1.07173149 3.88521386 -0.36137583] Distance 9.731629429919773 Each least square approximations [-2.63777926 0.27629672 -1.60582721 -0.7952095 -3.97076816 -0.63873829 3.86566071 0.3933769 0.5967899 -1.82661287 0.99191158 -2.38396005 0.11395697 -1.9761599 -2.81772371 -1.62951198 -1.92434717 0.12139644 0.46500845 0.50226673] Distance 11.488338605176322 Each least square approximations [-1.70734202 -1.05795022 1.50010587 1.22274525 -1.29840955 -2.67158936 -2.33889102 -0.47194421 -2.95328859 -1.67343816 -3.2190213 1.56373955 1.88975004 0.47434977 2.26252334 1.58631645 1.68396123 1.31261529 -0.97425939 0.39767729] Distance 11.782874162856741 Each least square approximations [-4.54892372 1.50588262 -2.03950639 5.19554168 -1.8977091 3.57057146 -1.22678292 3.36092872 3.63341318 -0.03123952 2.08344856 0.04200956 0.75365715 0.67891387 -0.35245938 -2.15043558 1.65821935 1.66344137 0.25905457 0.84524124] Distance 9.46962331787145 Each least square approximations [ 4.0577481 6.12648965 -0.6967083 -4.08009428 -0.81104005 -2.24435962 -1.0041208 2.12614634 -1.40276236 -2.63278924 1.50063555 1.13111312 -0.84507888 -1.26219553 -0.93812345 0.62317095 2.05430559 1.70724866 -0.78746424 0.70329055] Distance 9.795309707881433 Each least square approximations [ 2.35477233 -0.52207007 -3.57768446 -2.92467661 2.65609689 -0.01406524 -1.37442901 2.21489906 0.60547341 0.21845832 1.17523734 0.26863529 2.37742901 -2.62340506 -0.06508576 1.42164442 1.9955949 -0.6070154 -0.68338739 2.02408552] Distance 11.670318695291206 Each least square approximations [ 2.06690827 0.97930483 -0.93663947 -1.46009831 -0.56386479 -0.17127133 -1.14851944 -3.70493801 0.3877053 -1.21031699 1.41417104 1.38112026 -0.15158414 0.53048235 -0.51421136 0.69348279 1.19464127 -0.47328914 -0.66775898 -1.14250525] Distance 12.998136889887599 Each least square approximations [-1.73380304 0.61801505 1.7393954 0.05538517 -2.07653768 -1.13220559 0.46038617 0.29067801 0.18670755 0.62478175 0.74516999 -3.45489467 2.10933265 -0.3760534 0.23528266 0.90454137 2.79459607 -0.44496264 0.17422969 0.40009327] Distance 12.793488217222732 Each least square approximations [-6.05049397 4.07092468 -7.49733034 3.21569737 1.43321793 -4.05424908 3.55331887 2.59432555 -1.54737069 -2.25427286 0.15303065 0.79567573 -2.26296675 -0.01415806 -0.34392822 0.52826678 -1.79474536 1.41199693 -0.06676849 1.06098593] Distance 6.910671573413986 Each least square approximations [ 1.01082960e+01 3.89623469e+00 2.00421694e+00 -2.10812738e+00 -2.03331473e-03 5.37656369e+00 -3.44306364e+00 -8.01143819e-01 1.42581679e+00 3.14192224e-01 1.45263545e+00 -6.37057602e-02 8.19738488e-01 4.52613848e-01 -2.93845134e-02 2.65187853e-01 -2.66727651e-01 4.67393356e-02 2.91775532e-01 1.44906290e-01] Distance 7.261962565374726 Each least square approximations [ 9.68227834 -6.37714554 -2.64103205 -5.42422696 2.84394728 2.44505417 0.97905713 -1.28602469 0.9198594 -0.31658375 -1.02386699 0.43735987 -0.21527287 -0.52611007 1.7983036 -0.11655388 -0.24489554 -0.12867837 1.84102625 -1.51109267] Distance 5.131899230544541 Each least square approximations [-7.77159546e+00 -3.86515803e+00 -6.77846151e+00 1.14600142e+00 3.38028518e+00 1.68055581e+00 2.64877127e-01 3.35315828e-01 -4.07074091e-01 -2.33831179e+00 1.05826846e+00 1.32630501e+00 1.53350789e-01 -2.65687027e+00 6.57164630e-01 -2.59113685e+00 -1.93115526e+00 1.17262712e+00 -7.67723514e-03 -3.12375343e-03] Distance 7.775368580620272 Each least square approximations [-11.87021836 0.88694444 3.71635065 -2.70425693 -1.455868 1.20047905 -2.04916041 0.37801443 2.26570537 0.8226435 -3.02183064 -0.96536843 0.60603687 1.88552448 1.33103882 -2.29741883 0.29437925 0.10752157 -0.64437496 -0.16548678] Distance 5.2182806003050315 Each least square approximations [-8.81613319 -2.89641908 6.35764841 -2.14994954 -2.28829072 2.54475369 -1.35707153 -4.44699274 1.52146424 1.79553717 0.42366016 0.61664912 -1.24000083 -0.52641298 0.45878456 1.2355526 -0.54190817 1.429724 -0.94142803 0.53531828] Distance 6.905575457403301 Each least square approximations [10.27530253 -1.54478968 4.66300933 -2.93406699 3.40927703 1.4611743 -1.35048984 -0.14940368 1.63081071 2.27576041 2.13533974 -1.28256907 1.20176157 -2.73471464 1.0209472 -1.49076341 -0.10850964 1.3470464 -0.75817342 -1.16426097] Distance 6.435860252903723 Each least square approximations [ 8.98629363e+00 3.02791142e+00 5.19690923e+00 -5.07998843e+00 4.14654359e+00 2.76917429e+00 1.16007430e+00 -2.01176855e-01 9.70416174e-01 -9.60117555e-01 1.62853060e+00 2.29496624e-01 -3.56464886e-01 -1.72685591e-01 3.71208382e-01 -6.76082060e-01 -8.01811399e-02 5.95318802e-03 4.58806065e-01 -1.13639132e+00] Distance 7.03705158357497 Each least square approximations [ 8.85955979 -3.71640087 0.77734789 -6.85522659 0.18296906 -2.66470539 -0.41535279 1.42439032 -1.0772047 2.37190179 1.54184134 1.55013116 0.53920714 1.3412406 1.06156891 0.03954703 0.34849241 1.20220178 -0.63428201 0.61749089] Distance 7.6785703624351225 Each least square approximations [-9.31477218 -1.80799388 5.8418677 3.84630088 -0.83693595 1.49204679 -1.38866319 3.64482375 1.10034889 1.07112987 -2.91320845 -1.01142259 0.52916072 1.56686859 -0.51571631 1.04163605 -2.70733301 -0.85281703 -0.78518666 1.31865954] Distance 6.470819085938735 Each least square approximations [-10.74611458 -6.55260785 1.04307759 1.38796704 2.16733669 0.37178657 0.88103292 -0.46570316 0.02114949 -2.26280657 -1.44861962 -1.28014222 0.55130739 -0.3712624 0.42925393 0.5453615 2.19881388 0.98271476 0.37243816 0.44993774] Distance 3.748338568637861 Each least square approximations [ 1.54602066 1.56595183 1.62582609 -0.17165785 -2.0284249 1.3100778 -2.12361901 -2.06484873 -3.48050589 -0.49923677 -2.02467704 -0.04152047 0.05963586 -1.60789126 -0.02029376 -0.64675594 0.89875216 1.16289879 2.17937821 -0.04925505] Distance 12.19543507733816 Each least square approximations [ 2.83377573 0.39314214 0.73593042 -0.49374618 4.25772852 -4.1824107 0.70464847 -2.21184604 2.30818814 1.9961067 3.14075161 1.03313704 -2.00929961 2.16771348 1.01454636 -0.62898562 3.96635797 -1.91542313 4.45342359 -1.44951587] Distance 8.689772113523407 Each least square approximations [-3.89449985 1.66502787 -1.66661679 1.12955267 -4.08565819 1.24835108 1.86487282 0.81270299 0.88292486 -2.33405361 0.37634271 -0.69756202 2.16157761 -2.16450084 -1.59425739 -0.93634355 -1.63351013 -0.41967036 1.92290118 -0.79094074] Distance 11.227230241040319 Each least square approximations [-2.5173982 -1.51053958 1.16059039 -0.85741667 -1.05603788 -2.51531787 -2.11118816 1.93576758 -2.19113074 -1.93062001 -2.91958326 -0.33490887 2.86220648 -0.45314343 1.69240693 1.07846235 -0.14047224 1.14504589 0.8971333 1.22356898] Distance 11.732955411350709 Each least square approximations [-5.75908525 3.26032509 -1.56765522 1.7387075 0.55578009 4.18789714 -0.13605439 3.44728417 3.11947409 0.39595057 1.88917991 -1.13845918 -0.10632881 -0.2467974 -0.21409553 -2.51014551 0.73271669 0.59781861 -0.41796504 1.07369445] Distance 9.737105466224325 Each least square approximations [ 5.2995827 6.26455462 -2.42794263 -3.26901166 -0.90898924 0.3205483 1.18451986 1.67368736 -1.46361149 -0.33313185 2.24277052 0.37459777 -0.41388607 -0.5012882 -1.9290935 1.71733278 2.03934336 1.86967149 -0.35170018 0.32238678] Distance 9.262188291817683 Each least square approximations [ 1.82644029 0.87399087 -2.19922185 -4.39841688 1.56032186 1.11545025 -2.9648806 -0.90180285 -0.29273852 -0.1828983 0.94673737 -0.45868633 1.83480128 -2.92556926 -0.22930124 2.42143323 2.10961758 -1.29540003 0.04375102 2.14681268] Distance 11.218755240195613 Each least square approximations [ 2.74898476 1.33325595 -2.48278801 -2.92928232 1.22989192 -0.77089327 -1.48253321 -3.86594266 0.37417351 -1.14593634 -0.73349388 1.40192759 -0.13879519 0.74036526 0.83784845 0.02041868 -0.12644099 -1.39640304 0.32666381 -1.25386748] Distance 12.042880744367658 Each least square approximations [-2.42307808 0.33859241 0.85421371 1.8471668 -1.02376845 -1.35134811 0.80748565 0.29988194 1.46402083 1.3906809 0.65128838 -2.42402234 1.079522 -0.79612604 -0.78099349 1.10432475 2.63857279 -3.07118635 1.21940256 1.34018171] Distance 12.239473946889717 Each least square approximations [-5.90769234 1.97090588 -0.71463985 -1.10220925 0.08578806 5.44444428 -1.83960909 1.67099586 -0.19273662 3.30974427 -2.84168727 0.13434689 -4.48794429 0.01664294 0.94832861 1.91843103 0.37514753 0.83857354 -0.5411826 0.47508999] Distance 8.896070020283751 Each least square approximations [ 2.20218576 -1.28413011 -0.05778165 -0.64716825 0.76406742 -0.13000451 -1.80100483 -0.33974363 -1.31735623 -0.27363753 -2.65611154 -0.21858562 -0.79929926 0.28807958 0.45864154 -1.16821387 2.56450592 -0.16064853 -1.8040733 0.18827556] Distance 12.987012638765577 Each least square approximations [ 4.74647989 4.16439049 -1.46229013 0.31638095 1.62320652 0.88735569 4.30435068 1.27991384 0.28528949 2.27213966 2.72963157 0.7481518 -1.11922365 -0.7510415 0.95731567 -0.73191786 1.38233926 -0.10878448 -1.48106508 0.84335009] Distance 10.658197883568027 Each least square approximations [-8.88040668 6.03565577 2.2714751 -3.25874073 -3.40184973 0.72278413 -1.0539593 -3.34287359 -0.25215705 -1.01103492 0.16278585 -0.88167737 -0.27568266 -0.13965723 2.27689777 0.59456912 1.72581488 0.91219763 0.02255012 -0.16962078] Distance 5.816570004964974 Each least square approximations [-3.28797021 -1.8336902 -0.78362711 -1.65901874 0.18954597 -1.00068169 -1.1403852 1.05040457 1.76126879 -0.72607198 2.67070721 0.94879089 -1.76446486 -0.82084354 -1.49966219 0.51540558 1.77312925 0.58007744 1.87231958 1.11080009] Distance 12.388748433556927 Each least square approximations [-5.85346843 5.11258536 -1.31061447 0.59785519 1.18044738 -0.98926565 -0.45564889 -2.34347557 -1.41202333 -2.79285297 1.19740181 0.84187969 3.53150374 -3.60527716 2.68495152 -0.82702896 -1.25625844 0.51620707 -0.49116022 0.86577286] Distance 9.053338347995856 Each least square approximations [ 4.05638652 0.44797542 -0.41609754 2.02001147 -1.48486101 3.76079934 0.84615014 1.31470567 -2.67052318 1.64347791 1.13788007 0.18481754 0.00555257 0.49423186 3.47843125 -0.85255418 -0.09269509 -1.6924401 -0.74577252 1.78829157] Distance 11.405474208669183 Each least square approximations [ 3.95216853 1.61271559 -0.39173826 2.711939 -2.529189 0.38978189 -2.14645587 -1.4385952 0.01921969 -0.71749821 4.67136124 -0.39733653 -0.45959775 -1.5968861 0.61686784 1.82699673 0.82789717 -0.98984291 -0.86669163 -0.25740171] Distance 11.412032778780944 Each least square approximations [ 6.149847 6.4107213 -3.18678362 -0.74545664 1.36409987 0.74594534 -0.19872837 -0.5884741 0.47645572 0.82319147 -1.5393401 -2.57517 1.30684378 -1.49909046 0.77119532 -1.51962225 -1.70489534 -2.33783615 -0.19069331 0.24815821] Distance 9.109249317523892 Each least square approximations [-4.16777723 1.86306483 -2.15264985 -0.96512151 -1.66386208 1.54722833 0.48245831 -0.88729749 1.97684009 0.4861321 -2.44777632 0.43394102 -0.01292673 -2.14250588 -2.01148742 -3.1036856 1.43360907 -4.48507398 -2.05889923 -0.51568088] Distance 10.620110842344909 Each least square approximations [-11.69876064 -1.39629038 5.8094795 -1.39005817 -3.22943154 0.80265421 0.95302397 -0.90016707 -0.71191848 0.59649991 0.52253146 1.39508272 -0.03992969 0.32729308 0.62340577 -0.39316296 0.16332094 0.12595842 -0.3596514 0.59022465] Distance 4.190595908258093 Each least square approximations [ 0.98963708 -0.54553307 0.30402615 -0.60005329 -1.84858414 -0.07626632 -1.61457527 -0.92294784 -1.19449196 -2.96499172 -3.67784804 -0.66512236 -0.19388202 -0.20758187 0.37085115 -0.57963493 0.63391912 1.49241687 1.59385055 0.25412783] Distance 13.058089740762506 Each least square approximations [ 3.76025588 3.53197815 4.62309596 -0.7617279 4.60652959 -4.67663559 0.2819009 -0.18579427 3.00305795 2.2998225 3.94323316 0.52479058 -0.34493405 0.88245081 -0.46712396 0.58689625 1.72300313 0.54750663 2.15381915 0.17859407] Distance 8.820193026706187 Each least square approximations [-4.30432527 -0.29238615 0.22242856 -1.26781804 -5.86988809 -2.81642172 3.5544078 -0.55959076 -0.96494189 -1.28423858 -1.54340669 1.01154982 1.67604457 -0.97423264 1.97375228 -0.2010083 -0.99802912 -0.35823489 -0.78653845 0.55433866] Distance 10.851979862305956 Each least square approximations [-3.10368594 -4.12825267 1.96971937 0.04613072 0.31797678 -5.28714295 0.40992693 1.25485872 -1.7269981 -2.21956696 0.27551546 0.71539011 0.17011861 -1.37781712 -0.77325666 1.97802045 1.20587691 1.38285354 -1.48905025 -0.28379863] Distance 11.320180673911862 Each least square approximations [-5.57120193 1.30623479 -2.42167988 3.69444434 -1.02129373 3.01498857 1.64072557 4.36048429 2.50546937 -2.12522568 3.47724625 1.21948809 2.05900811 -1.9105636 0.9247777 -0.2456905 -0.17571498 1.08618363 -0.71231562 0.81928272] Distance 9.457071824226494 Each least square approximations [ 5.79973682 4.90115421 -2.32357854 1.60754178 -0.76980544 -1.5352229 -1.74358797 2.76012154 -2.77368273 -2.80125241 0.9998616 1.69806798 -0.56991403 0.96022651 -1.72206673 -0.44583923 0.11707888 -0.51873755 1.01741703 -0.1450229 ] Distance 10.23119069890778 Each least square approximations [ 3.23467242 -2.370022 -5.49671041 -2.62176864 1.37175317 -1.01810462 -5.59398439 0.66693746 0.4061322 0.26011921 2.15308735 -0.81707537 0.23565906 -1.81789645 -0.84404004 2.15519545 2.01981535 -1.09303662 -0.87457135 1.19530208] Distance 9.977740709401106 Each least square approximations [ 4.11012051 4.67666502 -2.30169552 0.36493409 0.59691178 -0.28804856 -3.21255488 -4.31251862 1.98161679 -1.3643307 0.31998564 2.3908679 2.52519585 -0.21755512 0.45853074 1.415171 1.3055943 -0.35263559 0.02812134 -0.83299062] Distance 10.619791971396031 Each least square approximations [-3.41992054 3.32156029 -0.61744841 -0.848804 -2.67270866 -4.29669186 2.35521602 -0.81164212 1.5501687 1.73637896 0.73030211 -3.22495952 0.5525043 -2.33069569 1.01606228 0.46271551 1.92812087 -1.36150107 1.42100593 1.38754547] Distance 10.982149738922304 Each least square approximations [-6.7887384 0.85027356 3.8411773 2.99891999 1.66335481 2.67869965 2.9169706 0.49164679 0.33822655 0.69259928 -0.91903091 -1.0394607 -0.74820049 -0.2922665 0.39704283 2.31986992 -1.1057148 0.30868007 0.31606135 0.83396096] Distance 10.118256412989453 Each least square approximations [ 2.92824 -2.00890216 0.64256164 0.19870779 -1.95730409 -0.1163837 -1.29249232 -0.73284804 -0.62133347 1.84712437 -1.57120559 0.20068056 -1.67595381 -0.46640464 0.6422594 -1.22582622 -0.18400918 1.7165531 1.61445652 -2.4729797 ] Distance 12.664170678564062 Each least square approximations [ 4.29208832 0.17632912 2.49527495 2.98652031 3.87378518 -4.54749807 0.18220009 -0.70500596 0.82468039 2.09331736 1.81159861 3.91703169 0.0912942 -0.97033151 0.01514418 0.03746842 1.93880479 -1.88909 -0.84272544 0.14248492] Distance 9.99676093957723 Each least square approximations [-5.61357588 1.37697245 -0.31218887 -0.63328102 -6.47448674 0.54505851 5.11203679 -2.85684613 -0.13615221 0.02961494 -1.48198751 0.14390558 2.09012517 1.47604285 -0.98077071 0.17334733 -2.92874033 1.35946027 1.69964305 -0.58571618] Distance 8.282294441531773 Each least square approximations [-2.87349728 -2.03760086 -0.26792982 -4.33518374 -1.09347574 -4.45105166 -2.5482821 2.75499973 -0.78700853 -2.59112457 1.36881093 2.05484187 1.40770775 -2.39161756 -0.6918747 1.93290064 1.67830699 2.02922146 1.1189523 0.86275794] Distance 10.08983494797047 Each least square approximations [-6.4466843 8.46145604 1.62863341 4.87822636 -1.86014017 -0.83567084 2.11019303 1.18285674 -0.89654046 1.22966403 1.47855891 2.00298088 0.43338265 -2.20055352 0.34307765 0.18937044 0.40421229 0.27348809 0.71828941 0.67131104] Distance 6.15860166878447 Each least square approximations [ 4.9690848 2.14532155 -2.1543354 0.55048329 -1.95458381 -0.63853514 -1.23407945 4.35576198 -1.26602581 0.26803696 1.26911702 -0.22985052 -1.22933297 -0.77823753 1.4942925 1.02981132 -0.17580704 -1.14693826 -0.76983384 2.83925852] Distance 11.168523297979585 Each least square approximations [ 2.8566772 0.1908029 -4.51661057 -1.79191089 1.02867636 -0.10585678 -0.83257498 -3.11469284 0.09205113 -0.08854524 2.18820111 0.65611613 0.14407805 -1.5628732 -2.10698222 1.33323627 2.07710268 -1.27261597 0.37612449 0.08476608] Distance 11.797353070542066 Each least square approximations [ 3.65844478 0.65778963 -4.8750555 0.64362937 1.46453106 2.40940946 -1.06547925 -2.7393951 1.56354714 1.63639735 1.71248046 1.66049301 1.46590054 1.0146434 0.86749712 0.3749874 -3.99273937 -0.69838946 -0.42916711 -0.81412298] Distance 10.756368024811053 Each least square approximations [-3.40250777 -0.21765297 -2.57031455 1.60578277 0.62932033 -3.77562971 1.12185673 1.34061443 0.66542984 1.38605215 -0.37552243 -3.03202335 -0.41556238 1.78963513 -2.97556866 -2.02444168 3.39062193 -1.72280772 0.32665756 -1.21619185] Distance 10.947786996300914 Each least square approximations [-5.65755517 3.71743924 -3.01462408 1.81912808 0.84407501 -3.70211955 2.20012838 -0.35557237 -3.48861674 2.96434525 0.27562567 0.69269794 -0.03025741 0.50218141 0.04320371 2.56263418 -1.01525557 2.65858762 -1.0944939 0.32770306] Distance 10.123640421828679 Each least square approximations [ 8.90450046 -0.26375671 -3.7446084 0.43011716 0.03602774 3.74724378 -1.21497491 -0.40522315 0.46629302 -0.06365195 0.93227107 1.59687621 1.47960569 1.55481396 -0.34032633 -1.07792559 0.66217871 -0.08553231 0.75776682 0.83052786] Distance 9.866730920830314 Each least square approximations [ 7.97310854e+00 -6.52802140e-01 -9.86537472e-01 -1.70703114e+00 2.30440283e+00 2.44688674e+00 -3.65311769e+00 -2.50682420e+00 -2.84893736e-01 1.25605057e+00 4.93778583e-01 1.70576143e-01 4.88320369e-03 -2.23242052e-01 5.51082280e-02 1.61703113e+00 -1.45551702e+00 -1.26205680e+00 1.86754257e+00 1.03549340e-01] Distance 10.354590056805614 Each least square approximations [-8.01584811 -3.64998325 -3.00601366 -0.58227241 1.08320722 2.29017316 2.19042813 0.84755161 -0.6523447 -0.32983552 1.28310964 2.68970786 -0.11536271 0.40614112 1.59046006 0.74907144 -0.82772435 1.02185069 1.75980237 0.32064113] Distance 10.066697584698085 Each least square approximations [-11.52118548 4.07680211 -2.04569018 2.71028983 -0.46014012 -1.59528143 -0.83343285 1.68619788 -3.34082724 0.38677173 1.34235113 -1.43307904 -0.08782448 -0.91122568 -1.45882016 0.64319966 -1.1846666 1.86828239 1.46878555 0.74523566] Distance 4.94990498312059 Each least square approximations [-8.50145527 -1.81935477 2.7655282 0.6816826 -3.21192662 3.33520693 -0.17878137 1.10967523 -2.44144626 0.75478801 0.15337089 -1.96404171 -1.65664625 1.12916714 0.64754439 1.00237555 -2.08854573 -0.65696654 -0.03066348 -0.96010131] Distance 9.47972454316201 Each least square approximations [ 6.99112805 -0.18224459 4.08177114 -2.47952324 2.18767882 0.90202664 -5.02094036 1.39333614 -3.16520937 2.82064935 0.29640431 -1.18273413 0.59616943 2.13299273 -0.40813 -0.05531967 0.71454197 -3.07267665 1.39868501 -1.2049562 ] Distance 8.687492380601777 Each least square approximations [10.053584 3.0713373 -1.50355665 -1.56517556 2.18748583 -0.82720321 -2.2025511 -0.4063394 -1.86992134 -0.66660674 -1.60282649 -1.05650264 0.25341129 -0.18756812 -0.6395798 -1.57411965 0.07440969 0.43435658 0.52735776 0.68258183] Distance 8.976798912029613 Each least square approximations [ 9.54517812 -1.63114172 1.10109047 -2.93388247 -1.95138151 0.83804292 -0.29924159 -2.77678227 0.83804354 1.20893344 -0.07406419 1.58233402 -0.99322603 -0.23621365 -1.43827699 0.48586675 1.09466849 1.93334068 -1.63435446 0.79367652] Distance 9.256288134135307 Each least square approximations [-11.74205117 -0.9853603 -1.45761176 -0.68846773 -2.27583833 -0.62089264 -1.0201521 1.17886736 -1.11683765 1.39452925 1.09688942 -2.28298061 1.03649699 -0.23670092 -0.30295716 1.28641951 0.1543061 -0.21754122 0.7330414 0.82712988] Distance 7.390531277225067 Each least square approximations [-4.77423497 3.99755864 -6.40160979 4.43051416 1.51603204 -3.17374162 1.94621593 3.15251606 -2.42242493 1.77913783 0.35911944 -0.96399604 1.03932251 -0.17450433 0.30168461 -0.1547932 -1.25188189 1.96837633 1.38744417 0.20650867] Distance 9.407328119223397 Each least square approximations [14.94838801 -0.59631229 -1.27376882 -1.02586111 1.69069421 -0.29697217 0.30311048 0.77992584 0.21319839 0.52431488 -0.19295399 -0.43488959 0.22099728 0.02941809 0.31800803 0.10420549 -0.23426349 0.65262107 -0.38662959 -0.28957679] Distance 1.0730223937391374 Each least square approximations [11.13618792 -3.26039579 -4.54380326 -1.27523396 -0.33055682 0.27728878 -2.3156748 0.1105243 0.55404694 0.7545603 0.84008303 2.08496221 2.4240057 0.27267991 1.60333145 -0.36404354 -0.14264675 0.35239701 0.15278262 0.3537873 ] Distance 7.439892717446466 Each least square approximations [-8.96969293 -4.71330655 -5.2733041 -0.65610477 1.57610761 2.40934674 0.92846056 0.0222002 0.23969729 0.09046268 1.04478188 0.61803479 -1.16033242 -1.63125654 -0.04974254 1.18258021 -2.78250508 0.91241035 1.15096584 -1.87007614] Distance 8.502986792752797 Each least square approximations [-10.65838355 6.40744854 2.97852444 -1.45391806 -4.19446556 -2.27364233 0.16311032 -1.16093664 2.68514403 0.47240258 0.77053694 0.64119549 0.63736228 -1.43417395 0.29134538 0.74433267 -0.6999813 1.1160029 -0.93079084 0.18180865] Distance 5.362016093364721 Each least square approximations [-9.21175123 -1.94599717 6.79286629 -0.35203575 -2.06591087 0.6508685 -2.21108579 -0.97863138 -1.02940547 -1.23153917 -0.99765212 -0.5413619 1.44895324 0.99373501 0.47456146 0.60795355 0.19226101 -0.19079044 0.00984396 -0.60211476] Distance 8.903621984166529 Each least square approximations [ 9.83732686 -3.04495822 4.63860573 -3.39061568 1.15738621 1.07119945 -2.26161925 0.59231568 1.59977542 3.16544839 -3.09211275 0.44158384 -0.35454069 -1.46072409 1.62568171 1.82423648 -0.43624274 -2.40300057 -0.33429795 0.80493598] Distance 6.957371599495749 Each least square approximations [10.31839781 4.5698268 2.70388193 -0.92298817 4.45559902 -0.10746143 0.2505007 -0.43365458 -1.34907794 -3.36431217 1.19362147 -1.3705246 -1.5867631 -0.53950045 -1.40350564 -2.58228742 0.31248678 -0.90118731 -1.37076412 -1.1776606 ] Distance 6.709022381083065 Each least square approximations [10.7926757 -5.51291566 2.07975456 -3.31676245 -0.09927538 1.1213515 -2.47005941 -0.03770919 1.65459865 1.03166619 3.36524819 -0.88196789 -0.3900354 0.36751305 -0.50897727 -0.23831833 -0.8912877 0.08453479 -0.83376916 2.15946726] Distance 6.361396035880347 Each least square approximations [-11.04817454 -4.96814507 1.55208693 1.72642481 -3.39131029 0.15808643 -2.43902843 -0.03587957 0.09558204 1.52306019 0.25584917 -0.30013037 -1.02208974 2.02911092 0.21224189 0.31538075 -1.7991828 0.17145887 -2.57588028 0.60908114] Distance 6.7105717434049685 Each least square approximations [-5.44446293 2.46445767 -1.4293928 2.53922985 -0.21515053 -2.78485698 3.38436403 -0.07355106 -2.98425801 2.29760171 1.91050398 3.40391322 -0.93709427 0.05216401 0.302692 2.64866627 1.96603206 3.50520859 -2.48364473 1.8835872 ] Distance 9.422955875160378 Each least square approximations [ 4.76959184 0.08846957 -2.02133331 0.4761372 1.41831353 5.20510242 -2.4988221 -2.65269455 1.89833464 -1.24137369 0.29685577 1.71444584 -0.04061884 2.00821022 0.72783441 -0.4184412 -0.29052805 0.92032454 -0.38212342 -0.50051706] Distance 11.482283381555135 Each least square approximations [ 7.57218549 -2.39691466 1.56495245 -1.29076337 2.93911939 3.70037529 -0.03551813 0.4246885 -3.77035282 -0.85513907 2.58834739 1.05174902 -1.38253076 0.71643583 -2.86486074 0.86893875 -0.23663877 -1.93254549 0.68897364 0.12174694] Distance 9.349124888685065 Each least square approximations [-5.70096481 -4.08399275 -4.06369137 -0.6594985 -0.82580662 -0.61029059 -0.2229701 -0.55128618 2.67300988 -0.43738312 0.09048593 0.8300938 -0.82393327 1.40460459 2.33834917 -0.45975689 -0.17046453 1.97308587 -0.71696088 0.25537198] Distance 11.275403628219593 Each least square approximations [-9.45207298 -1.36664067 3.47464235 -1.49216126 5.11971092 -0.86529456 -1.88718587 -2.35423863 -4.19201183 -2.28979511 1.37339887 3.11661028 0.49738981 2.1925441 0.09112702 0.50075372 -0.73789161 0.45603481 1.31303187 1.45301392] Distance 5.444906035521256 Each least square approximations [-5.53474139 -1.54192294 4.62974629 1.62555929 -3.44074529 2.05445737 1.24255522 -2.05460881 -0.10879418 -3.19025854 2.74238335 1.02294022 -1.06799933 0.76422346 -0.65591738 0.61514665 -0.67720278 -0.78495669 1.0929869 1.75496067] Distance 10.487384935765181 Each least square approximations [ 6.67243865 0.6467967 1.8710807 -1.79578129 0.70430011 1.5721803 -4.57619613 1.42889783 -0.27872833 -1.05752975 1.58241149 -1.12904758 2.48699894 0.20640102 1.49207347 -1.79450883 3.25948436 -1.04350918 -0.54360507 0.69960966] Distance 10.429444332597782 Each least square approximations [ 6.49927482 3.55999899 -0.55932387 -3.88405851 -0.19347756 0.50272428 -0.0323956 -0.92762024 -2.15186607 2.14909907 3.14094436 -0.71078278 -2.02643275 -0.54167161 1.55641515 0.23289509 -1.85584114 0.91989313 0.21636617 0.98981893] Distance 10.595249203900838 Each least square approximations [ 6.38725444 -1.75102538 -2.41164576 -1.90438091 -1.92704972 -0.46046592 -1.87127612 -1.15169001 -0.9731648 0.29259868 -1.92672259 -0.65790459 -0.68477383 -2.53146993 -0.32450535 2.73350053 0.42064381 2.70949351 -1.29743181 -0.66074191] Distance 11.14483075614285 Each least square approximations [-6.96952066 1.44322552 2.76139927 2.72844927 0.22021096 -1.55840394 0.76184772 -0.59234294 1.25542584 -1.03748762 -3.17723722 -0.88149689 1.7338738 -0.85633578 -0.77564412 2.37303936 0.79764106 -0.13719263 -0.41563662 0.44194059] Distance 11.040014345919033 Each least square approximations [-5.06733973 4.36019877 -4.8704464 5.17961345 1.50643759 -1.94993112 1.438725 3.48155954 -2.93680845 1.12910601 0.29673217 -1.54383119 1.94592324 0.76468816 0.6012651 0.17592184 -1.52368967 1.97370459 2.69701256 -0.14622956] Distance 9.207362966111345 Each least square approximations [ 1.45531294e+01 -3.75242434e+00 4.81967208e-01 -9.07836887e-02 -3.41619611e-01 1.67456860e-01 3.66609326e-02 1.23265913e+00 -5.52008717e-01 -3.88801087e-01 -1.21509560e-02 -1.85843652e-01 2.61263714e-01 -4.30982187e-01 -1.71960264e-01 -4.73001305e-01 -5.20382957e-01 6.53483675e-01 6.95293784e-01 -3.73815449e-01] Distance 0.9085253124344254 Each least square approximations [10.67188407 -2.63907788 -4.01508098 -0.90736247 -0.02969519 -0.82913662 -1.89519996 -0.42264072 0.71906307 1.74506864 1.42338591 1.95333003 2.47823145 -0.79838693 1.54236332 -0.26758567 0.57106536 0.08599603 -0.41467138 0.19533535] Distance 8.336117466189432 Each least square approximations [-8.61843438 -5.2208795 -4.17631842 -1.25977884 0.35954981 3.08217217 1.43439377 0.04685571 -0.42855487 0.38768737 0.82483096 1.28727567 -0.99619184 -1.75213064 0.26437418 2.02518149 -3.11797191 1.41847694 1.59080571 -1.95827335] Distance 8.346729845861317 Each least square approximations [-9.94079591 6.46168976 2.40682908 -2.20618036 -4.54771568 -2.39530866 1.36746416 -0.26480288 2.86141039 -0.06757759 1.86999074 1.12001633 1.36831567 -1.47581203 -0.38428738 0.02628349 -0.29568608 1.67282441 -0.38411871 0.41015285] Distance 5.566746001269553 Each least square approximations [-9.48102603 -1.53212641 6.59509226 0.22446583 -0.85479718 0.25948438 -1.70233587 0.35395208 -1.94727367 -1.01952356 -1.44800248 -0.38361656 1.87002198 0.9894677 0.7434227 1.61682994 0.85083996 0.18381036 0.0108968 -0.54269015] Distance 8.691958151017293 Each least square approximations [10.06349653 -3.59681525 3.29563404 -3.01362533 -0.08619898 0.11352596 -1.74687292 1.37137602 2.16719811 3.23035818 -3.45885805 0.84909874 -0.29353152 -1.35030135 1.5143906 2.44607785 -0.64869778 -2.77888438 0.37047018 0.32442608] Distance 6.740149078576333 Each least square approximations [ 9.75835225e+00 3.93856220e+00 1.37557782e+00 -9.62500003e-01 4.42841412e+00 -4.87628415e-01 -5.52850489e-02 -1.41129144e+00 -1.00659338e+00 -3.84749263e+00 1.77185934e+00 -1.86080318e+00 -1.40900661e+00 -2.72230082e-03 -1.45917644e+00 -2.79805648e+00 8.67913598e-01 -8.09307668e-01 -1.45834775e+00 -1.09966534e+00] Distance 7.511221601257258 Each least square approximations [10.99002191 -5.8356382 1.87898856 -1.73240507 0.78537006 1.77583228 -3.4356353 -0.14753267 2.79686246 0.35963644 2.99219876 -0.28822059 0.63472389 1.14525323 0.01130322 -1.04433407 -1.06955526 -0.15238528 -0.94757203 2.04585287] Distance 5.283738629723169 Each least square approximations [-10.75503939 -4.56858548 -0.23756056 1.98898443 -3.28212892 -1.45865588 -2.24011476 -0.57824586 -0.40319913 2.26379484 0.53313389 -0.01759769 -0.78726302 2.57909506 0.20648749 0.56837521 -1.99879944 0.21913422 -3.37847545 1.08742098] Distance 6.501375791174804 Each least square approximations [-12.84117187 3.80670752 3.60365641 -1.55225915 0.85772957 -0.3733857 -0.36633585 0.54786517 1.12791395 -0.91228124 -0.10429021 -1.13058786 0.28388754 0.42529965 0.4073462 0.01544787 0.18171988 -0.37151911 1.16607742 0.78815616] Distance 2.9854742818795197 Each least square approximations [ 4.09093652 -0.73582946 1.6613412 -1.96419464 -3.39250731 0.75438802 -2.83957344 -0.93554948 -1.44337746 -0.72974205 -3.49958233 0.30200318 -0.32800909 -1.17101381 0.8509375 -1.19334353 1.01669704 0.57184034 2.05109667 -0.02629593] Distance 11.91288263103386 Each least square approximations [ 6.21406352 2.16338086 2.44358532 -2.37957013 4.19378335 -4.72048849 0.87312018 -2.05293194 0.58630051 4.42845513 2.88190809 1.3436325 -1.12775798 -0.6288377 1.01294114 0.13788819 4.28100697 0.41459724 1.07292391 -0.85504999] Distance 7.618600304356592 Each least square approximations [-7.10965729 -1.86111233 0.02804736 0.22427187 -5.80083279 -0.24357336 2.77648444 0.77842913 -0.99016012 -3.31141078 -3.00852014 1.25878265 2.10542828 -1.95362786 2.21707477 -0.31433167 -1.19842279 -0.59969771 -0.77704206 -0.41162802] Distance 8.745171339054222 Each least square approximations [-5.31979494 -2.93354965 1.38045267 -3.75190887 -0.75345314 -4.25268569 0.48484586 3.11420156 0.34435637 -1.34176584 -0.40859774 -0.18229157 -0.7602723 -1.45196026 -0.52994461 1.80808544 0.73577217 2.03872758 -0.19720583 -1.16862073] Distance 10.725943268382146 Each least square approximations [-8.49734911 2.00292939 -0.30653719 0.86490229 0.69437641 3.19965168 3.41746075 3.9319539 1.78329636 -0.55532903 1.79814892 1.58766147 2.725636 -1.85315369 0.68262759 -0.48710097 -0.39915706 2.15394282 -0.25701167 0.25099893] Distance 8.385906853858792 Each least square approximations [ 9.64967957 3.72256399 -1.88291128 2.85230496 -0.21653651 -0.73551082 0.99249826 3.08875981 -3.01016441 -0.90970063 0.36281766 1.41186904 0.462642 0.24876123 -2.21593683 -0.76147943 -1.04335557 0.38242317 0.32659072 0.31217149] Distance 7.873459313110434 Each least square approximations [ 4.13289312 0.51973223 -2.93706193 -3.66520251 2.44867978 0.31959492 -4.88438032 -2.80400872 0.36699589 -1.53080097 2.21923212 -1.54604851 0.98114775 -0.446902 -1.14172301 3.67361072 2.08144573 -2.22169662 -0.5524305 0.25352363] Distance 9.917513145086323 Each least square approximations [ 6.35415521 3.5534041 -2.74359458 -2.6433038 3.66082241 1.2780446 -4.2623351 -2.8929345 1.56325188 -0.6503503 0.24877098 3.35971422 0.53764567 0.43100216 1.45060066 1.64718419 -0.26435439 -0.68078444 0.16294178 0.34808173] Distance 9.038844912959151 Each least square approximations [-5.06198264 0.70058234 -1.16691814 2.67564632 -1.79664512 -3.21088308 2.30469404 0.54350074 2.68747499 4.03872594 0.33342212 -2.00487817 0.07866729 -1.66166943 -0.87369736 1.7526699 0.70315701 -1.98556434 2.31452619 1.33930929] Distance 10.551945058672501 Each least square approximations [-6.37862721 1.05418689 -2.30766811 -0.76158987 0.80467507 4.06052577 -3.90506663 2.28312528 -0.75473856 3.36178058 -3.3716958 0.16167957 -0.93727194 -0.26308264 -1.13329824 2.62806201 0.44260403 -0.18637821 -0.24612415 -1.29279479] Distance 9.508187433187642 Each least square approximations [ 3.93949934 -1.54880635 -0.57288789 0.02521277 -1.4486331 0.51937698 -0.96231566 -1.23763692 -4.19032559 1.33694685 -3.05889931 0.03463039 -0.14471959 -1.34605913 0.12966232 -0.23216197 0.80991289 -0.63470979 -1.56609008 0.31863814] Distance 12.360400795155865 Each least square approximations [ 4.82694527 6.44901126 -3.20883472 -1.16623121 0.70691676 -1.57935188 1.18219583 -1.38777209 1.49426442 2.20427024 2.15933501 1.0061049 -0.90758858 1.34333253 1.33884356 -0.3820844 1.09921104 -1.37562455 -1.73581198 1.21916973] Distance 10.113203881274794 Each least square approximations [-11.2246656 4.6857027 4.72903494 -0.05788754 -1.19605265 1.32048659 1.79833809 0.16109316 1.33048922 1.25216862 -0.26352609 0.70775122 1.19019471 1.03763377 -0.63921493 0.96212309 -0.52474768 -0.52526904 1.20491948 0.66702898] Distance 4.8103469208746645 Each least square approximations [-3.80414971 0.29326373 -3.17466532 -1.83648147 -1.52879438 -0.93759942 -2.10879449 1.83507713 1.2273221 0.12813493 2.60428349 1.21072014 1.872771 -1.67591661 -2.76558891 1.28926755 0.76245759 -0.08238507 0.7441958 -0.38414698] Distance 12.014454275362526 Each least square approximations [-7.83916049 4.98181447 -2.16567311 -0.90489694 -0.72444963 0.3978314 0.34978835 0.03918408 -4.44639083 -1.58502152 -1.83251536 -0.15524129 2.44787538 -2.52342381 -0.81403712 -3.6330955 0.16668119 -0.83028565 -0.33885344 0.33863849] Distance 8.040739582635336 Each least square approximations [ 4.22238689 1.2173943 -0.06896169 -0.85499223 0.21657873 1.84901498 3.751517 0.9313712 -2.03167794 3.84595544 0.67961207 0.78561284 0.16159645 1.38232504 1.34856356 -0.13316528 -0.6773166 -2.8431748 1.36855634 2.67227656] Distance 11.414569998281307 Each least square approximations [ 5.71723917 1.73596596 -1.64104462 1.54201927 -2.26169562 -0.53891956 -2.56222354 -1.06245216 0.90226308 -0.73410622 3.99353357 -1.41758925 -0.27854478 -1.55329575 -0.7254108 3.25850324 0.92665815 -1.32349161 0.02111169 0.25461345] Distance 10.98098970182228 Each least square approximations [ 6.80276491 3.20423035 -4.1018922 -1.19752831 2.26303989 0.68369294 2.1949186 -3.27087235 2.40123624 -0.38169175 -0.12430825 -3.06922371 -0.24100634 0.13334733 0.13949238 -0.17915126 -1.5936856 -1.75244944 -0.99720392 -1.05455125] Distance 9.53794155947368 Each least square approximations [-6.25510242e+00 2.39783631e-03 -1.78009927e+00 -2.21206121e+00 4.67429040e-01 -1.22558618e+00 4.95355483e-01 -2.33042489e-01 2.63448385e+00 9.66499662e-01 -6.29163239e-01 -2.13242664e-03 9.02532277e-02 -1.72011698e+00 -2.24616584e+00 -3.54302064e+00 2.46364068e+00 -3.11918079e+00 -2.05305116e+00 -7.54216698e-01] Distance 10.556838798032437 Each least square approximations [-12.56475442 1.81092887 1.01503654 -1.76114664 2.61789085 -0.57772576 -1.01038242 -0.21430716 1.59393329 2.14104343 3.0337724 -1.29758057 1.41750783 0.15346431 -0.90100911 1.54098059 0.13988909 -0.27827072 -0.72621459 -0.38996137] Distance 3.598851700374494 Each least square approximations [ 4.693805 0.1754839 0.23105501 -0.64192336 -2.51314701 1.52178576 -2.19929106 -1.74359184 -3.56382747 -0.47084664 -3.99785793 -0.47369226 0.15505819 -0.98221454 0.6475439 0.6607847 0.2920972 -0.79988418 1.03581454 -0.54098459] Distance 11.764183642758947 Each least square approximations [ 7.02905465 2.40137978 0.92771761 -1.18216516 2.98588779 -3.98465735 -1.00196978 -2.36284727 0.02252428 4.95689811 2.50332381 0.7659962 -2.21697574 1.18163194 0.82595741 -0.17361817 2.35050722 0.82393894 0.78713869 -0.37074588] Distance 8.733643993346986 Each least square approximations [-8.00262541 -0.25684806 -0.99735837 1.61117794 -5.03219649 -1.15274989 3.15913626 2.8727657 -0.23892404 -1.53594215 -2.25782137 0.31443631 0.70795803 -1.27989863 1.74989205 0.73377298 -1.38317843 -0.25722035 -0.52940529 -1.0718221 ] Distance 9.008527517829556 Each least square approximations [-5.46283931 -0.87586471 1.56049383 -2.78443841 -0.39323739 -4.07361289 0.294096 1.54480339 -0.7137241 -0.36349517 -1.90231684 -0.45956237 0.89341613 -1.38405455 -0.03452405 2.89992443 -0.48018086 0.78123414 1.1864187 -0.30151037] Distance 11.512719910857792 Each least square approximations [-8.85656800e+00 2.93617407e+00 -1.20230627e+00 -9.05706563e-01 -4.68359160e-01 4.33350292e+00 1.53609278e+00 3.65719764e+00 1.39457700e+00 -5.63335013e-01 2.37010625e+00 9.50844010e-01 3.05840690e+00 -8.42703589e-01 6.06447117e-03 -1.99811859e+00 -9.14175030e-01 2.09076025e+00 1.45747431e-01 9.12277255e-01] Distance 7.585401855050293 Each least square approximations [ 9.03248644 5.92963809 -1.01890978 0.73452675 0.46188936 1.72338862 0.98279267 2.65692122 -2.4118624 -0.19079026 0.52665365 3.62296895 0.61061649 1.23433591 -2.14301338 0.0093122 -0.20674296 0.11368542 0.8932418 0.56098385] Distance 7.351964943843126 Each least square approximations [ 4.9038789 1.59961009 -2.3198635 -3.89184761 1.640149 0.41140367 -4.27056236 -1.85576187 0.37243967 -2.36395235 0.80304627 -0.87090849 0.75500703 -0.63481346 -1.2233934 3.16790173 1.08677693 -0.91291313 0.61880075 0.86845049] Distance 10.771948128138806 Each least square approximations [ 6.35989305e+00 2.77056047e+00 -3.15117291e+00 -4.08301070e+00 2.65810836e+00 1.04590390e+00 -3.60225527e+00 -3.51844475e+00 1.02328646e+00 -1.29305175e+00 1.45243890e-01 1.21854883e+00 -1.06210972e+00 1.04873385e+00 -2.31748915e-01 1.72087966e-01 4.31560375e-03 -1.74463707e+00 -4.41739820e-01 2.83349606e-01] Distance 9.612611961105081 Each least square approximations [-5.87274474 0.13513421 0.0142378 2.58032567 -1.40385692 -2.4268785 1.90364752 0.2739964 2.12587436 2.45637686 1.30262449 -1.03735163 0.17641335 -1.08706305 -2.27201602 2.50509991 1.15018058 -1.46688891 1.20128997 0.64444134] Distance 11.245592088627191 Each least square approximations [-4.4220535 5.43842248 -3.41427973 2.11669274 -0.9791601 -3.72885522 0.65496555 0.56737781 -3.73912875 1.42205835 -0.50767344 -1.52649743 -0.45261688 1.83593055 -1.47485617 -1.46609819 -2.39152737 2.42858016 -1.46178417 -0.5954065 ] Distance 9.882292779600808 Each least square approximations [ 7.43240005 -1.9034038 -0.11909388 -3.28740755 1.23291007 2.01326484 -3.39054936 -0.02218124 2.71528986 1.97189414 -0.41178824 -0.29300855 -0.51408294 2.6126851 -0.43810982 1.56544218 -0.66158811 -0.55459548 -0.61169021 -0.08398158] Distance 10.48866746486661 Each least square approximations [ 9.18146775 -1.93012007 -1.97417635 -0.6778337 -0.8301683 2.97716542 -3.41565891 -0.11549869 2.57260921 1.76089887 1.2127422 -2.16949172 1.26698088 -1.52268611 1.38907743 3.54167346 0.65484598 0.52665503 0.08933384 -1.62117303] Distance 8.239693738811344 Each least square approximations [-7.8149848 -4.4809573 -1.11093595 -2.38222802 0.77881961 1.975981 -2.13724766 2.48323837 -1.38999766 -0.34208457 1.7895523 1.50850089 -0.6677146 -1.55460071 1.21039749 -0.3997602 -1.82425349 1.03563367 -1.38788652 0.96692184] Distance 9.826430890783405 Each least square approximations [-9.70224007 3.01312079 -0.17827091 1.27489781 0.48544693 -1.06964306 -0.59225629 2.92879548 1.44859015 3.94601293 -2.34519787 4.46749384 -2.28871671 0.81224584 -2.01381849 -1.96350518 1.76607196 0.86427488 1.45979473 -1.01044229] Distance 6.325345292342616 Each least square approximations [-7.9827524 -3.64781684 1.88087906 1.42081101 -0.45295294 2.13032701 0.49858189 -2.11231729 -0.2729154 1.83407887 0.4923662 0.45255353 0.12706463 -2.64229097 -0.00867795 1.71957864 -1.1070912 -1.02334984 0.7376388 -1.87992861] Distance 10.339716584051917 Each least square approximations [ 7.32213901 -0.89966862 6.74192056 0.63090247 -0.7571609 2.12075407 -1.61614533 -0.66922382 0.29097048 -1.10453625 -0.35887385 -0.78157642 1.13431765 -1.26116743 1.04820132 -2.75721266 -2.11657442 -2.12538369 -1.56348884 -0.97018041] Distance 9.204990171777942 Each least square approximations [ 6.73728982 5.25760805 -0.37347502 -0.69887652 5.21428643 0.8042725 -2.94571446 1.40256345 -0.24695517 -3.99768437 0.80879574 1.1330288 -0.75255594 2.90229957 1.20279934 -1.28946147 -0.40147709 0.79133116 0.69844637 -2.40540878] Distance 8.358251339083202 Each least square approximations [10.60672771 -0.26154441 1.19397003 -1.59932728 -0.01145633 1.08759559 0.58891504 -2.04522528 -2.08605908 -0.74392248 3.2355291 1.50364555 -1.0128327 0.03334653 -2.05722469 -0.36351245 0.96329513 -1.39314783 -1.06832031 0.71441113] Distance 8.3263970308248 Each least square approximations [-9.03559432 -2.18152231 -1.29545315 0.60516929 -3.40194462 2.55353159 0.41566619 -0.37721704 3.12331461 0.65003031 -1.44688875 -0.24889876 1.99426915 1.51241751 -0.08495858 -0.05762631 -1.90162233 0.66893826 0.51052111 0.47794278] Distance 9.440734129507517 Each least square approximations [-6.06534951 0.91637455 -2.05894617 1.82103469 -0.3679662 2.53943906 1.81595318 0.1461437 -3.36591115 5.7436861 0.45589529 -1.10929755 1.55354649 0.62857853 -1.78766036 -0.06921648 -0.25388993 0.17552914 -1.34754933 1.1700487 ] Distance 9.602216683974314 Each least square approximations [ 7.10286705e+00 -2.94525248e+00 1.46186482e+00 -2.61328726e-03 2.41782585e-01 -1.20139176e+00 -1.67232240e+00 -2.43574966e+00 -1.21238233e+00 -1.84997007e+00 -3.61830650e+00 -3.67888324e-01 -2.23137999e-01 1.31950591e+00 5.94540119e-01 3.65168966e-01 1.24175791e-01 -7.92568441e-01 -6.17562559e-01 -4.41594836e-01] Distance 10.451091605561611 Each least square approximations [ 6.82590558 1.0130078 -4.72257207 2.69941628 2.32820816 -3.00697056 0.08846698 -0.03860023 1.32224262 2.66623157 3.00005323 -0.79314222 1.4998413 0.57101867 -0.30578394 0.85481188 -2.8095389 0.87700732 0.05509802 -0.64581506] Distance 8.926749581301758 Each least square approximations [-6.38286642 -2.06528128 -3.05548598 -0.78418657 -2.97042373 -0.63877257 0.56727192 0.51316447 -1.20813045 2.87579135 2.81933914 -0.29054727 0.31406807 0.99828704 2.78144634 2.59505359 -2.67705715 2.69377492 -1.20417348 1.30247237] Distance 9.3093577932888 Each least square approximations [-5.52047729 3.17048654 3.2513739 0.11294059 0.62029368 -1.896612 -0.41083246 -1.04186941 -1.10740719 1.60549276 1.74957007 3.01107504 1.95898991 -2.8980278 -0.95610137 2.05645377 0.28513216 0.66079339 -0.32470354 -0.73978244] Distance 10.559679541492718 Each least square approximations [-7.70212579 0.44285385 0.97900653 1.72242677 -2.20460764 0.25655823 -2.37866689 -0.76271768 -1.86326114 -4.56999819 4.85595192 -0.32924453 -0.86321615 0.1564227 -0.24050589 0.61439913 1.30534403 0.15257773 0.94194604 -0.64918258] Distance 8.685634934995278 Each least square approximations [ 6.02898087 -1.66709853 1.05758377 -3.13652571 -1.88699254 3.55826049 -0.94828093 2.74984757 -1.17995531 -1.85524461 -1.4337104 2.43543593 1.18699913 -0.63931492 1.51516308 1.38538671 0.50943048 -2.94540192 3.37272874 1.84894532] Distance 9.218828319519096 Each least square approximations [ 5.16090646 2.08034509 -0.33160747 -2.50087975 0.45976681 -1.7775932 -1.51990055 2.56262459 -1.16191396 -4.21144447 1.43469831 -1.02212963 -0.49986088 -0.67500398 -0.8614966 -0.4305691 -1.27343315 0.8133588 -0.40620528 0.15000404] Distance 11.245785503943516 Each least square approximations [ 8.38097992 -1.31429524 -1.32597467 1.90057084 0.35818416 -1.67772088 -2.66040893 -1.48706243 -1.2984559 -0.74218293 2.08066701 -1.74121404 1.33538135 -0.23705303 -1.87246137 -2.38206277 0.41977031 -0.89540518 1.49817348 0.37075491] Distance 9.422743141075829 Each least square approximations [-6.24876139 -0.74949341 1.12624176 0.38407039 -2.43008444 -2.4316661 -1.3548279 -2.01153455 2.09671483 -1.25901453 2.08845925 -0.84009506 1.6605748 2.14098887 -1.48797749 -0.46345466 0.88189367 -0.92560343 -1.06238015 1.41898378] Distance 10.8635140482608 Each least square approximations [-5.45696448 4.84340005 -3.59657079 1.04455352 -0.27166428 -2.93860769 2.49251698 -1.8474054 -3.19241547 1.78540515 -0.46634402 -0.86202533 -0.4767187 1.86897543 -0.94214626 0.91318416 -1.98606237 2.14012204 -2.03465798 -1.36802894] Distance 9.937191112352451 Each least square approximations [ 7.60150346 -0.53253936 -2.53889182 0.7528973 0.69602712 4.69163029 -2.03249649 -0.84337836 2.21866036 -0.25904303 0.82068959 -0.09052142 0.90293385 2.29696938 0.81355101 1.04445584 -0.2711771 0.07818639 1.43876244 0.52146908] Distance 10.50280877984064 Each least square approximations [ 7.93536917 -1.34403249 -0.71322615 -0.46977633 3.32094417 3.96384242 -1.87043563 -2.68894693 0.38845616 1.99584296 1.44970088 0.22647611 0.21103942 -1.00140905 1.08909805 1.68332392 -1.76358638 -1.89894007 -0.44860527 0.85684259] Distance 9.832699026080773 Each least square approximations [-7.91689662 -2.23287627 -2.77591778 -3.06063724 1.20101585 0.35500192 1.44644517 2.00018407 0.31088273 -0.46554241 2.53004083 3.85785682 -0.35008513 -0.04821729 2.76790966 -1.80530451 0.20377116 1.53108313 0.75051247 -0.5739728 ] Distance 9.504973315637454 Each least square approximations [-12.46927522 0.45789509 -5.13680258 1.28501289 2.15219679 -1.06078516 0.86702858 0.11811799 -0.47002873 -0.45653388 -0.11166912 0.18330876 -0.7498163 -1.80861158 0.7320015 -0.0402675 0.02295805 -0.29835131 1.51882627 -0.59613714] Distance 4.562032278312294 Each least square approximations [-8.40661015e+00 -3.29139547e+00 2.37752725e+00 1.04861535e+00 -6.08455037e-01 4.46201482e+00 1.19901178e-02 -6.00520071e-01 -1.37084230e+00 1.87271235e+00 1.82375158e+00 9.04380598e-01 -3.98424970e-01 1.48154876e-01 1.98924081e+00 3.85832734e-01 7.57093339e-03 -1.65776567e+00 1.15819385e+00 2.58138177e-01] Distance 9.580872859705897 Each least square approximations [ 6.3404332 -0.12456363 5.45526131 -0.94021959 2.99342357 1.67770215 -3.65715404 2.30979491 -1.77130445 1.57205459 0.69623382 -1.59698935 1.59842516 1.51832982 0.06545934 0.48693465 1.49192619 -3.10881267 1.42038285 -0.69456339] Distance 9.443602516242569 Each least square approximations [10.27762036 3.95031202 -3.15337703 -3.43427358 -0.15082186 0.07151245 -0.23061311 -0.75095771 -1.42224614 -1.1802966 -0.87966392 1.17705867 -1.21911673 1.02651824 0.62245693 -0.45798884 -0.66853086 0.28120553 0.1981231 -1.20669603] Distance 8.01949388115288 Each least square approximations [10.2529724 -0.75193374 0.23049887 -1.78289084 -1.93181035 0.48774974 -1.08155098 -2.73614955 -0.84692853 2.73523663 -2.2312538 0.74540503 0.82931085 -0.57951892 -1.94854221 1.84779689 -0.48031921 1.57449224 -1.03908782 0.94589349] Distance 8.394335982511343 Each least square approximations [-12.19508726 2.63351435 -1.09319358 2.6415885 -0.77234102 1.42351095 0.87594067 -2.43398934 -0.03119424 -1.28929836 0.10486196 -1.12644395 0.72611501 -0.2782312 0.39703876 0.67151332 -0.17540413 0.68074353 1.22324117 -0.37526731] Distance 6.263600641680565 Each least square approximations [-4.51863041 4.92368521 -4.77181546 5.48816583 2.40964009 -1.77856156 1.3639886 3.99066099 -2.92128929 2.08979933 0.41089253 -1.24560069 1.86225475 0.60039824 0.30735134 -0.42842561 -1.19612723 2.08950738 2.25183998 -0.30502059] Distance 8.862839051321714 Each least square approximations [14.22816131 -3.9795747 1.08151639 1.43880026 1.34025595 0.83038895 -1.07210145 1.53775405 0.2393293 0.76090614 0.0533526 0.53310038 -0.31558244 -0.24092821 0.72610232 0.60299575 -0.25594812 -0.79859231 0.35860243 0.04351572] Distance 1.4906543341293221 Each least square approximations [10.44418614 -3.4379379 -4.69234131 -0.12522625 -0.29804924 -0.35897153 -1.39020328 -0.43564706 -0.12803247 1.94376674 1.87828297 1.55338331 1.63194507 -0.83366394 1.18182462 0.085519 0.37620191 0.31470105 -0.37431625 0.30532257] Distance 8.502871953419067 Each least square approximations [-8.65764852 -5.14557589 -3.90658998 -0.52822381 0.03123905 3.14268916 0.80615268 0.65418751 -0.71769042 0.19439732 1.28061632 1.50015425 -0.88333405 -1.41778824 0.62736178 1.9605185 -2.345874 2.13888318 1.62519281 -2.11231973] Distance 8.71580565800868 Each least square approximations [-10.17047344 6.69012169 2.23510422 -2.36288038 -3.52763909 -1.66947073 1.36795578 0.01208085 2.38627085 -0.15388848 2.37335426 1.49650999 1.39710897 -2.14258095 -0.33196178 -0.42697469 -0.15252538 1.94615031 0.13980979 0.08930521] Distance 5.692384780567544 Each least square approximations [-8.97893911 -0.94965852 6.89941073 -0.17639878 -0.87887956 0.92210203 -1.21493113 -0.18184608 -1.6191591 -1.36833604 -1.78735806 -0.22961056 1.37620904 0.26504132 1.12314914 1.70963644 0.50368068 -0.37622059 0.30430518 -0.33198676] Distance 9.261151475159306 Each least square approximations [ 9.34596856 -4.37531969 3.34622798 -2.83991285 0.05989161 0.73173577 -1.51954918 1.72807242 1.90499457 3.47227411 -3.26586817 1.0036223 0.1061167 -1.33380367 1.91472094 2.30418538 -0.09327309 -2.56029812 -0.16776284 0.81974456] Distance 7.45447500257675 Each least square approximations [ 9.06527988 4.98096928 1.44622513 -1.60424842 4.40827398 -0.79237946 0.54107515 -1.28816851 -1.90688255 -4.02026091 2.14603695 -1.8644686 -2.23707134 0.31070924 -1.88391735 -2.67091649 0.83033962 -0.52355777 -1.16293152 -0.93605417] Distance 7.212552333036485 Each least square approximations [10.94901556 -5.50959175 1.93350788 -1.50085195 1.46420006 1.44138774 -3.6214607 -0.33710521 1.44751807 1.10545587 2.97173744 -0.64442348 -0.04322389 0.0532352 -0.41173469 -1.46812203 -1.51287308 -0.42296097 -0.79554917 1.77179271] Distance 6.142797696903454 Each least square approximations [-10.68713614 -4.61154484 -0.26027579 2.65322103 -2.60434168 -1.40369279 -2.9570425 -1.82882093 0.56551206 1.38674546 0.43680978 -0.35868281 -0.76963602 2.22422187 -0.46854629 0.59013279 -2.05021289 0.04181862 -3.09433101 1.3433632 ] Distance 6.697795541466788 Each least square approximations [-5.512737 2.59660323 -3.35510376 1.31261507 -3.84729355 -0.62834159 0.27157625 -0.02097193 -4.23850755 2.43588973 -0.72859487 1.50219816 -1.35647707 0.10260389 -0.46104561 3.27190622 -2.17295738 2.76420196 -0.8142968 -2.7282812 ] Distance 9.387355056031643 Each least square approximations [ 6.93779508 0.30014676 -1.83870043 -0.66533797 -1.86266805 3.59367113 -0.32402822 0.17985886 0.52331495 -3.27914337 0.30933924 -0.07282825 1.06645243 -0.28762594 0.19861236 0.49555811 0.69955382 -0.04183378 -1.0549624 1.5595545 ] Distance 11.322194370335152 Each least square approximations [ 6.25760533 2.73325838 -0.69330245 -3.98744776 3.63315007 1.46489532 -2.26958943 -2.13590103 2.14218443 -0.75532793 1.19209325 -2.0079346 1.10386347 -0.73812588 -0.82782314 -0.02439226 -3.75879753 -1.06393472 -0.87766745 1.77920876] Distance 9.64901407364009 Each least square approximations [-8.8470534 -1.71683005 0.19365 -0.63531636 1.99142292 -1.55504786 1.93035724 -2.20786405 -0.70179245 1.43972699 2.1904172 5.41120907 0.74037459 -0.50098228 -0.8798213 -0.26864515 -0.02438994 0.76555685 0.55647577 2.35524888] Distance 8.488331512204832 Each least square approximations [-9.453344 0.17115357 -4.17244216 2.28724815 -2.48401027 -2.25843454 -0.8866614 -1.53999697 0.52748047 0.93748526 3.04960807 0.10248253 0.38952455 1.34262341 -2.47226921 0.22330965 -0.61850615 1.04610107 -0.31319882 0.02960219] Distance 8.173414618428477 Each least square approximations [-7.91429653 -3.29909812 -0.16776175 0.31647936 -5.28664692 1.6773761 -2.05873173 1.09520278 -2.13181547 -0.43286539 -1.00931373 -0.86207444 0.93674228 -1.49555514 2.68152328 1.35450143 -1.9999867 -1.93933247 1.18056626 -0.59440545] Distance 8.68557267288097 Each least square approximations [ 5.51933073 -1.77174874 2.85637554 -2.0366853 3.94038946 -0.82953155 -2.33889001 -0.03258494 -0.33288467 1.46085133 0.55103227 0.18912266 1.27732351 3.10469546 -0.32251965 -0.27436117 0.08164626 -2.37147543 2.46495248 -1.68625781] Distance 10.828174801795877 Each least square approximations [11.18230184 -1.09961815 -1.50016691 -0.45499658 -2.30500748 0.82239815 -2.60478984 2.18324214 0.89464082 0.49563337 -0.01504808 -2.24344824 -0.44539149 0.229093 -0.34632652 -0.36793317 1.60466042 0.58737806 1.09696321 0.10130836] Distance 7.513889763513302 Each least square approximations [ 9.25462021 1.90001099 1.02128332 -0.42472104 -2.28650542 -2.05011037 0.57595467 -2.86852648 2.7925996 0.76589522 0.7125156 -2.44452447 1.55720946 2.06028061 0.98639151 1.78406581 2.27864917 2.59335568 -1.46615291 0.24164765] Distance 8.070718518484613 Each least square approximations [-11.84080328 3.35946826 0.17758557 -5.82434818 1.72966366 -1.06215844 -1.09663084 1.20910655 0.35604525 1.24340068 0.32800159 0.1194179 0.4185081 -1.39153937 1.29960273 0.60343952 -0.1272876 -1.06988422 -0.45187574 -0.24053723] Distance 3.7171404269156296 Each least square approximations [-8.31822389 6.83986419 0.43436199 4.66328304 -1.50788065 0.38601745 2.03111837 2.90081686 -1.19664393 -2.54707607 0.70197565 0.06655829 0.39019268 -0.39781063 -0.05703298 1.90035823 -1.7906293 0.98877203 1.1200777 1.96233624] Distance 6.815214939584344 Each least square approximations [ 8.63767546 -1.48714618 1.9399964 -0.72029844 -4.49460157 1.52988915 -2.55264396 -2.26339942 1.88058352 -0.14531122 -1.14892407 -0.22227903 -0.18570176 0.90616323 -0.54696744 -2.62938969 1.49400133 1.95826697 1.24844741 0.42569551] Distance 9.212274908780602 Each least square approximations [ 8.88721894 -1.56274375 1.16396484 -3.08202241 2.26608151 -3.26500306 -0.45305605 -2.14237612 0.26321794 1.07662809 1.6817238 1.84492181 0.96617313 -2.96289463 -0.09699728 -1.81876083 1.77535686 -0.09966492 -0.67368052 0.02140467] Distance 9.163942016414682 Each least square approximations [-7.22848941 -6.12239507 -2.55886056 -1.59799241 -2.88442416 0.19613519 0.90750933 -2.10385278 -1.78414528 -1.96529538 -1.00634806 0.90389733 1.84938941 -2.11919006 1.39210616 0.31184812 -4.17942302 1.0988456 -2.72344592 -0.92052257] Distance 7.921311713565423 Each least square approximations [-8.18550494 0.80976659 2.96329391 -5.67074723 -1.96325672 -2.62571805 1.92541867 -0.05029548 1.04588007 -1.40208414 1.96956996 0.25313928 -2.48205396 0.71018505 -1.18650535 0.74731947 2.37493564 2.17508081 -1.72156701 -0.10084383] Distance 8.301688280444722 Each least square approximations [-9.73498671 -1.22801603 5.05746956 1.36931123 0.03157281 -0.99855632 2.24445315 1.47667289 0.87864027 -2.0966857 0.88244535 0.53790737 3.44316458 0.50082007 0.71915155 3.94281308 -0.19851123 2.06483993 -0.45033907 -0.76855388] Distance 7.0358896224066285 Each least square approximations [12.8658109 -3.28776184 -3.06707997 1.33237272 0.01353539 -3.24823083 -1.9605424 1.74336703 0.24309073 -0.96543133 0.36520199 0.58195036 -0.17000238 -0.74791915 0.68411854 -0.07613136 -0.0815434 -0.9792529 0.37480023 -0.43720909] Distance 3.489318496641735 Each least square approximations [ 6.94549662 0.73065132 0.54218929 -3.63421531 2.01694679 -0.43253012 -1.35684105 -3.73687881 1.42613864 -0.43135595 2.54675077 -1.93301902 -0.58798885 0.32079221 -1.08245926 -0.10581351 1.44475139 -0.12239045 -0.56771963 0.24567007] Distance 11.047991123316754 Each least square approximations [ 8.48833595 -0.94700126 -1.50919707 -1.30293898 1.90047092 0.16155038 -4.27134705 0.45536897 2.10709131 0.93610485 2.20094724 4.08449618 1.718724 2.32283661 3.31675016 2.36853119 -0.19634655 1.62752049 -1.15037806 1.66307939] Distance 7.959822585837391 Each least square approximations [-7.42892427 -0.39235378 0.21945993 3.49089452 -0.3896608 -2.86712217 -0.12087168 1.15508586 -0.56188251 4.34492906 -0.2276562 -0.67218378 -2.4456756 -0.16808939 0.09547354 1.41784597 -0.79600564 0.59630136 -1.29147702 2.2668849 ] Distance 10.398638485147758 Each least square approximations [-5.05626753 2.6517004 -2.79337851 3.77927537 -0.55727874 -3.398609 0.23817002 0.07329084 -1.59458301 2.52823846 0.02955531 1.75883321 0.79612075 2.48754553 3.19275227 -0.51185526 -4.22912315 1.21461788 -1.4226532 -2.22523058] Distance 9.800753938679701 Each least square approximations [ 8.27804891 -0.30248139 -2.87995005 -2.05378351 -0.7930018 3.47475874 -0.58812518 0.09558149 0.01505175 1.49533672 1.51342245 -0.31928005 -0.3915389 0.71045851 0.04882483 -0.65327086 -0.05446269 0.08036535 1.52886422 -0.68782066] Distance 10.750844097942425 Each least square approximations [ 8.99642758 0.89410679 1.03879962 -1.20672265 1.3567558 2.29726628 -4.68409074 -1.33446696 0.81974885 0.57359916 -0.09537295 0.97395547 0.57991277 -0.1219808 0.77990767 -0.57213559 -0.80740406 -3.58085068 -1.04176106 3.54654577] Distance 8.532921085794927 Each least square approximations [-7.20549748 -2.68219888 -2.94176454 -2.25054775 0.88154438 -1.18305909 3.46495086 1.29427804 3.14227109 1.3318149 -0.82731383 1.82465408 -0.6577578 -2.36505498 -0.64253563 0.66266863 -0.7055431 0.21842023 -0.8578977 -1.11304078] Distance 10.225165615874305 Each least square approximations [-9.32068729 2.63060441 -2.89739578 1.73821808 -0.76749695 -2.17289443 -2.14028853 -0.49608717 2.61384657 1.72881458 1.87447943 1.4695084 0.65877222 1.79922334 0.21891599 1.75094187 1.64054813 0.13784564 0.5877393 0.98126432] Distance 8.755409617381552 Each least square approximations [-6.97856467e+00 -1.96387429e+00 4.05990540e+00 1.94392340e+00 -1.69893024e+00 3.10801682e+00 -2.86695350e+00 1.71628262e+00 3.09625886e-03 1.04252267e+00 -1.68779480e+00 2.36640997e+00 -8.95768099e-02 7.12971508e-01 1.92244684e-01 7.76224286e-01 -4.21843371e-01 -2.48414916e+00 -8.22703688e-02 -4.44124208e-01] Distance 10.223980205709234 Each least square approximations [ 6.41912359 -1.86021242 3.44021279 -1.70585659 2.70478425 0.08892918 -4.0050425 -1.25878884 -0.29250222 2.23695221 -1.6745009 -1.17996584 0.01167158 1.28576103 -1.12625948 -0.52448283 0.26088505 -1.58076427 0.13614067 -0.38564515] Distance 10.89623740070175 Each least square approximations [11.08320388 2.26526924 -4.27253584 3.31816082 4.4807926 2.80349141 0.32787527 0.37094309 -0.64772864 1.03602008 -1.29405862 0.23515395 -0.73052084 1.80870949 -2.40985379 0.74818342 -0.0324759 1.5070754 1.09564217 -0.4246933 ] Distance 3.9799569462811295 Each least square approximations [ 8.82517801 -1.68993577 2.36562935 -0.73547918 -2.74661318 2.11328179 -0.17339219 -1.95864089 3.41142933 2.49213432 3.22263245 0.33016732 -1.27327258 -0.97852962 -0.19804972 4.27943395 -1.34827932 -0.95605114 -0.88693744 -0.05706715] Distance 7.9217897025415525 Each least square approximations [-10.18623131 -2.88231204 0.36789715 -2.69849677 -1.24450264 -1.63550932 3.29214382 -1.17338303 -1.82165029 2.98840703 -1.91959824 -0.59899578 0.40701119 0.25892397 -1.50901923 1.52990636 0.29540515 1.25110997 0.23445903 -0.82428767] Distance 7.671438197716522 Each least square approximations [-8.10391707 2.2075437 -0.14308448 -2.10884438 -2.31513152 0.242108 -0.98213379 -0.37868627 -0.3345098 0.89499382 -2.67819028 -0.056118 -2.21139957 0.74518624 0.37218463 3.41863108 -0.6024858 0.24679204 2.77987895 1.72090506] Distance 9.42062867811182 Each least square approximations [ 3.80069752 -0.10970306 0.25833683 -1.19084991 -2.74266949 0.66010876 -1.49212337 -0.97730175 -1.62541614 -1.65076256 -3.09211956 -0.48444925 0.2032212 -0.34604218 0.55952791 0.61047602 -0.88251526 3.15177382 -0.87154873 0.75253697] Distance 12.313907574929559 Each least square approximations [ 8.17168263 5.1429801 3.50119709 -2.06202733 3.67163844 -1.08312037 5.12888453 1.68192766 0.21118275 1.32892548 2.05723135 1.19553265 1.49645673 1.3421124 0.29805691 -1.97772603 0.23321757 0.4682368 -0.47085557 -2.3054734 ] Distance 5.649175482713565 Each least square approximations [-7.35128093 0.98753331 -0.28917541 -2.00973295 -3.27514027 -0.80508674 2.57364803 -1.69803063 0.39979147 -0.96960316 -1.29150536 -0.31897761 -3.64242653 -1.89316009 1.58371466 -1.67984003 1.198583 -0.33144293 -0.59881438 1.9854138 ] Distance 9.789960761094072 Each least square approximations [-4.6311514 -2.90301784 2.2832498 -3.10619203 1.91176917 -2.91735791 -0.60831326 -1.52358801 1.63011969 -0.6855195 2.35338536 -1.47107207 -0.13201504 1.32802122 0.76581989 0.05897686 0.91920342 1.90218183 -0.21339583 0.68556745] Distance 11.357319884701942 Each least square approximations [-5.84149858 1.15011915 0.18239745 -0.21835743 0.45170272 0.50909645 -1.88440772 -0.0074438 0.43057044 -1.48436911 2.19471871 2.95055464 5.57448019 -1.80880449 0.91437152 -0.54204306 1.48452419 1.80941168 2.12237375 -0.1289245 ] Distance 10.28758445710727 Each least square approximations [ 7.19823061 2.64637138 0.31973719 0.46859977 0.67037644 -0.5903794 -0.60460737 0.98527964 -0.79255005 -0.79952464 -1.51203916 0.28655513 2.27881724 0.77078206 0.46167856 0.03281599 1.56928836 -1.78087304 -0.17179792 0.16171745] Distance 11.408826506919112 Each least square approximations [ 5.89491364 -0.20418696 -0.55663857 -0.06928855 -0.31661598 -1.33419061 -3.73625024 -1.20411543 3.14576773 0.2571179 3.83154046 -1.62601478 -0.77145462 -2.72332176 1.18150368 0.88245724 -0.45729887 -1.11982421 -1.02645635 -1.07677047] Distance 10.640346121290039 Each least square approximations [ 6.08169053 2.41231657 -1.85841478 -2.19240607 0.9496253 1.14408161 -0.90932109 -0.79935528 1.85725857 -0.95855627 -2.71629188 -0.00768911 3.53510533 -0.73450656 0.75391907 0.76194794 0.91087557 -0.5644418 -1.84935855 1.36490629] Distance 10.938723651302634 Each least square approximations [-4.85687646 1.0929921 1.20183819 1.0778272 -2.42931263 -1.42532678 3.54366517 1.40316638 1.56011891 0.41781175 -1.73033538 0.0674088 1.0054119 -2.36476811 2.14283283 0.01117461 0.60026186 -2.46319946 -0.68123893 0.39017159] Distance 11.53545078309854 Each least square approximations [-12.07532285 0.315538 5.41786292 -0.97174869 2.3033008 0.77419667 -0.48883955 -1.07784843 0.11732623 -0.11696169 0.02068224 0.48681808 -0.37729481 0.98380734 -0.88775154 1.57205303 -0.67145743 -1.04285936 -0.41060506 0.9486394 ] Distance 3.982303296834565 Each least square approximations [ 1.21241028 -0.71807576 1.43294249 -0.58786853 -3.68739886 0.992284 -2.15200357 -1.63617903 -1.61091687 0.24809744 -3.47019143 0.04495308 -0.39461175 0.41654319 1.06376427 -0.83079785 0.52352316 0.52703348 2.08874064 -0.07315283] Distance 12.592452988961119 Each least square approximations [ 4.80347384 2.3715147 3.92118768 0.13005626 3.89639765 -4.75065756 1.3948394 -1.87810853 0.93113326 4.15670683 3.14062883 1.27358527 -1.92029236 0.25857922 -0.1532526 0.38592351 3.71194533 -0.61041228 1.0513046 -0.78189807] Distance 8.359251163179612 Each least square approximations [-5.18405655 0.72570726 0.38191436 0.61601672 -7.00072863 -0.09520631 3.93100668 1.66194067 -0.13870155 -2.18086826 -1.41258108 1.01560726 1.39427657 -1.60385206 2.02348565 -0.33820971 -1.7397952 0.48268338 -0.90643193 0.05817968] Distance 9.53116476571255 Each least square approximations [-3.23032858 -2.79168808 1.30115241 -2.480366 1.23239987 -4.41973963 -0.44342832 2.95593652 -1.2765409 -1.89441252 -0.53467864 0.00857415 0.03016305 -1.18766564 0.15189777 1.90465345 1.403929 2.77280016 1.14954994 0.15163427] Distance 11.357144396939269 Each least square approximations [-6.67402907 4.53226068 -1.59649454 1.21360691 0.55553728 4.28075608 2.35268586 3.97687742 1.29280462 -0.74563479 3.5720516 0.56205402 2.59279569 -1.03839674 0.14054261 -0.30234079 -0.26568264 1.82027036 -0.18962718 0.89107046] Distance 8.372420930577704 Each least square approximations [ 7.41984118 5.70497842 -3.61109053 0.86115435 -1.68722357 -0.38449241 0.50791455 3.52763254 -3.07156092 -1.75605486 1.04509152 0.34779288 -0.40266367 1.26825305 -1.56132491 -1.15000209 0.32584314 0.51463453 0.73515778 -0.15354289] Distance 8.327041907741377 Each least square approximations [ 2.16189779 0.78895915 -4.26966069 -3.32248524 1.07073493 -0.15692453 -4.41761466 -2.28300986 1.22408472 -1.4588271 1.69809619 -1.16197004 1.40208439 -0.88059109 -0.75628534 3.5716004 2.2199231 -0.81374985 0.42965048 1.5638955 ] Distance 10.677164727367186 Each least square approximations [ 4.05782822 3.84715545 -3.28099143 -1.79773153 2.74766617 1.37732225 -3.34138461 -4.12684361 1.06768708 -0.32114546 -1.05497514 2.02486775 0.76136133 0.47775582 -0.38583161 0.73314404 0.06747561 -1.48238366 -1.07394583 -0.0969395 ] Distance 10.601656578438769 Each least square approximations [-3.1181088 1.29090589 -1.59532194 2.22714996 -1.13336946 -3.31387721 2.89637005 0.69763027 1.76659564 2.05079276 0.94571188 -2.13995987 0.48807194 -1.70706583 -1.6713185 1.84768455 2.39617123 -2.39207322 1.81366191 1.75228533] Distance 11.251502801294757 Each least square approximations [-6.39841686 2.66795274 -5.2599553 0.93786233 -0.93529605 3.04693232 -0.79167128 2.391694 -1.74939788 3.79337532 -0.29247102 -0.47085715 1.47903547 -0.5498253 -1.83307896 0.91134224 -1.38899304 -0.45473313 -0.27322925 0.1136222 ] Distance 9.304401286715208 Each least square approximations [ 7.11153994 -0.78001512 0.07665467 -0.48676941 -1.15609549 1.63008528 -1.25967293 -1.44006665 -2.06090396 0.16439059 -1.67813733 -0.64752235 -0.21261579 0.87032343 -0.30572862 0.19049142 1.2583601 -2.25467937 -0.88947354 0.05930237] Distance 11.461234974729814 Each least square approximations [ 6.843803 1.80114427 -4.15852718 -1.89603448 2.05511945 -0.3542217 -1.13500998 -1.52107777 3.31579273 2.6397547 3.11642934 -1.53518283 -0.28133294 0.70764418 1.33093944 -0.94324851 -1.04333287 0.52271776 -2.18975117 0.90887601] Distance 9.336318599323267 Each least square approximations [-11.18329127 -0.52300948 -0.04674424 -1.90177936 -1.03833955 -1.80865433 -1.76733464 2.06528369 -1.36808455 4.25635945 2.90889912 -0.13052781 3.35872053 -1.43826659 0.85308817 -0.57878537 -1.28163769 0.63048562 0.71449472 0.74421458] Distance 4.434279352734933 Each least square approximations [-7.42620843 1.47874183 -1.54182535 -1.25282611 -0.46191921 0.15870414 -2.36187915 0.68983359 1.58893839 1.95876689 1.0734064 2.57609384 1.55809195 -3.02431006 -3.26561355 -0.32530708 1.32591146 -1.35376593 -0.33666459 -0.87840647] Distance 9.889320694814243 Each least square approximations [-10.94594086 -0.27732059 -0.71350225 -0.45953574 -0.10118826 -1.75137225 -0.74387365 -1.5223858 -0.71234768 -2.59473678 0.88475724 -1.34687659 -0.28745741 -3.09886784 -0.9887734 -1.12744461 -1.2599799 -1.59136765 1.53088778 1.14103191] Distance 7.088518292902696 Each least square approximations [ 7.23403645 -2.02006605 0.75748691 -1.39496345 0.65424647 3.40560387 1.62359819 -1.60050389 -1.42472799 0.96999307 1.15119217 1.6795337 1.81882025 0.82968341 3.02000761 -0.70755478 0.57147337 -2.84494494 0.99141007 3.34815237] Distance 9.425506983450214 Each least square approximations [ 7.88896951 2.07000476 -0.65116524 -1.86452004 -0.53103017 -1.78554252 -0.36505665 1.32745845 1.38469399 -2.18903899 1.96334805 1.07109723 -0.7987655 0.59396798 -1.5836734 1.31687869 -0.86572054 0.23608211 0.42907468 0.80875528] Distance 10.581537865194997 Each least square approximations [ 9.78430451 0.85934078 -5.03279716 -0.60844298 0.63697733 -2.91053429 1.27741589 -1.95147665 0.60746527 0.25488315 3.67708016 -0.95718722 -0.62852488 1.23979973 -0.30218728 0.2688778 0.33126962 -1.43133314 -0.4923661 0.12307508] Distance 7.10444674117958 Each least square approximations [-8.91229533 -0.27999032 0.48614025 -0.52731011 0.41114386 -1.11913811 -0.57647163 -0.94094935 2.2383603 -0.32382303 0.35805861 -1.09591607 0.28713818 1.00348488 -2.2720185 -3.15241543 1.04722195 -1.35172881 -0.77865486 0.56432923] Distance 9.859015649105604 Each least square approximations [-7.74436155 3.5369038 -2.83318932 2.34628258 -0.5374103 2.69974129 -3.47314212 3.12941368 -1.38028762 1.48110788 -0.73764214 -1.2918162 2.94989289 -0.62338333 0.5938213 -0.84715709 -0.90565263 0.9152182 -0.41912147 -1.2651627 ] Distance 8.878960371654584 Each least square approximations [ 7.51643027 -2.86800944 -0.17203824 -0.52361227 -2.12844606 1.08531076 -2.00773511 -0.20725025 -2.48167922 1.06705545 -3.22465428 0.29815898 -0.72546314 -1.32540944 0.02846561 -1.53012183 0.57066261 -1.76873574 0.38379928 -0.9250076 ] Distance 10.607448221127969 Each least square approximations [ 7.18604416 3.21661734 -3.81508731 -1.45972895 1.22540349 -2.06977383 -1.13848104 -2.08318278 0.94662115 3.96043066 3.56627353 -0.03555835 0.62896149 0.01465307 1.76727618 -0.73803972 1.04968621 0.01681152 -2.31856968 1.19339656] Distance 9.101282881114242 Each least square approximations [-11.27213453 -2.83090047 1.88942065 -1.55436328 -2.01534031 0.11322848 -1.05861985 0.91380638 0.49315311 3.26093015 0.4320585 0.21471899 3.81664242 -1.58334888 -0.56974001 1.29331016 -1.00465008 0.32668646 1.53695045 0.32648424] Distance 5.773750601318069 Each least square approximations [-6.60057463 1.99328402 -2.13918339 -4.13772603 -1.50953438 -1.12464878 -0.83035677 2.82378324 1.68241935 1.08341825 2.5813075 3.60744526 1.42459574 -2.57393294 -2.37392689 -0.10813252 1.06296686 -1.10637329 -0.31959791 -1.30460598] Distance 9.518787790939303 Each least square approximations [-11.22974941 -0.05667329 0.61445482 0.88747074 1.61250963 -1.9931784 0.52448464 1.99217851 -1.84877976 -1.75124606 -2.11069242 0.45802481 0.46431468 -3.71983326 -1.50191575 -1.46680593 0.24744776 -1.8180111 1.4001796 1.68729193] Distance 6.190058965724535 Each least square approximations [ 7.89602073 -2.127776 -0.88598929 0.05981796 0.40408251 1.39640365 2.73112116 0.35221926 -0.99123734 1.74584991 0.25834198 0.73060769 2.43423746 -0.40339728 0.06344366 -0.58745212 -0.16890556 -2.64715226 1.06017769 2.87376729] Distance 10.456886460747178 Each least square approximations [ 7.54541248 2.63892358 -2.41471425 -1.34072073 0.86390992 -1.62001191 -2.02028636 -1.57534823 -0.87747964 -1.25446262 3.29889659 -1.41379995 0.34284261 0.66881675 -3.02859597 2.56515729 0.68952852 -1.38756148 -0.77425182 -0.33371856] Distance 9.903490146574933 Each least square approximations [ 9.77598576 0.52342512 -4.98980612 0.85139228 3.13426892 -1.33657651 0.37315441 -2.18673017 2.97985997 -1.11985604 3.70038776 0.2620893 -1.15390006 -1.08110434 0.73983895 1.67952777 -1.88377128 -1.31922897 0.24600881 1.05147142] Distance 6.322663106306201 Each least square approximations [-8.61451257e+00 -1.65260529e+00 -1.79312308e+00 2.57956309e-02 6.87884248e-01 -3.67905228e+00 2.44805145e-01 -2.68591047e+00 2.27770777e+00 2.76368279e+00 -6.96995342e-01 -1.98308798e+00 -2.31808631e-01 5.33096235e-01 -1.28565857e+00 -2.56870014e+00 -7.32545752e-03 -4.64316455e-01 -9.66369532e-01 -4.99229332e-01] Distance 9.247763067585202 Each least square approximations [-9.78789172 7.47526537 0.43896087 1.50757211 -1.17827926 0.42752249 2.87138935 -1.49332189 -1.10335991 -1.7066144 -1.5758171 2.23318678 0.24412456 -0.20444216 -0.89404782 2.27329582 -0.01455077 -0.13625075 -1.71672973 0.60129729] Distance 5.029135591890379 Each least square approximations [ 4.76446685 0.95131758 2.33196471 -2.48190502 -2.838887 2.64141338 -4.13591251 -3.49713879 0.78768635 -0.53799734 -1.07985116 -0.36097679 -0.50373433 3.04606846 -0.34693551 -1.144803 1.38385512 2.02384735 2.1754324 1.05348985] Distance 10.386742427105627 Each least square approximations [ 7.09608505 0.32853281 1.78884212 -3.4338317 6.61234912 -1.1680914 -0.78862333 -1.28034494 0.08537497 1.83574229 1.09993871 1.60359366 -1.47237562 -1.39831143 0.63920364 1.3943659 0.77355126 -1.86307024 -1.78431445 -0.75777328] Distance 8.844098491200976 Each least square approximations [-7.87074601e+00 -3.26582882e+00 -2.72489754e+00 -1.63207763e+00 -2.60008882e+00 -1.55854270e+00 1.87318962e+00 -6.85718428e-01 1.74007754e-03 -2.83789514e+00 -1.29002796e+00 3.32013356e+00 2.58938445e+00 3.76744075e-01 2.86587179e+00 -1.05914421e+00 -1.55186888e+00 2.60971641e-01 -3.05423936e+00 -1.07899183e+00] Distance 8.16816179294285 Each least square approximations [-9.245813 -4.20700826 -0.4520074 -3.99740803 1.62908656 -1.46701432 0.06218794 1.77752383 0.05837673 -0.30586116 0.70660404 -0.54070883 -1.2504193 0.4968293 -1.69997828 1.47121798 -0.40366944 1.80285075 -1.49528259 -0.23257782] Distance 8.466921857402825 Each least square approximations [-9.16411591 -0.65533672 2.95721055 0.56383497 -0.43251814 1.500171 3.54131795 1.18106298 2.29529226 -0.1172945 2.48689455 2.33212185 1.52220787 0.10311629 0.1184897 1.0038733 -1.01217063 1.2546436 -0.87947191 -0.23453129] Distance 8.885567083969402 Each least square approximations [10.21309868 -0.44948361 0.97536372 2.12257497 0.14492856 0.25895788 -1.01652133 2.31681472 -1.13751054 -1.16245621 3.5995355 -0.91034159 -0.30717703 0.32155475 -2.45274694 -1.02309966 -0.2554019 -2.27472802 1.31992307 -0.01756139] Distance 8.084191330872702 Each least square approximations [ 6.93232585 0.2559256 -2.10428313 -5.23397446 1.11173507 1.19137659 -3.79151273 -3.71681221 1.3470975 0.75805868 1.56520003 -0.72245418 -1.86931609 0.45057309 0.24617685 2.28274437 0.19712467 -0.99674377 1.5994938 -0.47628716] Distance 9.14024686730994 Each least square approximations [ 8.50640122 1.04086166 -3.91515796 -1.35178849 -0.48483607 -0.28609953 -2.63828376 -1.6481118 -1.1276926 1.1181832 -0.50170023 3.42425047 2.36832541 0.13739288 2.78654992 2.580024 -1.16877582 2.06224875 -1.89905427 -0.18536388] Distance 8.251213783617256 Each least square approximations [-7.7976588 3.24784046 0.39682841 4.17765853 0.29210398 -1.90558569 3.06331631 1.60645657 2.56487229 3.7167633 -2.1868025 -1.08578573 -1.66568301 -2.60821033 0.53363541 0.66284007 0.51061128 -0.81248038 1.60300991 2.2674423 ] Distance 7.908974682434762 Each least square approximations [-6.73682895 7.80842355 -0.54811496 4.67747901 -1.63227991 1.24565478 0.25306097 2.02440879 -2.87256962 -2.82766714 0.87413955 -1.2624392 0.95014125 -0.01339053 -0.29719227 1.28294 -0.62892088 -0.04938678 2.24635953 1.28879111] Distance 7.3006888404776875 Each least square approximations [ 8.82404715 -3.80453922 2.06205619 -0.98702923 -4.86538353 -0.11076461 -2.54336185 -1.55580353 2.26547381 1.0202417 -1.3415162 0.36950412 -0.78824002 1.73314576 -0.47044992 -1.31044325 1.45004821 1.38479624 -0.36024087 -0.42821593] Distance 8.391469374197376 Each least square approximations [ 9.02475323 -0.80467384 0.2491327 -1.54025923 1.37929641 -0.53028426 -1.19813032 0.36000978 -0.10793786 3.39683564 2.59348705 1.25079099 1.73800833 -2.7793552 2.32636232 -0.16708518 1.69408735 -0.80306126 -0.92965585 0.01226046] Distance 9.48045895930059 Each least square approximations [-7.01550619 -5.83706807 -1.87277115 -4.91772171 -1.62253662 1.15221579 -0.53607221 -0.20889121 -1.93295666 -0.96517815 -0.75571745 1.23248733 1.81267459 -2.00211073 1.43369962 2.38074371 -3.41807694 0.08581165 -2.30223791 -1.06011617] Distance 7.9623988322640065 Each least square approximations [-8.31870345 0.78745305 2.72191654 -4.32746356 -1.10778729 -1.52603305 4.21131977 1.07912646 2.71209926 -0.54774978 2.16595686 1.99994637 -1.7920183 0.55713272 -1.33759582 -0.51940793 1.61047707 3.01478118 -0.47884522 0.47548598] Distance 8.129194018083124 Each least square approximations [-9.66664771 -3.04777781 4.30388386 1.01074935 2.81294229 -1.90640823 2.76982491 0.98241606 -0.40542709 -1.5891541 1.31210544 1.3729019 3.69157153 0.54340449 0.12290315 2.97762431 -0.70675758 0.43700697 -1.51295664 -0.98977196] Distance 6.560449564897567 Each least square approximations [12.36266678 -3.6387619 0.25114838 2.94552869 -4.02578756 -1.67820869 0.06200166 1.83763206 0.49153517 -0.13504058 0.02911526 -0.76743038 1.12506705 0.80638864 0.87947448 0.03198983 0.69821399 -1.87413882 0.35121341 -0.48845522] Distance 3.6660606838361915 Each least square approximations [ 6.32205483 1.93572267 -0.56538964 -2.1887992 2.1997109 -0.42231819 -2.24552371 -3.65610577 0.96041363 -2.51706526 3.10346964 -1.27612297 -2.07029351 1.45848111 0.01486788 -1.03751415 1.60597834 -0.11582004 0.54799432 -1.42054594] Distance 10.741981539724847 Each least square approximations [ 9.95317811 -0.07194856 -1.66815935 -0.22140567 0.03663896 2.7958168 -4.13949374 2.31863322 1.27478447 -1.29753639 1.74403341 3.90257077 1.07617248 1.1766562 2.23482295 1.08290784 -0.91293058 0.21528569 -1.04720965 2.07201107] Distance 7.054748752129319 Each least square approximations [-7.38294349 -0.18974653 -1.69187786 4.03566794 -3.03717061 -2.31413396 0.90798217 0.16949892 -0.41918097 2.66576889 -2.00364613 0.73459101 -2.96012358 0.57996982 0.75957674 1.85056874 -2.04540235 0.56183648 -1.5145173 2.91202835] Distance 9.445962538388349 Each least square approximations [-5.51851294 4.94557431 -5.60929097 4.13891512 0.15803311 -3.24619317 1.1920264 2.09168103 -3.22663352 0.85742424 -1.60408847 -1.27550527 -1.27030793 2.33699975 -1.81844492 -0.88064664 -1.41587495 0.86962173 0.27598945 -2.12213444] Distance 8.322890253939915 Each least square approximations [10.75575139 -1.34674191 2.7222443 -5.08457167 0.3513328 1.62238638 -3.50646579 0.09441516 1.0599637 0.55453285 -0.63195413 0.64662369 0.94548252 1.48119854 -0.96016471 1.399903 -0.02150365 -1.0719255 -0.82352552 1.62223118] Distance 6.669383211959734 Each least square approximations [10.30578164 -2.6843446 -4.57911295 -1.86833475 0.7392703 -0.49010324 -1.75203782 -0.75816574 1.7034465 0.60577229 1.3147437 -0.19018378 0.8628716 -0.95060405 0.16064381 2.11150296 -0.09380468 0.38526248 -0.97618186 -0.93011616] Distance 8.21797505260874 Each least square approximations [-9.08602021 -4.30433918 -3.23041523 0.27031442 1.16543059 1.41843601 -0.20265393 0.63278998 -0.74923257 -1.41071364 3.74472818 2.33699209 -1.7066022 -1.00961562 0.47168358 0.56200148 -1.83239555 2.15207198 -0.86784607 -0.4855304 ] Distance 8.49079880396006 Each least square approximations [-9.74482828e+00 4.78039585e+00 2.19154496e-01 -9.48817308e-01 -2.72097936e+00 -7.42610688e-01 -2.48770748e+00 2.54702885e+00 2.92749407e+00 3.04636105e+00 -1.42734811e-01 2.71581976e+00 -2.99664900e-01 1.31878690e+00 6.22157078e-01 -6.50683525e-02 1.29138061e+00 9.40731906e-01 -9.52838649e-01 3.02573951e-03] Distance 7.256746577027582 Each least square approximations [-8.7913995 -2.57714235 4.75036088 -1.29830172 -2.19855657 2.11322512 -1.23479039 -0.74074742 0.02585129 1.60468639 0.13602741 -0.06519337 0.86422507 -2.30684678 1.0737465 1.76776819 2.08285063 0.88666555 -0.26575263 -0.81351683] Distance 9.199177193828703 Each least square approximations [ 8.89945453 -3.34774612 6.13907595 -2.87334565 1.07435282 1.5018252 -0.12625395 0.41834668 0.97900488 -0.18338841 -1.89194157 -0.18939657 -1.70483027 -1.96835594 -0.41307062 -0.80787141 -2.10795168 -2.37884804 -0.30086208 -0.36191645] Distance 7.777727742817655 Each least square approximations [ 8.72409827 5.04706827 3.00316172 -0.75116816 4.96889028 0.69034234 -2.38106751 1.10758867 1.08322147 -3.97285957 0.2788009 -0.77937118 -0.0378474 1.55360389 -1.03878476 0.20287965 0.26873206 -0.64566923 0.32817858 -2.09850778] Distance 7.319459304937653 Each least square approximations [11.91232597 -4.13131622 2.36142377 -1.99289324 2.03402305 0.33717068 0.85350236 -0.83125104 -1.95480527 1.43628428 2.90901253 -0.44642141 0.20858276 0.17813038 0.03385444 -1.69616053 0.14196135 -0.40890284 0.11192977 0.76690641] Distance 5.523079559056917 Each least square approximations [-10.25110152 -4.89162659 0.7711911 0.76581443 -2.70792228 1.64382487 -0.88916618 1.21736166 3.73059948 2.22508957 -0.61477799 0.80186953 0.40896286 0.25602497 -1.02250151 -1.66244106 -2.78338758 1.60218742 -0.11658046 1.27501307] Distance 6.67790821900611 Each least square approximations [-9.34802246 -0.20000091 -2.24967541 1.0980521 3.9248525 0.84652638 -3.82315586 2.06987948 0.96596692 2.40321442 -0.90276223 0.74172306 2.64737722 1.54734052 -1.40762967 -0.12448879 -1.83905089 -1.06462377 0.27719914 -0.67822586] Distance 7.305527659431061 Each least square approximations [ 5.74314442 -0.20792147 0.81597716 0.27066202 -2.45381612 1.85536718 -1.54680052 -1.34633677 -4.82570873 1.52662932 -3.35656971 -0.2130353 -0.13802475 -1.15865084 0.52991605 -0.65912976 -0.04081857 -1.9284039 1.35754361 -1.25422025] Distance 10.631688586464325 Each least square approximations [ 7.77411627 2.31043677 -1.30878435 -0.41391674 0.53998711 -5.59979765 1.05003445 -1.19719221 0.1890109 3.65535765 0.96542174 -1.72262356 -2.61557951 2.19893043 0.20905713 -2.89703598 2.04013432 -1.31866975 -0.48191087 1.86238488] Distance 7.599655031175318 Each least square approximations [-8.55829138 1.29457919 -0.51969276 2.64774884 -3.52086624 1.25951611 2.94134944 5.31822941 2.15607801 1.29395273 0.20823213 -1.30656911 1.06615318 -2.22801482 -1.05650817 1.50023488 -1.79246291 -0.2074981 -0.17896053 0.4284179 ] Distance 7.244255695338603 Each least square approximations [-3.84061113 2.51486161 0.47360507 -4.48288485 -0.48735644 -1.32265701 -1.45386963 0.01198176 1.26697516 1.4315757 0.89925092 0.30981436 1.87562012 -1.3474391 0.62895346 1.06302554 1.7032074 0.96759155 0.25948489 0.12262912] Distance 12.073801659272732 Each least square approximations [-8.28025193 3.95163801 0.5730619 -2.2354819 0.71346458 2.63739863 -2.65490879 2.06713572 -0.42318573 -1.00188237 -1.32143553 0.99395144 1.98149116 -0.84841442 -2.08470453 -2.71199884 0.02535022 -0.1561605 0.24650352 1.40945439] Distance 8.7168889289437 Each least square approximations [ 7.32206504e+00 1.83360811e+00 -2.65896528e+00 -3.01765238e+00 9.77327401e-01 1.63160063e+00 4.49133278e+00 3.63121165e-02 -1.16715623e+00 1.41306405e+00 -4.69620299e-01 1.33544979e+00 7.09621423e-01 -4.83578317e-01 1.46317574e-01 -4.68929606e-01 9.95412329e-01 -1.69211352e-03 1.38753077e+00 9.31136289e-01] Distance 9.977187885337639 Each least square approximations [ 5.00803088 2.97563147 -1.79145726 -2.23334025 2.1069677 -0.4724699 0.01116817 -0.24056876 1.81540404 -2.17228394 1.47707252 -2.60208114 0.99372139 -0.83378451 -2.19771474 3.25090398 -0.15942314 -0.32714448 0.58169204 1.83555582] Distance 11.039485906360687 Each least square approximations [ 6.29452393 0.35111309 -2.86837457 -2.7008507 4.4259404 -0.71684492 -1.57029582 -2.82575523 2.24943417 -0.34598035 1.31297752 -0.99372577 -1.44227687 0.17226023 -1.95122707 0.49949508 -1.45514888 -2.46302227 -0.40995903 -0.52569511] Distance 9.904785493181034 Each least square approximations [-5.30545252 -3.42525478 1.27380928 1.59475179 1.03522282 -3.38882612 1.29529051 -1.22942281 1.69589338 2.11925839 1.11473602 -0.6436783 1.48434057 -0.29584924 -2.41352723 0.84461158 1.95859793 -1.96873104 -1.16930071 1.2040063 ] Distance 10.882888925600836 Each least square approximations [-4.38831321 -2.19517372 2.97166464 5.14380195 1.54838325 0.06460885 4.73263936 0.54035644 -0.06577305 1.94951503 -2.08268919 0.20231234 -0.58347637 0.17218047 0.37080615 0.15596023 0.76790298 -0.49541203 -2.16584999 -1.63740286] Distance 9.871600601228208 Each least square approximations [ 2.17398426 -0.33334533 -1.10722283 -0.09544552 -0.67635885 1.479488 -1.4407115 -0.87668685 0.36362108 1.69592824 0.00714104 0.47310417 -0.54171996 -0.80364526 0.50898859 -0.74203285 -1.50301021 0.91240985 2.06315297 -1.748343 ] Distance 13.11026383995693 Each least square approximations [ 1.4785074 -0.52596301 0.78638561 2.16282313 3.7102267 -2.92391861 -3.57851576 -2.30038521 -0.24180817 -1.71372977 2.70360579 3.70489786 -0.07113971 -1.14900639 1.32626772 -0.60651165 -0.70174854 -3.27812453 1.5818634 0.29210121] Distance 10.456922659358154 Each least square approximations [-2.55970693 -0.26705163 -1.95986917 0.37976477 -2.00364562 0.14769881 6.49075424 -2.76525336 2.46526592 -0.2503074 0.03090644 -0.33588934 3.97657842 0.63357944 -0.89219508 0.35610851 -1.33856707 1.34731591 2.895717 -1.33200875] Distance 9.861469354915176 Each least square approximations [-3.51152255 -0.69537939 -1.00336754 0.43465651 -1.80186408 -0.90670831 -3.46824613 1.28886642 -2.04034104 -1.73318657 2.65357547 0.96952381 2.18137493 -1.83029301 -0.57975768 2.33440952 -0.48392497 1.35472093 0.99012422 -0.88675265] Distance 11.583646168282488 Each least square approximations [-3.3347423 4.40291201 3.13856584 3.85143149 -3.29191797 4.07930342 1.82270285 3.59247186 0.90344158 0.87221152 0.83288293 -1.2102991 -2.21152233 0.38585551 -2.37520181 0.53375718 0.26466374 -2.07954083 -0.28256506 0.10166276] Distance 8.985871016202484 Each least square approximations [ 1.45062615 -0.19062117 0.4216807 -1.5484402 0.01005349 -0.7967105 -2.46073933 3.69461641 -1.7473955 1.31298019 0.98334848 -1.07068668 -1.78876296 -1.04758237 -1.65590136 0.84167561 2.40853702 0.33474434 -0.51935221 1.02341326] Distance 12.324904408479837 Each least square approximations [ 3.49144942 -1.1806828 -3.58150398 -1.68671597 2.55973176 1.02535457 -1.13542785 -1.6786092 -3.7689874 1.93358751 -0.36094719 0.75349681 -0.3053976 1.07852157 -2.12161244 0.57416952 2.19419976 -0.58114195 0.01951025 1.71424205] Distance 11.18214881558172 Each least square approximations [ 1.97128722 -1.37296939 -1.42404253 0.65651827 -1.44211876 1.27551542 -1.01580188 -2.10075112 0.70178976 1.55014854 2.52352817 -0.03312537 0.56291937 -0.36410077 0.5347066 1.50881746 -1.76890451 1.21679127 -0.49205089 -1.94366572] Distance 12.67044892594319 Each least square approximations [-3.49268085e+00 4.42117751e-01 3.52025488e-01 -6.08052087e-01 5.51540186e-02 -4.45932273e+00 1.70810296e-03 1.44135108e-01 -1.10105929e+00 1.45447346e+00 -7.30988805e-01 -2.41366270e+00 6.07789837e-01 -2.64751130e-02 -2.36243522e+00 -1.42916871e+00 1.42378811e+00 -6.36761883e-01 2.07254025e+00 -1.36655123e+00] Distance 11.821740895523362 Each least square approximations [-6.31272717 5.16897643 3.86336524 1.69232213 0.84944256 0.94479389 -0.12176494 2.08297559 -3.42180339 1.47299427 0.38407084 -1.01730504 2.70698934 -1.62868811 -0.85906549 1.08692007 0.29212619 1.30610975 -0.83865298 0.70562194] Distance 9.816393077974205 Each least square approximations [ 4.54952647 -4.71795248 -0.57406376 0.71498533 -2.1523165 -0.13505137 -1.10785533 -1.12123766 1.98856104 2.13359886 -0.56328374 1.77375584 -1.01024615 0.85659961 -0.48086116 -1.68565534 0.13458601 -1.64152088 1.31112795 -1.29431868] Distance 11.950043346515303 Each least square approximations [ 4.03638537 -0.05757663 1.77928202 -0.32997085 1.79961236 0.50498415 -1.48806657 -2.15487152 -0.62789659 5.63259156 5.11245517 -0.05115247 0.64256344 -0.78283993 2.78443005 1.33639347 0.97501517 -2.30331238 -1.27385722 -0.40181699] Distance 10.481131265372305 Each least square approximations [-5.86795455 -3.86367096 1.93710656 -4.24874358 -2.70576029 0.60057572 0.15117601 0.90269838 -1.17137511 -0.13026358 -1.76994078 2.88941226 4.62928612 -1.23361093 2.61089665 1.19959709 -0.29810516 1.72609944 1.69533786 -2.20517722] Distance 9.059398305329495 Each least square approximations [-7.48386131 -1.72782062 -0.30016518 0.73673869 1.9791643 -2.37102732 2.43326286 4.10376384 -0.73228645 -0.17167919 4.83327999 2.60119832 0.19014743 -2.25752042 -2.46091117 -1.72005773 -2.79509192 1.39531815 1.25951093 -1.16458928] Distance 8.195860805087475 Each least square approximations [-7.61007929 -0.45603571 0.72812086 2.23261436 2.55998457 1.48074259 5.34500187 3.27106733 -1.34836123 -2.30037359 0.95448347 0.83478758 -0.86508171 -0.24150602 -1.259194 3.1424096 -1.44020566 -2.35571246 0.46979176 0.50455753] Distance 8.712423874629744 Each least square approximations [ 6.20671503 -1.0509322 -0.8534047 2.73314216 -2.73574498 0.76142159 -0.4394356 3.4769265 -2.54582849 1.69994133 -0.05243977 0.1502831 3.36821037 1.07550641 -0.39930255 -0.33124496 1.20190246 -4.15531806 -0.91614716 0.12918618] Distance 10.331227759481418 Each least square approximations [ 3.92940524 1.27826575 -5.83647796 -2.56640392 0.96161072 0.27129828 -3.84049526 -2.83234156 -2.7884195 -1.44247092 2.33708915 -0.90940619 -1.05776886 2.106573 -0.93890539 0.37953019 1.48485863 -0.52620042 0.33470047 -1.19472382] Distance 10.411425542640313 Each least square approximations [ 7.19095023 2.9104909 -3.70726917 1.93986512 0.21605111 2.48881172 -3.935998 -2.18092939 1.90956084 0.31385658 1.81856372 1.79550168 -0.79777005 0.58397436 -0.8798768 0.58837042 -1.45526677 1.34542781 -2.10217653 -0.7318267 ] Distance 9.550259222807702 Each least square approximations [-6.50805685 3.20419597 -4.73026686 1.23803828 -2.84370862 -4.7945465 1.11263693 -1.08762918 1.21548241 0.94173191 -0.6850967 -2.25048272 -1.08356952 -1.87600373 -0.8890989 1.64897942 -0.87861152 -0.52386288 0.66926058 0.85021976] Distance 9.396661296555918 Each least square approximations [-11.53740742 -2.1540918 1.69658727 -3.58847777 -2.96619355 -1.73390953 -2.56945984 1.58478227 -1.10387432 -3.49344883 -0.35149 -0.59433096 0.21692137 0.25771372 0.0877663 0.10575524 -0.05757461 0.1601591 -0.88352692 0.35797182] Distance 3.879011966325769 Each least square approximations [ 1.60153099 1.17002462 0.85172376 -1.78453507 -3.42247617 1.07561478 -1.88037456 -1.0795987 -2.67374713 -1.95046596 -3.01718139 -0.46299128 0.7703934 -0.7764351 0.2850288 -0.33091899 0.46224366 1.48314291 1.17030833 0.36098951] Distance 12.38770713363094 Each least square approximations [ 4.9772242 3.2236358 2.43328308 -3.72234895 1.60044397 -4.70225941 1.81558417 -0.44157005 2.53916448 2.68132699 2.49856273 -1.42051768 -0.05039725 1.5310895 -0.04909043 0.6870983 3.25729414 -0.96817625 3.27064542 0.6818018 ] Distance 8.59701718297312 Each least square approximations [-5.81361928 -0.11606992 1.95521912 0.12523898 -1.84780415 -1.28591825 1.98605649 1.57286848 -0.42060283 -2.37129855 -1.53460372 0.06612953 0.1763392 -2.99268161 -0.07838418 -0.90948731 -0.82136519 -0.40464195 -1.32977278 1.02259682] Distance 11.56172160253161 Each least square approximations [-3.41656496 -3.09118821 0.71701499 -0.76878767 -0.66665453 -4.29007808 0.36633306 1.32252085 -1.24646001 0.33185111 -2.33974286 -0.10092132 -0.60193653 -0.18147204 1.28040307 0.45494623 2.17280676 0.64706271 -1.49067136 -0.55924504] Distance 12.012974194896724 Each least square approximations [-6.89259363 -0.83997988 -4.21370599 0.60509067 -0.27377716 3.5036764 0.4233761 3.36593698 0.72789379 0.23878837 1.42056295 1.94859444 2.69537911 -1.93575359 0.25226519 -1.6940074 0.57193311 1.39847616 0.12060197 0.55221627] Distance 9.555005548723246 Each least square approximations [ 7.10628101 6.66444391 -1.22403788 0.4812035 1.22008681 -1.41097567 2.31136158 1.83046095 -2.36681425 -1.8579366 0.31351728 1.2318005 0.73479589 1.12097274 -2.41510763 -2.3975014 0.14571115 0.51926318 1.04754833 -0.47141491] Distance 8.364735105567428 Each least square approximations [ 3.64955911 -0.86189581 -2.02568921 -2.50851355 0.78067571 -0.4970392 -4.67750814 1.12336526 1.00512638 -1.17491341 2.11037402 0.19032077 2.70510456 -1.36002646 -0.62766023 3.88733078 2.15598406 -1.59489078 0.20551458 0.43418348] Distance 10.817143450567132 Each least square approximations [ 4.8740971 5.21848948 -0.58960014 -3.20723733 2.3293786 -1.06487056 -0.56412849 -3.10395358 3.34958758 -1.61690064 -0.71617723 2.19119846 0.21977648 -0.01728045 0.39819295 0.71646135 0.31170615 -0.400442 -0.39955781 0.21442174] Distance 10.294368945571865 Each least square approximations [-3.63665461 1.49658217 0.52850265 -0.25695951 -2.32077438 -1.11530316 1.51572601 -0.28850068 1.73637445 2.39452963 0.18188518 -2.45405579 -0.19913992 -2.29167502 1.23321981 0.915346 1.5829842 -0.82085061 1.44195224 0.70568203] Distance 12.304879806770707 Each least square approximations [-4.79534323 1.01726364 -3.80823508 3.2718018 0.7683814 -0.93238139 0.48603725 -1.74869605 -1.10922527 3.40127215 1.48003238 -1.48499472 3.04706089 1.17214769 -0.08827456 1.29586257 -2.34193822 -0.35798447 -0.59935887 0.89167497] Distance 10.688359837996007 Each least square approximations [ 8.1950184 -1.62342755 -1.97390767 0.3371765 -0.45573441 0.77619171 -2.14229545 -1.05892091 -3.23893183 3.06604822 -3.01320723 -0.10646728 -0.70754691 0.66987616 -0.07775502 1.46153129 -1.48041091 1.98766492 -0.20736006 -1.09777322] Distance 9.20603233561786 Each least square approximations [ 9.31208677 1.65781675 -3.58785937 4.49193649 0.03206261 -0.1520074 -3.63385815 -0.35091642 3.00126485 1.89597196 -1.44079412 0.36378625 0.32869759 1.33333559 -0.72472575 0.43310277 0.08680464 -0.97703736 0.30394453 -1.59235593] Distance 6.904698040969022 Each least square approximations [-6.34047424 -1.64088588 -3.39757404 -1.54613344 -1.43724285 2.08566121 1.38238456 3.06131885 0.95694956 1.8627149 0.62561467 -0.2841453 -0.77208606 0.7336405 -0.51421735 1.5231865 -4.32604577 0.26198802 -1.75721069 -0.15370479] Distance 9.977085368497525 Each least square approximations [-6.32827252 5.80047714 1.15940284 -0.94534405 -0.85482569 -1.03289141 0.20378774 -0.89172707 -0.10615595 2.12819092 0.19508241 1.9324175 1.78320412 -0.99547424 -1.35066517 2.41889153 0.58240247 1.40139531 1.24645794 -0.32170157] Distance 10.092372952035369 Each least square approximations [-7.72396824 -0.19587862 1.89185907 1.72800649 -0.6039859 -0.17162094 -3.18604592 0.73681056 0.06371695 -0.28451104 0.03927312 -0.35171984 1.37068233 2.25921715 -0.92666893 -1.08953842 0.89623538 0.58387418 1.28495065 -2.72022597] Distance 10.380505024649471 Each least square approximations [ 6.87635248e+00 3.76514514e-01 2.57553561e+00 -2.46235125e+00 -6.38868044e-01 1.67130951e+00 -2.17104351e+00 -1.79526283e-02 9.63035634e-01 -4.91864726e-01 -1.51787703e+00 1.31910499e-01 -7.15623143e-01 3.72010455e-03 -6.24724686e-02 3.71200788e-01 1.20457215e+00 -1.79926743e+00 1.84136978e+00 2.42344191e+00] Distance 10.881430995806793 Each least square approximations [ 6.53632384 4.63646771 -2.005253 -1.40317522 3.49645063 -1.13060927 -0.83311573 1.1242596 -0.93599545 -3.30903277 -0.0733198 0.14195904 -0.81029367 -0.61742062 0.01040241 -2.53874028 -0.85639251 1.93430971 1.22305274 1.44828982] Distance 9.563750220545904 Each least square approximations [ 7.74288257 -2.89914791 -0.54419171 -1.33510268 -1.62544786 2.51562406 -2.26117813 -2.15180846 0.23731165 -0.17806862 2.02781792 -0.53639947 -1.6486328 -0.18277235 -1.44213232 -0.78883361 1.37315348 -1.97643011 -0.83688051 1.12614113] Distance 9.883759883014323 Each least square approximations [-7.49138241 -3.1967917 -0.04378035 1.47826349 -2.99750867 -1.20592699 -1.02578829 -0.93066894 0.8487892 -0.59422581 0.3093843 -0.45680836 -0.01691226 2.84740153 -0.60323512 1.77690899 1.72118783 0.62923388 -1.62594394 1.00487485] Distance 10.180157008946486 Each least square approximations [-7.16374932 4.8887002 -7.05316918 2.43351853 -2.5279227 -0.61398433 -1.16674225 2.32770306 -1.92842537 1.83681468 -1.38240686 0.09514465 0.7366875 -1.23818396 -0.19353006 2.17174234 0.98731777 0.99386613 -0.62431338 -0.71805878] Distance 6.969375929092641 Each least square approximations [ 8.95359162 0.73374679 -0.34274802 -1.28308309 -0.90670698 3.58583936 -3.35539818 -1.61006853 -0.53629449 -1.40488166 -2.37633472 0.41390714 0.44084636 0.25336525 0.62705091 1.21302924 0.7968753 -0.55340143 -1.76489498 0.08964602] Distance 9.351480244681257 Each least square approximations [ 9.47569153 1.17998834 -4.56848651 -4.3323615 1.83277076 0.76429754 0.18730335 -2.73725473 0.31783374 0.78833441 2.82121059 -0.22522442 -0.81967311 -0.5326818 0.09303677 1.05554676 -1.44284786 0.62881004 -1.04924934 1.15479388] Distance 7.328198442349178 Each least square approximations [-12.75987416 -4.15903832 -0.87664829 -1.26878591 2.21183864 0.31176268 -1.18180901 0.1701954 -1.38551842 0.4675649 1.81300104 -0.92470047 -0.04029891 1.64232536 -0.10804521 -0.72136974 0.97675651 -0.32907994 0.1177411 0.66105324] Distance 3.4333122208148272 Each least square approximations [-10.10818316 2.62580032 -0.18251574 -2.07237512 -1.23067354 2.20307993 -1.36623602 0.6791936 -0.41103947 0.46465791 0.68757616 1.87310582 -0.24246428 -0.01937567 -1.71334546 0.73470803 0.09124035 -0.65568562 -0.57789783 -0.25130465] Distance 8.993728252759189 Each least square approximations [-10.9615087 -2.89694942 2.14121828 -0.62214878 -2.92420751 -0.43521914 0.92190632 -2.38553202 -1.47519337 -1.15897203 -1.04566868 -0.28223504 2.64445305 -1.1226768 0.33297624 -2.00665835 -0.48287526 -1.46280808 0.6160467 2.08437359] Distance 6.223890305681617 Each least square approximations [ 9.1324382 -2.54253947 4.06882589 -1.32175494 2.73211102 0.76849956 1.5902171 0.23412785 -1.13858529 1.69085719 2.23027108 0.89591878 1.43581847 1.65815857 0.85664628 -1.22950908 0.20555256 -2.28664112 -0.56318221 2.44964672] Distance 8.02077453955189 Each least square approximations [ 9.89323603 2.88036306 2.81789971 -2.32843362 0.75041133 -1.94902467 -2.38273064 0.07990554 0.22100939 -0.56009316 3.59288189 -1.93316325 -1.11419316 0.25420687 0.04262015 2.23278087 -0.78098379 -0.69047414 1.05444733 -0.47184865] Distance 7.510940822826964 Each least square approximations [11.21669203 -0.29244187 -2.69796234 -3.7444248 2.05443265 -2.10465557 1.07426902 -1.31101876 -0.02642409 -1.80031161 1.27883075 -0.11970358 -0.93674711 -1.03080442 1.45053038 1.0534548 1.06996271 1.98167598 -0.82635081 0.57389031] Distance 6.071692512411539 Each least square approximations [-10.79461471 -0.55953111 1.76678347 1.52139281 -0.89787458 0.33011011 -1.35069611 -0.90644898 2.46838438 2.92126028 -1.19419705 0.11550031 1.60295303 -2.30560047 -0.76342063 -2.71389712 0.34580904 -0.18310502 -1.01357677 -0.27550699] Distance 7.261372958675096 Each least square approximations [-7.39929585 3.65641646 -7.67336486 0.46404144 -3.17579394 -0.13207079 -0.35976426 2.0269174 -1.31936613 1.83834399 -0.64328052 1.88317402 0.14115118 -2.07713537 -0.56694314 2.13669981 0.76335253 0.43227652 -1.07467484 -1.07892883] Distance 7.118600611036576 Each least square approximations [ 8.15851046 2.59681797 0.04964441 -1.3820339 -0.51103579 3.37302922 -1.87506947 -2.10737477 -1.87308877 -1.74026732 -1.45466937 -0.54461202 1.15563942 -0.1008645 0.30331371 0.74164346 1.06543893 -0.59590937 -1.86272799 0.2122708 ] Distance 10.142260332495677 Each least square approximations [ 8.51934025 1.95933248 -4.01544597 -5.02347037 3.47685633 0.76356022 -0.45035352 -0.5384222 0.60059283 -0.35346648 2.21228558 0.27332632 -0.94378486 0.90141337 0.75122138 0.93121127 -2.07946014 -0.4009749 -1.9389679 2.52868039] Distance 7.710445627023689 Each least square approximations [-12.91463202 -0.71103223 -1.61820912 -1.11978383 3.16849588 -3.40993707 -0.20912778 -0.1982005 -0.16435773 -0.90689666 -0.19709077 0.53565797 0.37564813 1.62668957 -1.68855072 -0.68702696 0.32664391 -0.10147316 -0.14626371 0.6099091 ] Distance 3.592855118562088 Each least square approximations [-9.64061983 -0.23189998 -1.07521116 -1.58572352 -1.63106388 0.77223734 -2.85282054 -1.11251344 1.04057397 1.0047195 0.39465088 1.32106998 0.92523315 -0.40711751 -1.46883436 1.09649763 -0.61623293 -1.25743175 -1.03980725 0.66344169] Distance 9.615849871241041 Each least square approximations [-10.58467589 -2.00301362 0.76877309 -2.09286568 -4.22608177 -0.12099175 0.81219962 -2.7975217 -0.64138356 -1.37324442 -1.13855904 0.95659438 1.82848576 -1.62284359 -0.16430113 -2.83039535 -1.09687876 -0.21088162 -0.26880271 1.46176504] Distance 6.652931689133604 Each least square approximations [ 8.40606534 -1.3728232 4.22393394 -1.27833494 3.83635155 2.50073458 1.36687896 -0.25101747 -1.61787717 2.39249927 2.46583352 2.11306452 0.42599509 2.27551311 0.60330791 -1.33925777 0.01757604 -2.1058813 -0.56622066 2.58388718] Distance 7.80124714980705 Each least square approximations [10.65584789 1.52006848 1.97760144 -1.84828281 -1.16895924 0.53744135 -1.80611722 1.18709352 0.87362654 0.54609503 3.68487264 0.3273427 -1.73859276 -0.38828371 -0.54287731 2.93359291 -0.25710601 -1.83560183 1.291249 -0.73842733] Distance 7.186100544185783 Each least square approximations [10.53357067 1.30711361 -2.97065654 -4.69073611 -0.69434252 -1.85073283 2.58401373 -1.12891994 0.2211734 -0.69070825 1.07951038 -2.07473576 -0.52801306 -0.14267515 2.11323731 1.86408019 -0.59634841 1.33357959 -1.20118719 -1.29508865] Distance 6.227310737038861 Each least square approximations [-10.46474079 1.28876737 3.5188278 -0.41891818 -0.24503821 1.31060429 0.08980156 -0.30710312 2.05238167 2.54248199 -2.22845998 -0.50373506 -0.5943838 -1.15570245 -1.59585903 -2.98090477 1.81409245 -0.17818235 -1.23488599 -0.06610276] Distance 7.358077413357128 Each least square approximations [-6.88778997 5.37236209 -6.4133747 3.34530877 -1.95869951 -1.76847514 -1.88653785 2.41669887 -1.90624795 1.65313919 -1.75951271 -0.38849085 0.15275724 -1.0794253 1.43725199 2.10277187 1.87434654 1.52519606 -0.14710708 -0.05444462] Distance 6.941204844402381 Each least square approximations [ 9.36401234 -0.25169074 -0.9862982 -1.11337504 -1.10744211 3.56300649 -3.49970799 -2.36929367 0.07192192 -1.56606695 -2.49320698 0.90346419 0.79809015 -0.15413461 0.37103588 -0.4763999 0.5721454 -0.59294793 -1.15031361 0.28689314] Distance 9.054291976719584 Each least square approximations [ 9.71600952 1.15169868 -4.49673372 -4.30374035 1.1847189 0.69264754 -0.35967492 -3.00267893 -0.79757043 1.01218405 2.54524479 0.23032643 -1.34660966 -0.85765949 -0.0857512 1.45254863 -0.79732453 0.68665045 0.07931481 0.36873193] Distance 7.531072684466837 Each least square approximations [-12.27579477 -5.46034602 -0.72068823 -1.59719292 1.85440165 2.26983973 -1.6947738 -0.91740102 -0.03024188 0.22392074 1.6600535 -0.50114876 -0.31140587 0.90126743 -0.30306421 0.83702875 1.09166798 -0.45887746 -0.1441094 -0.36185441] Distance 3.7581871530950703 Each least square approximations [-10.26591319 3.12685113 -0.3441682 -2.42884938 -1.87068538 2.05747327 -0.38455414 0.45668402 -1.07415402 0.70634461 0.89142052 2.241564 -0.09023961 0.38523253 -2.49775712 0.46280874 0.15705293 -1.00203012 -0.6341065 0.43764024] Distance 8.446691536596518 Each least square approximations [-10.69382653 -3.34441941 3.32910234 0.20990779 -2.37469434 -0.74405047 0.42491392 -0.93309296 -2.14680576 -0.95021644 -1.49378776 -1.18847307 1.67495553 -0.99098379 0.46393129 -1.39267844 -0.87471205 -1.22449652 0.5048942 1.5165249 ] Distance 7.245156116165688 Each least square approximations [ 9.28433986 -3.1037935 3.77118508 -1.58112843 2.5015212 0.12654351 1.21912661 0.98141324 -0.6137491 1.74848665 1.65741803 -0.1343951 2.5221258 1.81510175 0.6464496 -1.04456821 -0.71292394 -1.95559962 -1.14090652 1.94777228] Distance 8.261614625385805 Each least square approximations [ 9.65921657 3.07593419 2.43752516 -2.27586768 1.3589076 -1.65080085 -2.70260049 -0.46435216 -1.06862738 -0.21622356 3.88962411 -2.76834814 -0.39826844 0.92774324 -0.2363779 1.53988121 -1.77237536 -0.54688343 -0.22863128 -1.06667269] Distance 7.634825524545133 Each least square approximations [11.45007666 -1.02969645 -1.50069547 -2.94288545 2.53893148 -1.14178374 0.9027993 -0.37421167 0.33746056 -2.72835355 1.1978152 0.38963382 -2.51636669 -1.25001589 2.0204481 1.47315604 0.35128601 2.78929309 -0.23999235 1.00388249] Distance 5.681639105856756 Each least square approximations [-10.56170023 -1.11086817 0.79789409 1.42955076 -0.85377027 -0.22946763 -2.04330761 -1.0508796 2.61732012 4.1927066 -1.49536449 -0.30081793 2.26066341 -1.99062986 -0.76014041 -1.80522977 -1.29307634 0.31667452 -1.05910372 -0.38906574] Distance 7.217175555151445 Each least square approximations [-7.72448652 4.44936825 -6.59526764 0.50888543 -1.54905412 0.18285532 -1.96243487 3.53202272 -0.4624618 2.50029448 -0.91569765 0.71898182 0.56302519 -1.51520067 -0.16552579 1.12789592 1.95422207 2.12374688 0.24684006 0.04123661] Distance 7.091158203574945 Each least square approximations [ 7.87671015 0.60653658 -0.01627324 -0.72952759 0.16432695 3.1225189 -3.07453015 -1.90211828 -1.88049387 -0.90908031 -2.11330242 0.41061557 0.42831576 -0.08724631 0.05943313 0.04137994 1.82506115 -1.26978391 -1.65814808 0.91261883] Distance 10.434558499490214 Each least square approximations [ 8.76441407 2.055013 -5.07171401 -4.14760648 1.53209675 0.20413413 0.52090861 -1.7336471 -0.3126016 1.06069518 2.94622399 -0.80859517 -1.66213818 -0.89298478 0.02650644 0.94783397 0.41534328 0.64134719 -0.53345957 1.55851417] Distance 8.027935545010033 Each least square approximations [-13.1419669 -2.18986377 -0.17611826 0.07701491 0.68710069 -0.44870373 -3.40573522 0.50907011 -1.2689932 -1.3229128 0.50040336 -2.1867774 0.09225488 1.31242974 0.20793322 -0.0822337 1.21636194 0.05219076 -0.14261649 0.46872798] Distance 3.2277742357360357 Each least square approximations [-8.69357739 2.24708595 -0.12141218 -2.48130252 -1.0231601 1.86084918 -1.8079535 0.39293834 -0.32646537 0.49614582 0.5021037 1.85463389 -0.54085999 -0.81165204 -2.14439634 0.76275336 0.66785744 -0.4203387 -0.24060282 -0.41681928] Distance 10.326065596460806 Each least square approximations [-10.60051666 -1.11074701 0.62113343 -1.47027435 -2.3302772 -0.31430728 1.26621809 -2.62768288 -0.335288 -2.84438246 -2.11088021 -0.01929479 2.59090469 -2.59243741 0.39995736 -2.34480328 -1.39816862 -0.54362176 0.21365726 0.99203885] Distance 6.868034715656699 Each least square approximations [ 8.88577366 -1.53738743 2.57817771 -0.11509136 2.7707697 2.48159582 2.07046525 -0.42630154 -2.60129789 2.24648688 1.46541226 2.62342322 0.72031206 1.09422398 2.26897655 -1.14124698 -0.33367545 -0.83563664 -0.48654733 2.12783348] Distance 8.4570126673668 Each least square approximations [ 8.36273728 3.52956684 3.03816826 -1.8560886 0.27299261 -1.34297053 -2.31962334 0.07812008 -0.70853328 0.15614372 3.91268027 -1.6114131 -0.88182587 -0.09161378 -0.16991034 2.52721409 -0.82440186 -1.33516098 0.18745409 -0.11237381] Distance 9.050555776476427 Each least square approximations [10.51929301 1.6212193 -2.76595992 -4.62639406 3.07688365 -2.48148379 0.78326122 -1.34933257 -0.13007577 -1.67195465 0.5916027 -0.52055534 -1.81551757 -2.06622142 1.75877807 1.22343617 -0.42488951 0.521225 -0.6347604 -0.64220773] Distance 5.927610803131812 Each least square approximations [-9.23680858 -1.28536958 1.3644467 1.13506118 -0.41194034 0.98751597 -1.63221125 -1.48801985 3.05307953 3.22166063 -2.06157837 -0.47793383 1.21138222 -2.65686283 -1.48258087 -2.77290881 0.77721589 -1.10759852 -1.03113877 0.10045629] Distance 8.411266882340524 Each least square approximations [-6.83263479 4.77998308 -6.05643016 2.02401376 -1.08564106 -2.0619456 1.69160714 -1.41709603 -3.7238183 1.32373035 -0.2537528 -0.27974893 -0.21002525 1.55846857 -0.69026729 2.55490162 -0.58001825 1.98383021 -0.75914682 -2.27728413] Distance 7.5019350332109225 Each least square approximations [ 9.11877808 1.19991829 -1.4114095 -1.23384978 -1.3959396 5.11865513 -1.39671027 -0.82013172 0.98772263 -2.68818387 -0.40754182 -0.32422666 1.33166869 0.51098958 -0.15959486 1.16074621 0.57686891 0.62781741 -0.51189055 1.14205371] Distance 8.894343537550933 Each least square approximations [ 9.21415407 -0.21630786 -2.04644148 -2.90458267 4.11179404 2.34043191 -1.80375245 -3.5214508 0.31436529 1.0295197 1.29188117 -0.74767029 -0.05479257 -1.53323831 -0.08596706 0.46485791 -2.18608688 -0.75310683 -0.96078856 0.68619903] Distance 7.990454948685032 Each least square approximations [-1.01659318e+01 -2.72249910e+00 -3.28747559e+00 -1.78805786e+00 2.07606737e+00 7.32520084e-03 6.77728379e-01 6.23105887e-01 3.34300132e-01 -2.75783684e-01 2.83669215e+00 4.41576984e+00 -1.14328755e+00 6.58996549e-01 7.84756230e-01 -1.29874779e+00 -4.12875727e-01 5.41220190e-01 1.29187501e-01 -1.55498040e-01] Distance 7.0682160652686825 Each least square approximations [-11.99916077 1.57529871 -3.98318112 -0.83896556 -0.57690875 -0.67022748 0.34471739 -0.66292975 0.60036916 0.01946333 -1.28239291 -0.11258657 -0.4830964 0.77455101 -0.27006517 1.22376511 -1.21140112 -0.08692829 0.69189505 0.10383935] Distance 6.434616127522314 Each least square approximations [-9.78036642 -3.7893687 2.92648407 -0.87776218 -2.64196597 2.4209509 -0.9532993 -0.65484064 -1.25601966 1.85594288 1.03290812 -0.7173212 1.98082091 -0.09780368 2.77161834 -0.70094692 -0.15724908 -1.87347087 1.1909709 0.06531988] Distance 7.413943425490517 Each least square approximations [ 8.36258941 -1.10604883 4.66621304 -2.34475106 4.08812008 0.77729239 -1.31568448 1.19350659 0.23878809 0.71077857 1.8817567 0.07371463 0.98197688 2.14856588 0.19857754 0.42005941 0.57910944 -2.89475857 1.83766452 -1.53203833] Distance 8.301669394993052 Each least square approximations [11.80649662 3.19270018 -0.06917358 -3.74298778 -1.2453197 0.14941966 -1.55499394 -0.81823214 1.99527036 -0.43712596 -0.837606 -0.75628008 -0.39750976 0.85060092 0.69891212 -0.16229467 0.10496912 -0.11423968 1.11606802 -1.72778683] Distance 5.727387355323265 Each least square approximations [11.22285288 -0.74453556 -0.54230992 -2.98795413 -0.8365486 -0.46313862 0.40937572 -2.46521487 -0.681127 1.19814218 -1.330706 0.0266292 0.75254634 0.94556139 0.82862506 1.36972663 0.90609914 2.12025671 -1.52944079 1.56348354] Distance 7.174944605700165 Each least square approximations [-13.36522797 1.91072293 0.0945623 2.11432033 1.3268907 2.54774608 0.98744061 0.53480869 -0.0739518 0.59030432 0.57961951 0.76879176 1.40507961 -1.25467745 0.35200789 -0.41365973 -0.3730324 0.3657162 0.3137266 -0.89738377] Distance 3.096586207419819 Each least square approximations [-5.08870485 3.92949808 -6.23703315 4.58871699 1.49332579 -3.00428319 1.73923894 3.24073439 -2.16176855 1.80068096 0.27161653 -0.98824228 1.10484419 -0.40056504 0.5628897 0.3693686 -1.22038759 1.8807855 1.26814126 0.55837288] Distance 9.280114208398116 Each least square approximations [ 1.49857590e+01 -4.88605761e-01 -1.60838740e+00 -2.82386132e-01 1.07115710e+00 -3.98806166e-01 3.03259563e-01 -3.75774459e-01 1.53334531e-01 2.63470902e-01 -3.60374613e-01 -2.69322421e-02 7.27951305e-03 2.19145927e-02 4.81275450e-01 -4.29374535e-01 -1.55242380e-01 1.71076323e-01 2.57411706e-02 -3.62650022e-02] Distance 0.4797577394165756 Each least square approximations [11.0464252 -2.95458945 -4.5203766 -1.53134652 -0.33684468 -0.16088063 -2.2136619 -0.22142865 0.38669547 1.11163957 0.88330305 2.35876082 2.01252834 0.33800697 1.56276071 -0.40672193 -0.40515442 0.11002008 0.36867696 0.46759117] Distance 7.502710831755 Each least square approximations [-9.15267496 -4.82830241 -5.04677869 -0.62802189 1.335794 2.58650328 1.15327638 -0.06423647 0.29114693 0.23819344 0.94762623 0.62970774 -1.04422724 -1.71666286 -0.11091337 1.22825042 -2.71438506 0.92133617 1.00641023 -2.017674 ] Distance 8.178738255388698 Each least square approximations [-10.81171419 6.45296488 2.6262383 -1.52307331 -4.14197972 -2.2765011 0.6441942 -1.4477345 2.04232453 0.45017233 1.02281093 0.34674777 0.9047495 -1.61171326 0.19916793 0.8185284 -0.58420316 0.88301852 -1.26918375 0.52264319] Distance 4.967129450069651 Each least square approximations [-9.49825266 -1.78229211 6.72260626 -0.20334625 -2.09404831 0.70124006 -2.34954769 -0.5434676 -1.4469865 -1.54455425 -1.17112163 -0.51492073 1.37200598 1.50914671 0.52829826 0.71860436 0.05073982 -0.15619517 0.14296778 -0.47933468] Distance 8.323111180609647 Each least square approximations [10.05701711 -3.09716951 3.91366247 -3.62597697 1.40251099 0.68594391 -2.30652872 0.90730031 1.29004482 3.4520772 -2.8263802 0.47173358 0.05284344 -1.00424101 1.6189084 2.09752611 -0.26235429 -2.48673363 -0.12097705 0.82156387] Distance 6.737664045975808 Each least square approximations [10.43695996 4.22220203 2.34559848 -1.20326191 4.10775599 -0.37883888 0.44877016 -0.77364165 -1.50710341 -3.14200893 1.44807524 -1.64028066 -1.34509974 -0.54475791 -1.63656559 -2.63350811 -0.14861985 -0.77709636 -0.98734323 -0.96017325] Distance 6.873579224034585 Each least square approximations [10.87420032 -5.39638984 2.26145636 -3.12151208 0.13356784 0.93651897 -2.69357393 -0.12065953 1.87952364 1.0491332 2.99077645 -0.51980868 -0.57808042 0.62811845 -0.490552 0.10844131 -0.96820715 0.4129494 -0.85632518 1.73592636] Distance 6.31406364475304 Each least square approximations [-1.11416023e+01 -4.64728086e+00 1.36092637e+00 1.81177918e+00 -3.04759966e+00 -3.36896453e-01 -2.51604420e+00 -3.46740529e-01 6.18163185e-03 1.67674763e+00 5.80150194e-01 -4.39311131e-01 -9.10225374e-01 2.09635275e+00 2.98471742e-01 3.29509431e-01 -1.69679650e+00 2.31858502e-01 -2.78712266e+00 8.27961354e-01] Distance 6.563219880906193 Each least square approximations [-5.70312178 6.25101831 -4.01983618 3.90206444 1.39684855 -1.53634586 1.53924732 0.1526981 -2.0251847 -0.60967387 0.92866335 -0.56695709 -0.12013242 1.34463257 0.55920036 1.40982639 -1.05224378 1.96179776 -0.94796352 -1.57733615] Distance 9.429695059970191 Each least square approximations [ 9.95975597 -1.63078221 -2.01289019 -0.0224624 -0.66401065 4.85691228 -1.85859587 1.06987225 0.9690509 1.16123289 0.44493512 1.24557156 0.7616364 1.92067956 0.04807497 0.31577813 0.42750356 0.79291817 2.12600274 0.77295263] Distance 8.237517676839051 Each least square approximations [ 8.67542348 -2.06381041 -2.12635851 -1.00695712 2.71587857 2.61443117 -2.41539637 -3.17786115 -0.75383834 2.25535871 0.35090804 1.50054255 -0.01453151 -1.91071577 0.54833335 0.55209202 -0.16726152 -1.63253107 0.01468711 1.35312054] Distance 9.204303040181594 Each least square approximations [-9.20284058 -3.621451 -3.00110907 -1.13477956 0.49795938 2.42130954 0.95405827 0.9763434 -0.91721397 -0.41586529 1.09568464 3.69227014 0.17369788 0.89828592 1.80873979 -0.47299527 -1.30289153 1.95967959 1.75820339 -1.60614031] Distance 8.322678637972892 Each least square approximations [-12.01919529 3.56755405 -4.02419111 -2.15014925 -0.86371897 -0.91000643 0.32215406 2.11850961 -0.06897984 -2.96414038 1.05586213 -0.81278189 -0.32769912 -0.25565624 -0.72647488 -0.33304699 -0.18441315 1.26989288 1.44043541 -1.11844165] Distance 4.026114126398441 Each least square approximations [-10.00580679 -1.57651109 4.36094047 -0.13896778 -0.71159944 1.7370955 1.49806292 -0.36718306 -1.94223312 1.9577835 -1.57375309 -0.18955498 0.29275261 0.11421903 2.58473902 1.1735284 0.35387747 -0.68685077 -0.40949756 -0.38161032] Distance 8.36690131631038 Each least square approximations [ 8.74350429 -1.39396346 3.64146656 0.30853013 2.72738121 0.96658588 -2.35721012 1.66746516 0.27105838 3.37897697 1.11984609 -2.38817162 -0.26092076 0.71283055 0.05796767 1.90159826 0.82846536 -2.16197634 1.56133132 0.49283618] Distance 8.808468094907397 Each least square approximations [10.4021759 4.49380852 -1.08403824 -3.11902138 1.33825636 -1.23604145 0.18371665 -3.49334469 -1.43998084 -1.48374564 -0.57599939 -1.49079097 -1.14116576 1.12061224 -0.31288196 -0.49312216 2.05402708 0.77478054 -0.02827942 0.55709146] Distance 6.856655917060782 Each least square approximations [10.4982349 -2.89124122 -0.50813135 -2.64580136 0.16677828 1.13285753 -1.78912872 -1.80925464 1.28827255 2.79549498 -0.9454403 1.43301875 -0.42264833 0.0456059 0.36283554 0.24226078 -0.95088765 0.68207352 -1.0418559 1.34821782] Distance 8.127104116892738 Each least square approximations [-12.4631214 -0.83545911 -2.50383259 3.60292522 0.27959875 -0.49481547 -2.44180324 -0.16008433 -1.4297603 1.22822678 -0.82824429 -0.45546857 -0.75808079 -0.25171885 -0.24060046 0.48760008 -0.24419729 -0.4708869 -0.18085072 0.8122545 ] Distance 5.365549024699935 Each least square approximations [-5.36441043 3.79826752 -6.80999658 4.30585536 1.43963608 -3.19810787 1.88528573 2.99793598 -1.97156687 1.37723977 0.41953265 -0.68365645 0.8591794 -0.54262047 0.48991487 0.22345609 -1.36213094 1.43565834 1.2944138 0.39686333] Distance 9.428710706191323 Each least square approximations [ 1.51554238e+01 9.07101553e-01 -1.59673153e+00 -7.90818647e-01 5.26290052e-01 -7.65130340e-01 3.37642575e-01 1.29339916e-01 -3.47382466e-02 2.14853933e-01 -2.47431694e-01 -9.80750860e-02 2.23990147e-01 1.17208799e-01 1.96174798e-01 -1.19139199e-01 2.71170718e-01 6.68873704e-02 7.00157449e-03 -2.71528800e-02] Distance 0.6091893774121102 Each least square approximations [11.09991925 -3.14086126 -4.54709479 -2.07149453 0.03189122 -0.16409976 -2.32478839 -0.16878111 0.54060182 0.86925741 0.56561704 2.24596701 2.02609913 0.52166486 1.74763392 -0.50240042 -0.46516817 0.10874017 0.19833842 0.59360851] Distance 7.559439984924546 Each least square approximations [-9.26987508 -4.54964974 -5.51112613 -0.34232186 1.79245872 2.21005539 1.13299803 0.08453225 0.30767612 0.02108954 0.92047968 0.68611394 -0.93909324 -1.85510237 -0.23248709 0.79886809 -2.64342547 0.65308653 0.84210387 -1.7940579 ] Distance 8.431140289253866 Each least square approximations [-10.9182432 6.25767593 2.71486988 -1.36116458 -4.41236708 -2.37471997 0.02290275 -1.40678225 2.5978654 0.47594824 0.56262959 -0.16549969 0.67220113 -1.48321904 0.49645741 0.97625242 -0.720003 0.9560692 -1.77792525 0.50493225] Distance 4.966454363064334 Each least square approximations [-9.64962527 -2.0252244 6.62962343 -0.66574775 -2.25225537 0.90839806 -2.4482708 -0.81135294 -0.98613336 -1.28333034 -1.16310228 -0.6222386 1.37692831 1.48840876 0.53984045 0.37301097 -0.05047081 -0.03868709 0.06704456 -0.45082136] Distance 8.490428620676436 Each least square approximations [10.32701505 -2.87568047 4.14432522 -3.70085488 1.85300309 0.73823251 -2.10111747 0.34530536 1.199058 3.31194787 -2.5602869 0.36001282 -0.14785615 -0.7653652 1.55621466 1.9329734 -0.19274009 -2.16264024 -0.20780402 0.93781287] Distance 7.040406729229206 Each least square approximations [10.73698339 4.13144593 2.86198766 -1.25422189 4.14169334 -0.16939945 0.35318264 -0.5581868 -1.13334948 -2.99156583 1.00261086 -1.63306597 -1.03841447 -0.80722044 -1.84763698 -2.38740336 0.0428313 -0.89411927 -0.6707317 -0.95692856] Distance 6.979386283948075 Each least square approximations [ 1.08011082e+01 -5.24669505e+00 2.28177205e+00 -3.87974743e+00 -1.64170825e-02 6.26095812e-01 -2.44224564e+00 6.49874236e-03 1.63429045e+00 1.25612672e+00 3.10630219e+00 -4.94265816e-01 -6.17581017e-01 8.83726549e-01 -1.82832814e-01 3.47798824e-01 -6.59907444e-01 1.98866244e-01 -1.03129672e+00 1.86358299e+00] Distance 6.6396133276991876 Each least square approximations [-11.27030142 -4.78989816 1.95224087 1.76134297 -3.15389001 0.11742796 -2.45514216 0.36440629 -0.06639036 1.83421158 0.688982 -0.44024909 -1.24102204 1.87964279 0.32427725 0.25532244 -1.6342643 0.08917177 -2.37681343 0.85372909] Distance 6.635292934197529 Each least square approximations [-5.5695106 -1.01089501 -1.79326032 -0.15419512 0.92506219 2.32593005 -2.06931381 4.96613687 1.59830727 3.38076236 -3.10792919 -0.21813011 -1.9540047 -0.36605602 -0.30577754 1.726933 1.52291585 -1.06421881 -0.97669682 -2.51936443] Distance 9.192111759499632 Each least square approximations [ 2.66406205e+00 -1.60753899e-01 -1.73137662e-03 -1.35753673e-02 2.39321889e-01 4.53381587e-01 -1.12731085e+00 -1.29255281e+00 -2.04240349e+00 -1.08452672e+00 -2.10887476e+00 1.95821546e-01 1.03204747e+00 -9.12665164e-01 4.88799153e-01 -2.39867169e-01 9.45327053e-01 -1.85849102e+00 -8.94921566e-01 4.58535688e-01] Distance 12.990139052186896 Each least square approximations [ 3.08051956 3.39560709 -3.5043441 -2.23429906 0.13781084 -2.55547019 2.36860421 0.39040222 -0.12639325 0.16302321 3.5267088 2.06572126 -1.73526526 -1.24153167 -0.73859643 -1.77021752 1.40082236 -0.5456234 0.31830847 2.28529507] Distance 10.643800076448445 Each least square approximations [-8.06376315 2.3899646 3.25657157 2.85560239 -2.10191755 -2.40690053 0.96394394 -2.91003618 1.07688179 -0.56514806 3.0512874 -2.47428997 0.76404014 -1.13723661 -0.97128139 2.08215908 1.92066254 -0.0184663 1.77602652 -1.44984136] Distance 7.371588635948351 Each least square approximations [-1.67326618 1.14200196 -2.2388434 -2.57836298 -1.23507296 -0.54327063 -3.65640305 -0.50947069 0.11071989 0.50653715 2.81637294 1.81954858 0.93756969 -2.22091635 -0.97169724 0.95989817 0.53401491 -1.08205738 -0.18842794 0.16818926] Distance 12.02230073633861 Each least square approximations [-5.26085361e+00 4.71998553e+00 -1.65914213e+00 -2.04564056e+00 -2.82119601e+00 1.95470306e-01 -1.65726739e+00 3.00531348e+00 -1.08101607e+00 -2.37254813e+00 -4.28939578e-03 -6.10248408e-02 1.20075473e+00 -2.65464747e+00 8.96951104e-01 -8.20666841e-01 -1.36091510e+00 -4.57541165e-02 6.69451268e-01 3.04074851e+00] Distance 9.564156894967931 Each least square approximations [ 2.77866836 -0.17326828 -1.26324369 -1.96944866 1.15944443 2.08084496 2.0569332 0.6410812 -3.03093208 1.53728808 0.08764379 2.96305455 0.32014066 0.45800068 -0.70757564 0.73484077 0.66930618 0.14817406 -1.596918 1.93910936] Distance 12.018565557157604 Each least square approximations [ 4.15033714 0.54292807 2.02013268 1.99259887 -2.81686038 -0.63825549 -0.19821655 -1.34776118 -1.8006307 -0.20620145 2.36973429 0.41870132 -0.14388118 -0.01574798 -1.82864453 3.16658221 0.12635017 -0.84817035 -0.68550585 -0.70650746] Distance 11.684021598162023 Each least square approximations [ 5.01908621 2.71652699 -1.42901154 -0.21194949 3.11926714 -2.69192338 1.719798 -0.62852588 2.6871373 0.96550703 -0.21166475 -3.14933337 -1.69029053 -1.85127596 1.99220321 -1.01772473 -1.0459742 -1.90750805 -0.09973526 -1.51715135] Distance 10.248017939125589 Each least square approximations [-3.7720864 -1.24419924 0.42393487 -2.29279171 2.82569742 -0.58390209 -1.51676871 -1.59868752 2.72458052 1.97779683 -0.6968826 -0.12660684 -0.20526202 -1.0753728 -1.82815512 -3.43051895 2.15284303 -2.47308573 -0.05772294 -1.12124015] Distance 11.04108242775786 Each least square approximations [-11.21703543 -6.45482814 -2.24628327 -2.2006533 -1.83549277 -0.13584526 -1.44478478 1.9941687 -1.54555713 1.25168621 -0.96116862 0.31318526 -0.28910827 -0.22566435 0.3470897 0.43175942 0.87506815 -0.18838205 0.13970434 1.54389096] Distance 2.939142971865742 Each least square approximations [ 2.8663194 2.73078265 0.65456017 -1.4269896 -0.56778687 1.39731509 -1.59596319 -2.22229862 -4.26021275 -2.57467366 -2.79873436 -0.95688179 1.02900009 -1.12406014 0.65757867 -1.19494678 0.99475843 0.54427035 -0.3086085 -0.04814049] Distance 11.708863258521738 Each least square approximations [ 5.10264761 3.74241277 -0.40112121 -2.96091673 3.20083986 -3.5597229 1.37418637 0.05854044 3.73041756 0.82641956 3.09329874 -0.96202533 -1.68051927 3.28276872 1.31049782 -0.72990056 1.89599195 -0.4835835 3.62733008 0.5820339 ] Distance 8.487665708549265 Each least square approximations [-7.40268243 2.76505082 -0.7196343 0.74628702 -1.86808993 -1.4675034 1.64288754 1.61604484 0.41376892 -1.37661673 0.17324628 -2.33520255 0.1293078 -2.22954502 -1.14795697 -0.56803243 0.37986734 -0.82750357 0.76110226 1.27957842] Distance 10.601482736657648 Each least square approximations [-3.63706578 -1.57963364 1.6841388 1.32607217 -1.11422653 -1.59800054 -3.02277488 -1.36177733 -1.93910274 0.33128833 -2.27076869 0.10786653 2.60419304 -1.12182715 1.049699 0.78296753 1.16767553 1.14212648 -0.88902461 0.63853911] Distance 12.096467440847887 Each least square approximations [-7.19962572 1.06379378 -4.01714105 0.43665193 -1.80956978 3.54229614 -2.71904836 1.75475704 1.84468219 -2.37335544 1.21785678 -0.02397934 0.82624758 -0.86967952 -0.30442888 -4.0889269 0.37307928 1.46302964 -0.24729419 1.86465929] Distance 8.597168100583495 Each least square approximations [ 5.62045 5.58817726 -0.07746746 -4.60522191 0.47965631 1.50561216 1.0280114 0.09269037 -3.5387664 -0.14332784 0.88165773 2.839787 0.77979852 0.82772351 -0.89616152 -1.31102467 1.24115431 1.23634427 0.24915965 0.75438141] Distance 9.359201693620506 Each least square approximations [ 5.01022146 -0.39491088 -1.01467596 -2.48807427 0.68420283 -0.0243204 -2.94272288 3.43766647 0.17049787 -0.03813585 2.44825911 -0.01721114 2.10364732 -3.34368994 0.9504676 3.07993976 1.17005859 -2.02300124 -1.03740783 1.62788887] Distance 10.46216003645894 Each least square approximations [ 5.17255131e+00 3.44598828e+00 -1.58168462e+00 -3.92412489e+00 5.04874022e-03 -2.73804880e+00 2.17479535e-02 -3.28775181e+00 1.35453399e+00 -2.47529581e+00 -3.76922413e-01 -1.02002309e+00 -1.13501412e-01 -3.75617342e-01 -3.76250439e-01 5.34202099e-01 7.56566574e-01 -1.49433117e+00 -4.48966385e-01 -1.68747727e+00] Distance 10.661682899390437 Each least square approximations [-4.16934088 1.07145213 3.70223573 -1.60697155 -2.53395238 -0.42257479 0.6659306 -0.3849739 1.45611892 1.02446964 0.15725316 -2.80424622 2.14750918 -1.73124678 0.07352867 -0.48961225 3.61689256 -2.37059661 -0.02348441 0.96803768] Distance 11.114198547777558 Each least square approximations [-4.43902232 2.045095 -2.95969853 3.16778311 4.20168985 2.17875672 0.5699792 1.77896588 0.14232592 4.23703206 -2.86963563 -1.14298945 -1.96899672 -1.34636088 -0.10683995 4.47540014 -0.30141266 1.55380718 -0.1140633 2.26977979] Distance 8.957328729139533 Each least square approximations [ 5.98998481 -1.16025933 0.14181796 0.82922804 1.20308662 1.18833553 -2.71307256 -3.24432889 -1.48081287 2.13769844 -1.37796981 1.17620498 -0.08441329 0.67458204 0.10988358 -0.88740663 0.26717953 -0.10684216 -0.22419977 -0.59295601] Distance 11.800410929281611 Each least square approximations [ 6.70419081 -0.23251995 -3.99508161 1.55730971 1.30858754 0.23277233 2.47255899 -1.4225089 0.87051784 3.05822367 0.80827256 2.84357846 -3.16168135 -1.09550367 -0.77401687 0.26491024 -0.55572126 -1.51742369 -0.47880256 -0.47020445] Distance 10.131822277174784 Each least square approximations [-8.86535777 2.22503087 -1.3431233 0.05170792 -3.28193879 5.16420447 1.02339973 -1.2978684 -1.23575578 -0.05849133 2.50826859 -2.64410418 -1.48512433 1.58857068 1.4322589 -0.66793163 -1.0995275 0.45713905 0.1038773 -2.03823704] Distance 7.521559157555496 Each least square approximations [-6.14474335 3.29379873 0.39994908 -1.93846264 1.0142138 2.4665047 -1.13179621 1.80789612 -0.71397823 -0.85918904 1.32555796 -0.06616682 0.20050548 -2.1052698 -2.10545702 1.33217522 0.97564298 0.52465735 1.53750098 1.30524561] Distance 11.249457552189773 Each least square approximations [-7.14582061 6.89855194 3.21225724 1.57588969 -0.39071489 0.72076128 -1.46486451 -3.19184433 -2.26549964 -0.91991078 -0.03608715 -1.37202297 2.67319111 0.52455587 1.11293407 -0.51423025 -1.10118695 0.07811406 -0.50684197 0.33462306] Distance 8.17838074657002 Each least square approximations [ 5.41605179 -0.43821212 0.49353787 -2.54574978 -0.51933345 2.92698859 -0.34124601 3.3209912 -2.29829007 3.83843229 1.46047557 -0.71636394 -0.1754588 -1.16799952 3.62463395 1.03079354 -1.59256869 -2.43517987 -1.19213525 2.31983371] Distance 9.998086496226607 Each least square approximations [ 4.11974235 4.73911223 1.23550577 -1.49543651 1.07537284 -0.6732038 0.26055891 -1.81020099 0.48234867 -0.02020454 3.08283905 -1.52181269 -1.13081515 -1.35781732 -0.63893601 0.16040831 -1.66720612 -0.09812021 0.38390901 -0.13015558] Distance 11.958652499953054 Each least square approximations [ 6.57091843 -1.13012181 -2.58815721 -2.55174602 2.35200497 -0.10403203 -1.0145016 -1.88064097 -1.33871813 0.94336285 -0.50923362 -1.27997087 -0.47523462 -0.58253629 -1.34467531 -0.7882119 -1.97319226 0.05405399 -1.15327346 0.32365741] Distance 11.359679473917208 Each least square approximations [-5.58951472 -2.25917562 -0.25310332 2.9924236 -0.62129069 0.777091 -0.52956651 -0.84588224 1.61086636 1.63580627 -0.21586744 -0.82268581 1.38590825 -1.09914935 -2.63310131 -2.0669715 0.65487642 -2.74307459 -2.03949932 0.52771616] Distance 11.386384163781141 Each least square approximations [-4.83857081 1.36256175 -1.75892688 3.70584209 4.91814449 2.44140244 1.56195082 1.90720307 0.98188563 2.69526365 -0.25777195 -0.86260649 -1.81087056 -2.39389954 0.57519966 4.1709456 -2.33806026 0.12151877 -0.34385052 1.77753524] Distance 9.090874347231578 Each least square approximations [ 6.19710327 -0.24492734 0.6538665 1.20420414 -0.24481342 0.97533931 -1.80429455 -2.83153134 -2.2966967 2.46911771 -1.37093962 -0.50434524 -0.31847536 -1.55747107 0.64108821 -1.25516635 0.28624493 0.33826493 0.47863435 -1.15912948] Distance 11.536343293204538 Each least square approximations [ 5.72971151 -0.78567985 -3.12448823 1.45509053 2.26673822 -3.23398122 0.26308672 -0.36033799 0.37345206 2.01206836 -1.18830239 4.19201827 -1.84761697 -0.21690003 -1.37382791 -1.73026033 -0.03770793 -0.63476306 -0.60494161 -0.00857154] Distance 10.587414558768703 Each least square approximations [-6.85672406 2.26737884 -3.19739896 3.20813623 -3.96138888 2.94778769 4.49014878 -2.97545835 -1.049633 1.1086264 0.12324065 -2.01106744 0.48106519 0.68976703 -0.5995876 0.68946048 -2.72385329 1.16285 -0.53026199 -2.49398269] Distance 7.498523752059776 Each least square approximations [-4.05548072 2.44156609 1.68833691 -4.68730204 -1.60187985 -0.53238526 -2.01645477 -0.45997281 0.31462247 -0.7144488 1.19235722 -0.83325669 1.43770132 -3.17282398 -1.43258356 2.12668039 0.89998448 1.20288332 0.58205684 0.69090996] Distance 11.253314452114772 Each least square approximations [-7.19431864 9.15857984 3.08537541 -0.35671312 -2.67334425 -0.37608903 -1.78107361 -0.66179445 -1.25095392 -0.24966407 0.63189276 -0.72832107 1.59620356 1.95712239 0.58853114 1.28476481 -0.59432203 1.0038474 0.33843838 -0.35395648] Distance 6.065074364786108 Each least square approximations [ 6.06150221 -0.41016499 -2.39291625 -3.068194 0.14620119 1.88324473 -1.32373631 2.80136293 -0.64588099 3.16185659 1.10063908 -0.03325491 -1.28826783 -0.84938124 1.73736923 1.62043066 -1.80947144 -0.07003437 -1.06187896 2.45089319] Distance 10.498443643642737 Each least square approximations [ 4.18604669 1.40734888 1.57989221 -2.59364096 0.48082822 0.2495793 1.11441195 -2.41373933 -0.31602617 -1.19255702 2.4097867 0.04748995 0.30262558 -0.43455387 -2.83627881 0.32025944 -0.40701824 -0.32464359 -0.90124884 1.36046339] Distance 12.276799703443078 Each least square approximations [ 4.029108 -2.71526816 -2.69404668 -2.65073288 1.79989927 -0.37700839 -1.94417429 -0.13871187 1.15863764 1.53202308 1.67948293 -1.75310264 0.11058639 1.4019634 -0.6659798 0.16602064 -3.45807182 -0.99600875 -0.74105838 0.58707967] Distance 11.59969888763718 Each least square approximations [-4.06017183 -2.28805475 2.06025606 2.02813046 1.12757453 -2.62526842 -1.21327392 0.82031223 0.2653827 2.80286727 0.86597739 -1.27347285 -1.31327405 2.29444914 -3.66905747 -0.55640905 1.75874567 -1.3619743 -1.73305855 -0.4126562 ] Distance 11.222014928730154 Each least square approximations [-5.08360546 4.40314394 -5.65845579 5.00656663 1.99460208 -1.18387929 2.45987365 4.08594379 -3.06099873 0.73976281 0.00687563 -0.35666789 2.24437668 0.24051546 0.05717128 0.37598154 -1.72225713 1.58208303 2.52720143 0.29986106] Distance 8.71920675082797 Each least square approximations [14.43049441 -2.0929705 3.44413566 2.27388224 -0.0598742 0.37182011 -0.87698665 0.13125763 -0.29068081 0.14755728 0.67025265 -0.1285972 -0.27149182 0.07082032 0.31962951 0.07133876 -0.59461584 -0.06252465 -0.76531847 -0.30543948] Distance 1.1488300228385682 Each least square approximations [10.22935382 -3.6759168 -5.03143562 -1.48264828 1.03291497 -1.37681721 -0.91963193 -0.04602753 0.84758462 1.25038514 1.29554224 1.50237117 1.90368985 -1.11980622 1.59405558 0.09843532 0.40324886 -0.27615912 -1.02057024 -0.06176317] Distance 8.323965775873722 Each least square approximations [-8.66511938 -4.60346536 -4.87424868 -0.42910243 0.97420717 2.53658115 1.1723303 0.20493295 -0.97799648 -0.26604512 1.11522109 1.26452598 -0.31644567 -1.7041344 0.2885528 1.52723357 -3.05370444 1.80007541 1.32987305 -1.77094405] Distance 8.827025921873174 Each least square approximations [-10.19410082 5.58103709 2.9199433 -2.81842187 -4.45656722 -1.17520256 1.30258464 -0.469271 2.97698762 0.5669275 1.40167982 0.90991456 1.49739118 -2.38122591 -0.2086939 -0.46037278 -0.73442295 2.11641098 -1.09655011 1.25992649] Distance 5.571865087243296 Each least square approximations [-9.5795126 -1.13915771 6.77237183 -0.58182295 -0.95358966 0.70939598 -1.55626946 -0.59276333 -1.10378632 -1.27660872 -1.34322763 -0.55495484 1.40144134 1.00249433 0.70630127 1.78870832 -0.06005975 0.68002633 -0.28709726 -0.13323979] Distance 8.834403611869439 Each least square approximations [10.28708731 -4.44605985 2.76990474 -3.62080224 -0.01508623 0.8092079 -1.47282978 1.9617509 2.22928137 3.59534191 -2.75885586 1.85519197 -0.30853348 -0.78766211 1.83089109 2.0415815 -0.15176039 -1.99283399 0.08456213 0.66623817] Distance 6.246390010193303 Each least square approximations [ 9.23737756 3.62510944 2.42933421 -2.69195343 4.09868008 0.31824256 0.26349807 -1.3235611 -0.8687891 -3.38315428 2.29542221 -1.17421262 -2.20363673 -0.23835381 -1.2756042 -2.548596 0.65943711 -0.95810203 -0.56169863 -0.66188745] Distance 8.328518920116451 Each least square approximations [10.78625332 -5.4954747 1.81720177 -2.62919742 0.69419291 0.26633947 -3.36237942 0.18264145 1.37931755 0.86827994 2.96910005 -0.12167316 1.52869443 0.66980337 0.48107418 -0.99658709 -1.70296006 -0.37539 -1.34897646 1.10620996] Distance 6.59266362966522 Each least square approximations [-10.37713501 -3.53352018 1.17058427 3.03088409 -2.4022568 -1.11620163 -2.48552489 -0.82876816 0.49547798 2.25481896 0.04852826 -0.40925187 -1.35710311 2.96506736 0.13061628 0.23972306 -1.57214262 0.22797564 -3.51851046 1.9572077 ] Distance 7.3582958950822706 Each least square approximations [-2.94298159 2.12752455 -2.09938232 0.78811488 -2.64513984 -2.76399575 -3.69606658 1.44360795 0.9075657 1.47963684 -0.85780346 -0.43962838 -1.91000517 2.29956276 0.63446028 1.53501 -0.3484833 0.31847354 -0.13904051 -0.18951112] Distance 11.332350617950432 Each least square approximations [ 4.76898833 -0.95099192 -0.85529061 -1.65655422 0.45254697 -0.92947949 -1.246976 -1.47389898 0.88147971 -0.43505489 -1.7742366 0.55511674 0.9915489 0.39831159 0.80753401 0.38927709 -0.03622393 1.47321888 -1.19391714 -1.80490688] Distance 12.157000085030992 Each least square approximations [ 6.61828847 3.47260113 -0.87458805 -1.00077453 -4.0509236 1.27117339 1.36166542 2.17126007 0.07331755 0.78716624 -0.37704628 1.56346329 -1.11824619 -1.97067517 2.19681121 0.85955706 -0.32972469 -0.63107767 1.26453672 1.29685041] Distance 9.644421001742657 Each least square approximations [-4.05762166 -1.01574836 0.48343232 -3.36970385 1.56247692 1.43107704 1.81363998 0.14301868 0.2559435 -2.79851107 -0.7322596 -2.38384586 -4.22450413 -2.06282589 0.06752499 2.0013959 0.65737295 -1.05187881 -2.69872498 -0.29849684] Distance 10.339836958228775 Each least square approximations [-4.1743597 2.09518446 1.25336478 1.86056142 -1.67788242 1.02945943 2.75443118 -2.22333209 0.93485495 0.34251721 2.32667507 1.01875417 -2.80875691 0.98921975 2.81631186 0.62573506 -1.22711936 0.86232587 -1.48027377 -0.49985249] Distance 10.970776668569277 Each least square approximations [-2.64611473 -3.44486382 -0.08627677 0.01361934 -0.80031276 1.44062986 -1.45949281 0.28051213 -1.14646008 -1.80764853 -1.19641916 1.77952815 4.10648382 2.71201019 0.56851127 -0.40093758 1.0707919 1.77168824 -1.88421393 0.41724107] Distance 11.280124783164858 Each least square approximations [ 4.26702342 0.06842592 4.75562019 0.74614534 -0.12214829 -0.32544242 0.11739928 1.4969837 -2.26815886 0.72491949 -3.44673319 0.01224206 0.45165699 0.56515501 -0.20160724 -0.29634839 0.57043993 -0.96600837 -0.37712996 -1.41031335] Distance 11.295240052700574 Each least square approximations [ 4.61384454 0.51641077 1.3432225 3.3590897 2.11859893 -0.57303179 0.70505205 0.30450314 -0.13716444 -2.20018845 2.41256662 -1.6720498 -0.98935904 1.70271296 2.51894396 -0.33460845 0.88491758 -0.4846731 -0.57120558 -1.47640513] Distance 11.204956044280726 Each least square approximations [ 5.36280701 2.10019547 4.2187406 -2.70878629 -0.31014414 3.82363029 -3.079958 2.95808586 2.37309329 -0.44659012 0.1752036 -1.15543646 0.31082562 -4.77168972 -1.02778386 -1.33052751 1.96693536 0.90599867 -0.35879662 -1.00508209] Distance 7.934638447345938 Each least square approximations [-3.68565398 -0.22848175 0.64661215 -0.31356487 -4.73066966 0.58128921 -0.31382826 -0.45921669 -0.60614597 1.04727706 -1.27114593 2.57511202 0.83756067 -1.95455058 2.17278407 0.77395534 -1.61343462 1.44289342 -1.94849873 1.38173609] Distance 11.216574602995705 Each least square approximations [-5.35436226e+00 3.35877736e+00 -4.81020963e+00 2.99918585e+00 1.54076408e+00 -3.95826939e+00 2.96430924e+00 1.70058094e+00 -2.32373100e+00 -3.19372053e+00 1.06495538e+00 -2.33715734e-03 -1.33501773e+00 2.96491858e-01 -1.19728595e+00 -1.99397697e-01 -2.90481446e+00 6.91334600e-01 1.63237096e+00 1.85304363e+00] Distance 9.063962362965082 Each least square approximations [ 7.77116997 2.30025387 2.34156373 -1.74605794 -0.73136554 5.12543816 -2.6798928 0.73474148 2.15225595 0.66505513 2.56040649 0.19956038 0.52330198 0.54567606 -0.79796951 0.15381099 -0.01826729 0.13944276 0.93688606 0.2721531 ] Distance 9.820255594907843 Each least square approximations [ 8.61090624 -8.14636455 1.11780228 -4.31196903 2.24834143 1.79121979 1.64401518 -0.5941645 1.31962005 2.36705388 -1.54313799 -2.01572195 0.2253102 -1.34298995 0.19347376 0.10577295 0.15587037 -1.23255823 1.65829715 -1.37574465] Distance 5.0498417558694495 Each least square approximations [-5.32729549 -3.14376717 -6.24237847 -0.56072984 1.89153067 1.34915333 0.1893714 1.84672451 -1.04421069 -1.98067199 1.14265818 0.86363604 -0.7300872 -3.30227289 1.39249585 -2.78338266 -1.88264721 0.62065899 0.88083953 -0.9068183 ] Distance 9.94711844068268 Each least square approximations [-9.97447435 -0.04947541 3.26560038 -2.20024842 0.20817262 0.65612182 -0.34754074 1.73605101 3.00662346 0.77487441 -3.18199443 -0.21037291 0.46328278 1.75090583 2.04016482 -3.58151832 2.18064928 1.06869511 0.18710913 0.64732583] Distance 7.349457046871458 Each least square approximations [-7.26348021 -2.21031846 5.43176109 -1.29488666 0.16182159 2.39576008 -0.81530047 -3.3248503 2.26565663 3.49778367 1.64332808 1.05181121 -0.06325338 -1.38219729 0.15442252 1.45092529 -0.28425673 -0.32664615 -1.82270133 0.54125962] Distance 9.149933687933826 Each least square approximations [ 9.04772448 0.0885461 3.37679034 -1.77671418 1.44742313 -0.05370001 -0.81290234 -0.16640562 1.26599115 1.43555484 2.56462585 -1.89795932 0.88970874 -2.65981758 3.05868241 -2.35790807 0.32994897 0.63748749 -2.3545282 -2.2268405 ] Distance 8.496714364140448 Each least square approximations [ 6.47970708 3.23286297 2.81476978 -5.21829126 3.90367115 2.70004185 0.07429033 0.10227457 1.73230402 -1.26380323 0.11187708 0.84044915 -0.10892404 -0.2504823 0.29361121 -1.23605327 -0.31853377 0.60522011 0.67230279 -1.37078081] Distance 9.955445529005111 Each least square approximations [ 7.142629 -2.51674943 -0.2633186 -6.1415887 1.14405216 -1.03558115 -0.68203855 1.27941477 -0.46751583 2.47405371 0.62923567 2.93009972 1.24615766 2.20772928 0.07070078 -0.26556172 -0.91494258 1.23063648 -0.89911069 1.38800784] Distance 9.618661529607245 Each least square approximations [-7.4030821 -1.34592104 4.01027449 4.96029109 -2.02676841 1.24394521 0.79647045 2.7667805 -0.03159273 0.36431196 -1.21187938 -0.90907566 -0.3309011 1.23168622 -1.10948539 1.03705503 -2.50559636 0.29138749 -0.49605177 1.05815753] Distance 9.680527514192875 Each least square approximations [-7.46190821 2.27023442 -5.43701638 1.00471385 -3.6814791 1.12460325 -0.1280704 0.38453039 -2.59701563 -0.1195075 1.96763814 -1.34736873 2.68113472 -1.10244191 -1.68092477 0.74987928 -0.38481431 -0.26018228 -0.15250872 0.50560785] Distance 8.65961799094141 Each least square approximations [ 6.82134348 0.70521334 0.41171163 -1.48968372 -2.06031517 2.19267154 -1.37644897 -0.96165918 -2.28491745 -1.00740924 -1.73286266 -0.12303369 -0.26755809 -0.56668195 0.18482761 -0.32405619 1.40820431 -0.01289013 -0.80973438 -0.82350441] Distance 11.476786323332497 Each least square approximations [ 6.14357988 1.22590202 -2.74565981 -3.08537965 3.47283703 -1.44944725 -3.69581354 -1.69014065 2.17272152 2.09920503 1.79837515 -2.68181037 0.15407583 0.62752649 1.76421014 -0.14470555 -1.09907388 -0.52575217 0.01319086 -0.29194173] Distance 9.718640971630741 Each least square approximations [-9.61016519 -2.42198311 -1.24792361 -1.90396888 1.49762414 -1.58323517 -0.74644182 1.12682161 -2.09097059 2.4692837 -0.4265948 1.39792164 3.79280672 0.32402124 -3.06035285 0.51049962 -1.42264227 -0.1398417 1.09448621 1.424906 ] Distance 7.357566721372627 Each least square approximations [-7.9395548 -0.38027975 -1.72046875 -0.81506286 -2.99013839 -0.9587994 -0.9862795 0.65766539 -0.12652282 2.48341372 -0.29790537 2.26285472 2.64935519 -0.97191258 -2.01954883 0.3897837 -1.00028392 0.20287209 -0.93725083 -1.68572807] Distance 9.984408146868427 Each least square approximations [-1.18810723e+01 -2.74338907e+00 -2.96008402e+00 1.34369470e+00 -2.24664164e+00 -2.26942711e+00 4.10752559e-01 -9.32660000e-03 -1.04920613e-01 9.68574809e-01 -8.24739094e-01 2.17558340e-01 -2.01498234e+00 -1.69053524e+00 -1.39670675e+00 -1.25764472e+00 -3.36992019e-01 -1.53307757e+00 2.82806011e-01 9.80512303e-01] Distance 4.566771051311439 Each least square approximations [ 8.00152585 -0.23966432 2.4892422 -0.59798196 1.30273919 0.94860909 1.65566562 -0.40193502 -1.11568044 0.63156615 2.55731304 1.6061525 1.04686797 2.11259959 0.60076515 -1.3086422 0.69302457 -2.28402479 1.27656513 2.0504208 ] Distance 10.002297106601793 Each least square approximations [ 8.34803606 -0.82971371 -1.48911473 -4.43503226 0.12474997 -0.54166004 -2.36144278 2.09267218 -1.69524839 -1.53806105 0.50983546 0.68318122 0.71982573 -0.84424688 0.37249167 1.1646249 1.20481997 -0.34156892 1.72502442 -0.85686027] Distance 9.46614716705429 Each least square approximations [ 9.14858642 1.66713211 -4.54181888 -2.21837886 -1.35347087 -2.08920118 0.66687413 -1.37018668 1.26553282 -1.73901767 3.46919774 1.3999107 -0.64837768 1.10824207 1.79454794 -0.31828781 -0.43245978 1.82843881 0.41380534 -1.14605842] Distance 7.547048623163605 Each least square approximations [-9.20650445 2.16754219 1.02321857 -0.73964946 -0.97595783 -2.28698287 -1.79337619 0.99080007 1.06163875 0.48645902 -1.03804291 -2.18518851 -0.83527513 2.32723842 -0.85151163 -1.3111655 1.44654428 0.32823554 0.91153003 0.13097671] Distance 9.265680422862996 Each least square approximations [-11.42987356 -4.31338671 3.38225738 -1.63338823 -0.58437804 -3.54262275 -3.44998009 0.349111 0.36919041 0.58025765 0.2498437 0.39339629 0.84823292 0.57449148 0.1015231 -0.577054 0.50851936 -0.51567127 -0.92037719 -0.23797838] Distance 3.834681738415312 Each least square approximations [ 1.51030849e+00 6.08665105e-01 -5.10541823e-01 -1.71072103e+00 -1.22778026e+00 -2.80062584e-03 -1.46430585e+00 -1.57400350e+00 -2.32691675e+00 -1.73509338e+00 -3.29442833e+00 -2.68923340e-01 8.58279158e-01 -1.47264051e+00 9.60783952e-01 1.61725604e-02 -8.45490125e-02 -4.44768138e-01 1.96930065e+00 -6.69129277e-01] Distance 12.915449763040991 Each least square approximations [ 4.79540468 3.40045559 3.46628138 -1.69405291 0.5320239 -5.10787748 0.67797786 -1.4414131 2.1399477 3.00782317 3.11538596 0.11780312 -2.28749876 2.89742521 0.03360855 0.94412224 2.72737289 0.26450817 3.44715266 1.07278025] Distance 8.35007961349858 Each least square approximations [-4.65769422 -0.33353501 1.76277555 0.48982659 -3.51192694 -0.95601716 3.39878387 2.87189666 1.12922739 -1.92741099 -0.86270244 -0.88674175 -0.19968633 -2.78630608 -0.39647547 -0.20655623 -0.5559216 -0.35675771 -0.59524236 -0.10771894] Distance 11.530871265557906 Each least square approximations [-2.44424015 -1.84379513 1.16110076 1.07857566 -0.36780337 -4.0995832 -0.33957206 0.34629348 -1.99747576 -0.74681306 -2.26104043 0.87884668 0.75191555 -0.52692847 1.36327681 1.58017428 1.12121772 0.61042146 -1.0055818 0.06880591] Distance 12.615385055843412 Each least square approximations [-5.13940277 0.4300888 -3.55765089 1.86523787 -0.90178762 5.35674199 -0.29484944 4.55524882 1.45073426 -0.71178611 1.43070228 0.55695535 2.1977453 -1.20480624 -0.6479034 -2.19048261 0.10038521 1.10982049 0.1697824 2.01427374] Distance 9.571385139950333 Each least square approximations [ 5.14948588 7.50036365 -1.00488471 -1.48275851 0.71851631 -1.50993725 1.57621194 2.06980634 -2.72324569 -1.36738193 -0.52939595 1.90041824 0.85355051 0.27056785 -2.1655646 -0.80715311 -0.05579128 0.91045453 0.09449066 -0.21879291] Distance 9.52532089463574 Each least square approximations [ 2.79064953 -0.12671058 -3.79342195 -1.84760667 2.02060803 -0.13918833 -3.85220016 1.85599531 0.04273708 -1.15203093 1.55285722 -1.33250465 1.95401922 -0.39232268 -1.57379151 4.16696445 1.16890447 -0.67249743 -0.81229192 0.91612821] Distance 11.218148742078471 Each least square approximations [ 3.55351118 3.85963971 0.02797546 -2.25574847 2.05392406 0.07279134 -1.66723166 -4.37737563 2.43878799 -2.1122023 0.52702646 1.10362172 -1.76968504 -0.49988587 -1.50199785 0.72082179 0.91138503 -0.4003126 -0.46744727 -0.65618573] Distance 11.313992748491334 Each least square approximations [-2.69367171 0.65699599 0.23064059 -0.9706966 -2.10192588 -1.89727646 1.30905087 -1.17209072 1.85128744 2.06456027 1.09344803 -2.61366813 1.9265267 -2.53569229 -0.53796272 1.8145883 0.99405668 -0.73217635 1.58993546 1.23383707] Distance 12.316020263608424 Each least square approximations [-7.31466213 3.65318138 -2.22555042 -0.28861206 -1.4072152 -0.51023591 -4.11365306 3.60973797 0.45130859 1.5966002 -3.36165967 -0.13792065 0.65643429 1.34456972 -0.48860667 1.96976707 0.44747108 1.02838322 -1.15706388 0.33762074] Distance 8.801539874804451 Each least square approximations [ 5.40794269 -0.80891489 -0.45768611 -1.16488192 -1.03278077 1.29369061 -2.61061474 -0.68874689 -0.9894258 -0.4793912 -3.15842845 0.62711892 0.34308501 -1.57710989 1.0486798 -0.3136671 0.1354555 0.21900502 -0.72091774 -0.88756142] Distance 12.101070735285887 Each least square approximations [ 6.82188873 4.9947045 -2.09188459 -3.48332312 -0.96214687 -0.94011228 1.64788287 -3.20902033 0.6146518 1.2639722 3.00991404 1.16613964 -1.23658779 -0.55906639 1.67143007 2.06838016 1.2403534 -0.127475 -0.72867144 1.82214638] Distance 8.66920450051303 Each least square approximations [-11.37472725 -0.24541107 5.63257668 -1.32056514 0.46685735 1.18127469 2.05123759 1.54413939 0.64682521 -3.33871493 -1.62469533 0.31199842 -0.2119059 0.90818043 0.51189029 -0.92027361 -0.31024704 0.20721854 0.92655842 -0.33983009] Distance 4.021584540597268 Each least square approximations [-6.48503004 0.11818342 -2.2617095 -0.67477256 -1.86396698 0.02243257 -0.68114592 1.76422349 1.01201008 -0.40205534 1.34224023 1.31180024 -2.02170666 -0.69388264 -1.91173417 1.31849125 0.8374361 -0.41213319 0.94588762 -0.23187047] Distance 11.554469966822383 Each least square approximations [-8.22157578 0.07657302 -1.68356864 0.53303412 -1.38059197 2.72447863 2.68006149 -0.57226017 -3.46720128 -1.3811237 -3.11380499 1.22088127 3.23900212 -1.70345422 1.02487115 -1.81115889 0.09825136 1.49058907 0.12508421 1.19168709] Distance 8.403763116824079 Each least square approximations [ 6.16258505 0.76792463 2.10772293 0.62521083 1.94080327 -0.41794572 3.2001872 2.24339259 -1.87940586 3.17621915 0.20194951 1.65949947 -0.12166494 -0.39481735 -0.65214868 -1.74125359 -0.33844051 -2.40230902 -0.16026797 1.49440082] Distance 10.671616677356456 Each least square approximations [ 6.93051337 2.114996 -0.73425163 1.05307288 -0.26148912 0.20556052 -1.66495205 -0.68690335 0.02884971 -0.94303003 4.87278699 -2.18457718 0.7065268 0.34394765 -0.33049527 3.5426764 0.77503186 -1.77968384 -0.32176002 -0.58740843] Distance 10.013935404115687 Each least square approximations [ 8.13582137 3.77138723 -1.12634567 -2.66745078 2.58120665 1.10602889 0.18038596 -4.06553243 1.38919631 -1.05845611 0.46428409 -0.94920765 -1.32672132 -0.83659268 0.93469104 0.41174372 -0.39850234 0.3244734 -1.82711931 -0.20153661] Distance 8.951430581275664 Each least square approximations [-7.49263442 1.02504829 -2.05432038 -0.66202452 -1.36021329 0.93336197 -0.45049978 -0.88560591 2.66887069 3.39841233 -1.41283917 -0.31706156 2.0019594 -2.47092986 -1.99935514 -1.83574745 0.31223869 -2.41023873 -0.94318126 -1.15026454] Distance 9.631241962465433 Each least square approximations [-9.08292834 3.14448824 -0.09047603 0.7040195 2.38707756 1.32731915 -0.70415062 0.89857276 -0.76020845 -3.89296727 2.59091275 -0.75280175 0.04474269 1.26029264 -0.74508402 1.68262949 -1.23896583 1.48029086 0.04339925 1.8492517 ] Distance 8.547229601875047 Each least square approximations [ 5.64819472 -0.97595822 1.91276243 -1.49590999 -4.35494104 0.50946824 -1.8712335 -2.60668786 -2.20079576 2.5025266 -1.91009711 -0.89257297 -0.68915643 0.27616062 -0.96491199 -0.80278082 0.93264535 1.99798091 0.15896497 0.30350843] Distance 10.904919202477076 Each least square approximations [ 8.03772998 0.37732596 0.58934339 -1.1760721 1.43310945 -2.38576065 -0.86309402 -0.49048212 -0.05021721 3.42018786 0.0606987 -0.51270486 0.71537991 0.24460868 0.73297913 -1.07893592 5.00512245 -1.53359107 0.53187173 -0.53058174] Distance 9.614075148437653 Each least square approximations [-5.80976175 -1.42596294 -2.01420561 -0.14959312 -3.41171741 1.23735658 -1.1768302 1.06024815 0.62739585 -1.58768081 -1.98877054 0.01753315 1.03652303 -3.06026064 1.2906813 1.49759711 -5.12398369 1.74016654 -2.84807242 0.15785346] Distance 9.780740086559991 Each least square approximations [-5.08468615e+00 -7.15033197e-02 3.56060007e+00 -5.73919203e+00 -6.45212287e-01 -4.55015911e+00 1.14568241e+00 3.33289411e-04 1.63611686e+00 -4.92789197e-01 -8.64260064e-01 3.17867134e-01 -2.17480854e+00 1.38743566e+00 -5.08157316e-01 6.42532544e-01 1.04704317e+00 1.49017691e+00 8.36536534e-01 7.19003515e-01] Distance 10.015558722101574 Each least square approximations [-8.69105558 0.67239839 1.33907339 -0.39762454 3.47243624 0.13941558 0.56711099 1.26328681 1.00711743 -1.1518349 1.27243389 0.50076814 3.40615652 -0.45603201 0.1934433 1.70426121 -0.2542225 2.50946763 0.48130323 -1.38590519] Distance 9.50984632726908 Each least square approximations [11.9799482 3.02714968 -4.09488794 1.27126345 -2.22490645 1.46405194 1.00862785 -0.8028859 1.91799501 -2.18475142 -1.59820682 -0.04832321 0.8836455 -0.26504274 -0.98453386 -1.16691074 0.47010555 -0.03269258 -0.08479455 -0.16569455] Distance 3.946768547737571 Each least square approximations [ 3.67895719 2.33478843 0.30149255 -2.90634099 1.89040016 1.11764971 -2.44183827 -3.83658547 1.74300039 -2.11220517 1.72589484 -0.32701787 0.04105415 0.12286918 -0.04803741 0.37741409 1.59882956 0.0931172 0.7572032 0.58407425] Distance 11.941204349890484 Each least square approximations [ 6.23369672 0.98684097 -2.64659896 -3.33986952 1.12843409 0.89169744 -3.54394211 -1.0583508 2.46171092 -0.89817471 0.83121847 2.03485126 -0.46171072 2.36471048 1.80204433 0.25274111 -1.0530272 -2.45772152 -0.95248979 2.20768654] Distance 10.117397349053748 Each least square approximations [-4.28718829 -1.2547449 -0.46291588 3.84161455 -0.91028057 -0.67151521 1.11774789 1.2008665 0.55340387 3.08326033 -1.16442046 0.53431323 -2.65778144 0.91669216 0.0353953 3.249684 0.42361898 -0.17578341 -0.98160119 2.43815923] Distance 11.571980241965528 Each least square approximations [-7.61428043 3.42757378 -3.61760336 2.97490753 -0.85246048 -2.47534985 1.37093393 -1.98617268 -3.71409715 1.54243364 0.40445763 1.06802828 1.04967653 1.34427568 1.83510705 0.49828582 -2.80962332 1.22436911 0.83404745 -1.97459651] Distance 8.571398752037355 Each least square approximations [ 8.94782033 0.7204271 -1.07427378 -1.36094843 -2.8808285 4.75325124 -1.09326681 0.62343945 -0.6813275 -1.81651531 -0.2130742 -1.33191745 -0.62541496 -0.8940768 0.31529834 0.2062811 -0.47171885 0.084893 0.49772304 0.78859519] Distance 9.577053783571097 Each least square approximations [ 9.28356498 1.04239325 1.05359134 -3.19232718 4.79506686 0.09112164 -3.80512392 -2.54491478 0.95452521 1.27710162 0.24866568 -0.32660177 1.35701612 -0.49796778 0.42386732 -0.49447454 -1.61801404 -1.18185913 -1.55761303 0.20224038] Distance 7.846373866879583 Each least square approximations [-8.58902004 -3.18198513 -4.67589762 -1.22624716 0.48524764 -1.04821521 3.58685946 0.68615549 1.00640954 2.40750434 -0.86849413 3.85661083 -0.55552772 -1.6855342 -0.1294216 -0.40547805 -1.33429269 -0.98111851 1.05036971 0.83025309] Distance 7.97262607613709 Each least square approximations [-1.01046701e+01 1.08030731e+00 -2.24360308e+00 -1.47151234e+00 -1.99684713e+00 -2.22245874e+00 -8.82880742e-01 1.93094134e-02 1.89273612e+00 1.27848409e+00 5.76738185e-01 -2.87792571e-01 2.05735590e+00 1.47469598e+00 -1.25680793e-01 1.58746191e+00 2.97832445e-03 1.20262412e+00 -5.06311024e-02 1.06187112e+00] Distance 8.858391786874696 Each least square approximations [-9.00804749 -2.41155153 4.08981708 -0.09509727 -2.54859861 1.99373417 -2.0705952 1.52768948 0.226285 2.47968342 0.0839602 0.27137427 1.80601733 -0.23687878 0.43547655 -0.70729553 0.12418242 -3.14078971 0.35070793 -0.60985248] Distance 8.622605441465149 Each least square approximations [ 8.26561412 -0.7800878 2.99820238 -2.56466373 3.58969001 -0.95838907 -2.48395955 -0.15900424 0.58057068 0.83552239 1.09051486 0.07078272 0.60487703 2.04979662 0.11411677 0.13064364 0.19057563 -1.82638198 2.87129576 -1.77312467] Distance 9.471940987560917 Each least square approximations [12.07696537 0.25222943 -2.18452256 -1.67228678 2.07361036 1.8665029 -3.20702562 -1.06010695 2.57176013 0.11123809 -1.67590581 -1.64253685 -0.16638276 0.77987235 -1.62535279 -0.73071331 0.31017987 0.54228934 1.48279163 0.51525935] Distance 4.9318815875651865 Each least square approximations [ 9.49659776 -1.93686716 -0.53044163 -2.21302374 -1.26770594 0.41091946 0.21163681 -1.59056243 2.66652022 0.48159819 1.91929403 1.72528086 2.39013097 0.88167659 0.58760516 3.04718768 0.56109097 -0.28403909 -1.34525924 0.91130794] Distance 8.898039025069773 Each least square approximations [-11.99860175 -0.17437109 1.50701273 -0.39046119 0.37596837 -2.8060047 4.65046318 1.22111893 -1.25110279 3.01534256 1.60857653 0.68463884 0.8050764 0.82734592 -0.49726956 0.66455152 0.5833468 0.12102175 0.17326024 -0.44357313] Distance 4.682939866537598 Each least square approximations [-8.69449388 -7.14728775 -0.6216646 2.56022163 3.55476796 0.94818134 1.03210352 -0.33554966 -1.60494697 -2.45295134 -1.67308792 -1.66050304 -0.07871735 -1.85985478 0.08166898 0.44065883 0.11544251 0.28931174 1.69640993 -0.58550045] Distance 5.329740923854365 Each least square approximations [ 2.26197855 1.63760377 2.96805683 -0.4142027 -3.12229222 1.73447754 -0.07033427 -1.78907537 -3.74094853 1.52340369 -0.66814104 -0.51411865 0.02531428 -1.28433118 0.77306448 -0.80652786 0.79458452 0.73643831 1.66660016 -0.43812699] Distance 11.876946929561905 Each least square approximations [ 2.55784374 -0.95203914 -0.83851852 -0.39014937 4.38850464 -4.51851021 0.18824662 -1.3712245 2.95469647 2.73787112 0.87449429 0.42636598 -0.91237618 0.73743813 0.93046244 -1.3921259 3.06368962 -3.81019842 2.24452269 -0.91874729] Distance 9.840591164228 Each least square approximations [-3.46006817 2.75400267 -2.85343366 2.084253 -3.30226271 2.15055517 1.17566174 0.41934771 0.98685325 -1.38577435 1.58574909 -0.22589964 1.89398484 -2.32515497 -2.84307645 -0.84628562 -2.3148712 -0.56417868 1.97041747 0.12559507] Distance 10.766290978890085 Each least square approximations [-2.01080311 -0.45250333 0.1558562 -1.09780303 -2.27269486 -1.44401416 -3.07083085 1.43286589 -0.89702593 -1.6202286 -3.04254053 0.30066609 3.89349475 -0.76203688 2.29457594 -0.00658053 -0.28261442 2.66755378 1.0137494 0.57601717] Distance 11.459627561191393 Each least square approximations [-5.58972252 4.46260263 -0.28042247 0.86510465 0.58868762 2.82299426 -1.69283599 2.87682993 2.02716584 1.26625687 0.87025078 -2.29633586 -0.57120353 0.38551533 -0.48709056 -2.85829373 1.40522576 -0.51360635 0.05951524 0.46995579] Distance 10.165574480349209 Each least square approximations [ 4.82901669 4.81549704 -2.25091037 -5.25249328 -1.30242928 0.51141037 1.91946049 0.75162238 -1.62109442 -0.09973921 1.87673778 0.11206716 0.09096902 -0.37380544 -0.53427494 2.47240133 1.38626347 2.15802606 -0.33806145 0.11766106] Distance 9.647540171824973 Each least square approximations [ 1.48613809 1.57618176 -1.20887519 -4.68134878 1.42986019 2.00576601 -2.13057937 -0.81770409 0.8253256 -0.06861528 0.06224557 -0.06941987 2.12540027 -2.91822918 -0.41031994 2.31521367 2.56411146 -0.57836254 0.63516867 2.03261892] Distance 11.30601458417502 Each least square approximations [ 2.4677192 0.06058372 -2.28369089 -3.15907657 1.68420489 -0.99604524 -0.69831589 -2.03256474 0.64746216 0.13103229 -0.69617154 0.27675696 0.53324279 2.18379097 0.54960067 0.60855957 -1.3874389 -1.88289202 -1.26293741 -1.06212956] Distance 12.378164456275 Each least square approximations [-2.21289436 -0.8718495 1.29944913 1.94749393 0.31851674 -0.63841485 0.63252784 1.61296591 1.14488938 1.49195486 1.28605588 -2.1440027 0.03723316 -0.30971023 -0.3171791 0.72962714 3.78806535 -1.8965764 0.31601971 0.88677257] Distance 12.404522638622996 Each least square approximations [-7.31430573 -5.61966812 2.34449059 5.55040183 -3.22862308 -3.61883511 5.42869777 0.43481791 1.15408995 -1.33276819 1.67559347 1.00511225 0.51223249 1.68563049 1.18720468 -1.21618998 0.56827545 0.00846904 0.22267143 1.28313692] Distance 4.015348913564824 Each least square approximations [ 2.74945207 2.16315861 0.7575621 -1.15444815 -0.92357937 1.92597987 -1.37898522 -0.78038333 1.32648541 -1.52934913 -0.04715608 -0.07277588 0.02200603 0.44339032 0.89667538 -0.18329399 -1.69985406 2.30148128 2.81874304 -1.53567937] Distance 12.679689714084585 Each least square approximations [ 3.92419958 -2.79878927 3.71090084 0.40673087 3.60090373 -4.50135027 -2.76862194 -0.33203812 2.40540142 -1.79985739 2.04086788 1.82305604 -1.2593284 -0.94178654 -0.73073251 0.56825146 0.31870873 -0.47189319 4.22474889 0.32056528] Distance 9.451518901177895 Each least square approximations [-1.04271045 -3.29360719 -4.25050895 -0.13531105 -3.08291356 -1.56443635 4.55947954 -0.2587908 0.7643517 -2.71008265 0.16424689 -0.79002003 -0.088881 -1.23623384 -1.56061262 -1.39195739 -2.12354832 0.72135695 1.18690457 0.13650595] Distance 11.03854043132121 Each least square approximations [-3.57184069 -0.5262854 2.18055153 0.37740519 -1.54408295 -2.00126195 -3.14562848 -0.41801409 -2.83383368 -3.03016783 -2.83610445 1.44451982 1.28327029 0.3733404 1.69568876 1.05157966 1.69371097 2.030494 -1.74678035 0.85785428] Distance 11.284663032402571 Each least square approximations [-3.50354876 0.05860024 2.36130446 5.79049008 -3.44378904 3.71248044 0.27685134 3.47301368 4.67440822 1.04270175 1.039213 -0.04156264 -0.86622525 -0.32982586 0.18396881 -0.13090371 0.96787422 1.53632116 -0.72484346 0.56095318] Distance 9.348412685247247 Each least square approximations [ 4.27417138 3.17783583 0.98957864 -2.68015499 0.74674075 -3.43973221 -3.38022258 2.71241759 -0.14025015 -2.56547992 1.20089974 0.95693107 -1.98921035 -2.14684141 -0.97758532 0.24116969 1.94545933 2.34125411 -0.9882403 0.84006458] Distance 10.413156098959075 Each least square approximations [ 2.90690754e+00 -2.33959633e-01 -3.45282123e+00 -4.44485611e+00 5.04138208e+00 4.06960743e-01 -7.82947263e-01 1.52722418e+00 -9.20883751e-02 2.34103710e+00 -6.87893290e-04 2.47814198e-01 9.87302624e-01 -1.51589320e+00 -9.42519423e-01 -3.51111824e-01 2.22603588e+00 4.66185322e-01 -6.37244630e-01 1.60344793e+00] Distance 10.905460095508317 Each least square approximations [ 2.07373083 -1.79932063 0.38260932 -1.3314113 -1.37260211 -0.0500095 -1.80956476 -2.79112854 -0.53952678 0.11151836 2.17778867 3.40076205 0.39662288 -0.03959905 0.59268959 1.37544453 0.61145708 1.15872436 -0.84991942 -1.29838858] Distance 12.652152442866223 Each least square approximations [-2.63027025 -0.27341009 2.15615436 1.52177437 -1.13766189 -1.68627857 -0.2445369 1.11598633 -1.28492931 1.33467199 -0.19731867 -4.59479906 2.01423988 0.5481219 0.47690494 0.49301261 1.14037415 0.79970573 0.93351499 0.84225522] Distance 12.38104271840746 Each least square approximations [-6.91369126 -2.79264318 1.45818763 5.40463694 -0.44238971 -5.43999539 5.73336464 2.11948974 -0.64396782 -0.7697913 -1.11738987 1.93445639 -1.74520688 1.02583256 0.17080664 -0.86736691 2.70679369 0.28245977 0.35824647 0.98245628] Distance 5.90880386652091 Each least square approximations [ 4.2969811 2.13293378 1.55152569 -1.0184288 -0.37160354 2.56941767 -3.21440658 -1.2956309 2.98782576 -1.10127976 0.49015015 0.69049317 1.1459326 0.0533426 0.06486722 -0.02721423 -0.97061752 1.23102066 1.66475229 0.27002465] Distance 12.070222009692504 Each least square approximations [ 4.76231153 -3.54579078 1.42129467 -1.79085688 3.61683415 -3.29823991 -1.13523306 -1.46933589 0.01540676 -3.19297597 1.94380636 2.69652648 -1.08515424 -1.62993011 -1.18672485 1.35148454 1.86079119 0.42493925 4.51130294 -0.31760933] Distance 9.385200550987499 Each least square approximations [-2.676268 -4.42490926 -3.76136896 1.42467305 -1.18370813 0.04149909 2.77621417 -2.17144846 1.21322584 -4.78480243 1.10352957 0.36675898 0.39812094 -1.69463489 -0.15352078 -0.93949323 -2.4222099 1.61563955 1.59035663 1.06034777] Distance 10.480823578080082 Each least square approximations [-5.70948124 -0.56237102 2.71020483 -0.57084408 -2.24132147 -1.07973374 -4.50808574 -0.24837977 -2.99931838 -2.91233058 -1.55720273 1.34959799 0.20967534 0.2573839 0.70003106 0.86004688 1.51338422 2.0759203 -1.06089005 1.28098337] Distance 10.430223135211495 Each least square approximations [-3.76022141 -0.76442477 4.66058915 3.46579382 -4.40180318 4.51115273 1.42333905 1.83965213 2.87839012 0.07997019 0.93792177 -2.55982407 -1.42036015 -1.50753964 -0.44144733 1.23581421 0.11835202 2.15434408 -0.10885203 0.25352999] Distance 9.397790005045536 Each least square approximations [ 5.56478721 0.84572985 1.61763233 -3.69093845 1.13186828 -3.23993984 -2.85114211 2.59177969 -0.93277072 -1.81280711 0.36210939 0.35969701 -1.32592233 -2.51302041 -0.52697456 -0.60217288 1.91556606 2.99721302 -1.10851339 0.35540439] Distance 10.329283747343844 Each least square approximations [ 3.64871802e+00 1.32517831e+00 5.84303016e-01 -4.47078592e+00 3.49823145e+00 2.08263848e+00 -1.26049460e+00 1.30935552e-01 -9.61850521e-01 1.80275553e+00 1.28922414e+00 -9.94000387e-01 1.37747974e-01 -2.06594969e-01 -9.89060778e-01 3.35176680e-03 2.09621977e+00 -1.07640837e-01 -3.38369671e-01 1.27150806e+00] Distance 11.865802999284147 Each least square approximations [ 3.7806977 -2.16481998 1.48393559 -2.49607681 -0.52361516 -0.8735951 -0.57212168 -1.57182408 -1.54876768 0.97209384 1.44003605 3.13099445 -0.04454299 0.32269048 1.4492812 0.70637092 1.46896517 1.95219006 -1.14001049 -0.82562522] Distance 12.298573131609512 Each least square approximations [-4.08868309 -0.76841992 2.65214804 1.25004104 0.29150343 0.2418665 -1.25628395 2.09454394 0.68469313 2.34829493 0.03574967 -3.30165181 1.91914605 0.05143041 -0.87997505 0.27945274 -0.52926898 -0.77525324 1.81961295 2.19534177] Distance 12.080167762644198 Each least square approximations [-7.97984767 2.20005518 -4.2924126 1.8018263 -0.79551259 1.02739534 -1.7510812 1.06093988 -0.92038199 0.55110909 2.3405794 -1.3988915 3.36590963 -0.31388045 0.17364274 0.15396467 -2.27879996 -0.61039408 -0.21887174 1.086742 ] Distance 9.284944146809156 Each least square approximations [ 6.76263885 -0.37741601 0.31338048 -0.46408772 -2.14113464 2.41231969 -2.04378775 -1.43557924 -2.51246957 1.01915606 -2.06364555 -0.46067062 -0.90508794 0.15804868 -0.29882152 -1.98238813 0.89207562 -1.86703123 1.36960349 -1.5601549 ] Distance 11.001561681784088 Each least square approximations [ 7.44260648 0.96691875 -1.87489005 -1.04830452 2.00210664 -2.50114953 -3.31363529 -1.14512385 2.29016039 3.26459685 1.73052463 -2.18592043 -1.64216923 0.37969 2.05827632 -1.5922372 0.56428619 0.51873803 -0.04752415 0.74378666] Distance 9.550607276419044 Each least square approximations [-8.94726777 -2.16219533 -1.99248075 -2.0850663 -1.48717452 -1.04397957 -0.51500425 3.06283191 -2.14805921 2.75443311 0.22790124 -0.52147752 3.21384341 -2.43257293 -2.8920052 2.43466815 -1.90009577 -0.19806281 0.18130646 -0.16446175] Distance 7.508418730895993 Each least square approximations [-7.00523918 1.01525348 -1.32173683 -2.99275257 -1.96815381 -0.6548672 -0.49825388 1.02294867 -0.3688453 3.43826259 0.44624339 2.25378546 2.06850481 -2.1508941 -1.4807001 -0.0673187 0.54036733 -0.71120133 -1.30075675 -0.76805341] Distance 10.550794937550974 Each least square approximations [-12.09031249 -1.13771784 -1.70138421 0.22580893 0.75097372 -2.50260607 -0.50819474 2.0045302 0.71499175 -0.2661596 -0.23197779 -0.03669238 -2.53783775 -0.70890143 -1.04291271 -0.27398465 -0.6331328 -0.94191103 0.13366768 0.39418513] Distance 6.117078995242463 Each least square approximations [ 8.74986796 -0.55477603 -0.58030671 -0.88662988 0.49910506 2.40943503 1.02537416 -0.04066597 -1.81981142 0.12411508 1.79742079 1.05944381 1.91725191 1.22174591 0.43914731 -0.75030313 0.36151308 -0.92794526 0.65022849 1.76450468] Distance 10.291318236979897 Each least square approximations [ 7.36578190e+00 8.40713142e-02 -2.45041831e+00 -3.97273990e+00 1.30115582e+00 -3.87628850e-01 6.60999006e-04 5.49776835e-01 -6.22918291e-01 -3.67975018e+00 7.25972975e-01 5.49141439e-01 1.14875816e+00 9.95011290e-01 -1.80843565e+00 1.68514552e+00 -3.03984202e-01 -6.30539610e-01 9.09662090e-01 9.68557904e-01] Distance 10.272053332034476 Each least square approximations [ 8.88162674 0.95201847 -5.08858468 -1.6528899 0.0887642 -1.32455698 0.26024518 0.54208226 2.52639305 -0.59341035 4.48842516 2.51585168 -2.29508767 0.06252544 -0.95804344 0.02660343 -0.96702094 -0.6691967 0.96098928 -0.945729 ] Distance 7.483443468664068 Each least square approximations [-7.76477494 -0.0849615 0.34466208 0.92443499 -0.49557766 -3.71825438 -0.53922302 -0.03731861 0.8978793 2.00997694 -0.33615335 -2.37002151 -1.31722469 3.30985883 -2.38842549 -0.75685751 0.97551741 0.5905598 0.11810631 0.88413771] Distance 10.092910548692165 Each least square approximations [-8.1870128 -0.16599253 -2.42649189 -0.84405663 -0.89455489 3.85373717 -1.19105285 -0.99282661 -2.68624928 -1.76285362 2.2596692 -2.47309792 2.43415165 -0.28478472 -1.83291254 0.96488839 -1.37726587 -0.37740191 -1.10636851 2.08057626] Distance 8.38620635816669 Each least square approximations [ 3.6527479 -0.27672816 1.63530713 -0.48248631 -2.72055756 1.22922989 -1.24618694 -0.8952336 -2.68536594 -0.57781459 -2.60314479 -0.56759313 -0.74409771 0.16672483 0.00447818 -0.68871596 1.24348579 0.40922173 -0.20289522 -0.10644091] Distance 12.506617278835206 Each least square approximations [ 4.34213973 1.43167453 -1.57239876 -0.44418043 3.20753988 -1.6410835 -0.62930664 -2.87051947 2.6887541 3.67188733 3.18216378 -2.66473298 0.42653977 0.93654301 2.33048931 -0.50087317 0.95437359 -0.68281985 -0.59849274 -0.53436745] Distance 10.468147724938902 Each least square approximations [-6.81406743 1.14796065 -0.24256953 -3.98988591 -0.9117726 -1.07255477 -1.82945799 2.44469456 -2.27579646 1.94446647 0.78173101 0.26380082 2.94039264 -2.28893044 0.83396643 -0.53093214 -2.04118955 1.21110682 0.84308852 0.14769107] Distance 9.776113151066447 Each least square approximations [-5.46426674 -2.12128086 -0.75709875 -0.04732556 -0.47367475 -1.13958959 0.96076732 2.02205823 0.34313028 1.02442035 -0.99081328 0.98018429 0.97555162 -1.55797325 -0.79895315 0.54906907 0.98052613 -0.77615297 1.04851995 -0.83497459] Distance 12.215440066023188 Each least square approximations [-1.04861913e+01 -1.35228251e+00 -5.22058686e+00 1.79156811e+00 4.07566426e+00 6.28987604e-01 -9.88931519e-03 1.08179644e-01 1.58794702e+00 -6.74051435e-01 2.93623983e+00 -1.22790307e+00 2.08032373e-01 -8.00891475e-01 -9.41066784e-02 -1.24268259e-01 6.11639275e-01 -8.07557474e-01 3.04083419e-01 1.38613215e+00] Distance 5.034709168788669 Each least square approximations [ 7.1225902 2.5937037 -1.70416478 -0.28662542 -1.07779744 2.50539963 1.75148235 0.97584733 -0.90479679 -0.70762337 1.93889652 0.54309647 1.31996783 1.59357761 0.85840512 -0.89967674 1.67622828 -1.82475762 1.77093115 1.98602235] Distance 10.254212057772772 Each least square approximations [ 4.88020744 -0.27727082 -2.45119445 -4.41518686 -1.48334051 -0.13231591 -2.59944077 1.0326097 -1.3661957 -2.92264449 0.60816943 1.49174515 1.23751251 -1.41739152 -0.37236972 2.37406466 1.2041624 -0.45457775 0.37833364 0.36228274] Distance 10.852999389658478 Each least square approximations [ 6.50618698 3.37027012 -5.19023957 -1.53607106 -1.33245624 -2.20734999 -1.67415946 -2.43446538 0.2816863 -1.00137182 1.46419137 1.08654967 0.631308 1.48990189 0.14600074 -0.55347627 -1.00419357 -0.94999945 1.00198768 1.63021067] Distance 9.496555283346643 Each least square approximations [-5.88199015 4.06435704 -0.39992572 1.8831617 -3.01046974 -0.86736821 -0.36251199 -1.84162363 0.27593749 -0.0154682 -0.05152511 -1.58852749 -1.5434908 1.46900348 -1.73258945 0.04367352 1.1209467 -0.03119455 1.25776333 0.24731126] Distance 10.966569841590346 Each least square approximations [-11.80866693 -5.29679464 1.9416252 -1.33664446 -1.71509604 1.80844283 0.57527771 0.98478994 -0.85806976 -1.53195601 2.11493044 -1.04110807 0.15491688 -1.4652601 0.50668635 -0.72795914 0.58779063 -0.13512828 -0.19136848 -0.17337487] Distance 3.781450608631903 Each least square approximations [ 1.75679086 1.08819051 1.06517241 -1.03197476 -2.37282968 0.58698593 -0.83088623 -1.08787572 -3.35922119 -2.20895709 -2.83028995 -0.99901556 0.15433371 -1.02377529 0.51754495 -0.996727 0.52273742 0.48484038 0.89527089 -0.47146717] Distance 12.788309256899769 Each least square approximations [ 2.90479696 1.71464085 1.56955311 -1.91522318 3.98281814 -5.11547818 -0.27223712 -0.18523412 2.82025034 2.79651355 4.07818626 0.61112711 -0.06894341 2.42639466 1.2800165 -1.07776745 2.69148966 -0.5002139 2.8505584 0.37254942] Distance 9.487795112028525 Each least square approximations [-4.86521081 1.63286043 -0.99937987 0.11555046 -3.39465591 -2.03411979 2.64698777 -0.1417742 -0.79555606 -1.02441495 -1.18983285 -0.35614629 2.44246568 -1.62102271 -0.05904171 0.09975346 -0.70393379 -0.82088607 1.19176882 -0.47308838] Distance 11.925419960162008 Each least square approximations [-2.44448806 -2.94492922 2.11428769 -0.5857206 -1.33935901 -4.16691913 -0.62573227 1.31952114 -2.04015726 -1.36424021 -2.66465999 0.16489317 2.29529526 -1.25621681 1.09802175 1.07548188 0.67995594 1.03687174 -0.56700329 -0.09464504] Distance 11.912957663091586 Each least square approximations [-6.84900127 2.09607244 -3.11982054 1.54342874 0.01012209 3.1097947 0.5638723 4.13844593 2.40799829 -1.0644537 3.08161536 0.74903649 0.97041927 -0.91144165 0.68757841 -2.59411312 0.17077994 0.58795335 -0.87484247 1.76419858] Distance 9.281586759045682 Each least square approximations [ 6.0369787 6.24898686 -2.56564579 -1.12457012 -0.61130385 0.54901922 0.29265074 2.46510766 -2.35350825 -1.18516942 1.93608809 2.13408345 0.31429606 1.24662871 -1.87057867 0.40038595 0.81766145 0.88170095 0.27192497 0.07542846] Distance 9.727976895158887 Each least square approximations [ 2.99470656 -1.59786741 -2.99153656 -3.9727145 1.19223507 -0.62645914 -4.98111216 0.62270254 -0.52060928 -0.24160962 1.33058106 0.84806355 1.75486114 -3.10531615 -1.04006432 3.057058 3.44977323 -1.6467524 -1.17731643 1.26403767] Distance 10.00327811886124 Each least square approximations [ 3.49002227 3.47482274 -3.09110902 -2.24675809 0.50197315 -1.50597671 -2.25875828 -3.2174099 2.34994503 -1.89780453 0.01339304 1.17947133 0.72199283 1.05079854 0.81499252 0.50685092 -0.36061002 -1.90061137 0.34978657 -0.78850378] Distance 11.511645221115373 Each least square approximations [-2.91018254 2.2002914 1.43953091 0.37168268 -2.75980656 -2.56051019 0.9216216 -0.34497765 0.53039188 1.16407999 0.71601231 -3.56251981 -0.38270485 -1.03713556 0.42955755 0.41667499 3.136604 -0.90463565 0.73471425 0.2672805 ] Distance 12.18797204444725 Each least square approximations [-6.54799813 2.02719658 0.38370976 -0.80711348 -0.22918694 4.54475919 -4.44570086 1.57687267 -1.37620151 1.78088547 -2.57142243 -1.24930054 -0.76389679 -0.86658499 -0.6011691 2.06397216 0.81544137 1.57062262 -1.3963226 -0.38705529] Distance 9.332515911054715 Each least square approximations [ 2.63566420e+00 -2.74884468e+00 -3.58985375e-01 2.02338148e-04 -1.34050541e+00 -4.87563846e-01 -1.22540815e+00 -8.75766480e-01 -2.03428407e+00 6.25329085e-01 -3.14343842e+00 1.69637415e-01 -9.26745961e-01 -4.53096043e-01 2.88329368e-01 -5.10584974e-01 1.32961210e+00 -5.81735050e-01 -1.15881087e+00 -4.81470312e-03] Distance 12.807523858546709 Each least square approximations [ 3.94971733 5.97531112 -1.73963327 0.15113079 0.53566843 -0.70929912 2.01055845 -2.35224927 1.27136403 3.38020466 3.42999355 0.60486696 -0.402086 -0.33351568 1.89236815 -0.64676052 1.53429054 -0.01484636 -2.23331335 0.88328953] Distance 9.998880431563613 Each least square approximations [-9.51464738 3.43187187 5.29161827 -3.39232506 -2.59444069 1.57525953 -1.54620858 -1.55199855 -0.34324238 0.2973144 -0.57961345 0.96663903 1.64314255 -1.84779308 -0.03795597 -0.14465461 1.00792956 1.11779718 0.19723121 -0.3111401 ] Distance 6.0351044583046844 Each least square approximations [-3.69958863 -1.59886319 -3.1846575 -0.9282713 -1.17613652 -1.57821489 0.85409827 2.77257754 0.55976648 0.37728809 3.36708435 1.51721068 -1.25311768 -1.21203575 -2.57276203 1.33315498 0.27890201 0.09946066 1.31921642 -1.55900657] Distance 11.529841174496694 Each least square approximations [-7.41364412 2.57479337 -3.46837409 1.4185904 2.46643406 0.17093598 1.62929197 0.31478475 -1.70703653 -2.73415625 -1.18731282 -0.66426169 4.01655464 -3.0098814 1.24076055 -1.49565722 -0.57816308 -1.32510598 1.71418354 -0.28615953] Distance 8.452493166338908 Each least square approximations [ 4.34322141 1.00753354 -1.65479153 1.64213673 -0.57637541 1.57322607 2.83752582 1.93249139 -2.23393844 2.00067759 -0.39678448 0.48925273 1.38133473 1.65091813 1.37256109 -0.74752787 -0.87714594 -2.95927134 0.48028672 2.84499153] Distance 11.31545456952455 Each least square approximations [ 4.20125286 0.93159551 -2.6200605 1.437454 -2.07268171 -0.32718045 -3.5910417 -2.16500604 -0.45445835 -1.16757964 3.91947238 -1.12708914 -0.46416032 -0.95013367 -0.29776213 3.33797222 1.45729334 -1.37625706 -0.74480564 -0.11162842] Distance 10.848621772109214 Each least square approximations [ 6.34161863 5.93006719 -3.9299038 -0.08744346 1.91573199 0.90469796 -0.78507077 -3.37155801 2.09686452 -0.34583534 0.18045773 -2.23572535 0.2822451 -0.47050643 0.31160469 -0.58347835 -1.44125684 -0.92919476 -0.69970584 0.02247488] Distance 9.013406890822756 Each least square approximations [-5.46300352 2.87219432 -3.89615302 -1.5044838 -1.01471089 -0.53500772 0.20078364 -1.73664235 3.31779655 1.1199724 -0.63175735 0.52157756 -0.67086264 -3.29553797 -1.08402329 -1.81971708 0.9927219 -2.91659415 -1.33392654 -0.71342038] Distance 10.091774764459833 Each least square approximations [-4.74926582 4.13708258 -0.74796057 2.59804072 1.18042618 -1.57747848 2.25686284 2.61905072 -5.34218465 0.43115474 2.0845792 0.48213958 0.03745679 -0.45266088 -0.07707121 -0.36047834 -0.95482763 2.29215427 2.07064112 0.98143833] Distance 10.291278385237966 Each least square approximations [ 9.79176881 -2.44091074 1.78066889 -1.73322238 0.06270262 -0.68163252 0.62173199 1.52560071 1.41302356 -0.74932628 1.78664912 -0.23232123 -1.13132106 -0.22705176 -1.03100047 -0.71402722 1.06926377 -0.06721258 -0.45710344 -0.7211718 ] Distance 9.592040021313775 Each least square approximations [ 6.83277404 -4.03765359 -0.38817242 -2.73320632 0.42002525 1.47898116 -0.77826196 0.57116179 1.03940907 2.4821783 0.86823269 0.37726597 3.50977501 -1.79135215 2.9813124 0.87999926 1.31803834 1.31690278 0.47955775 -1.29979459] Distance 10.057919960775912 Each least square approximations [-4.54936504 -4.8056158 -3.54478721 -1.40174228 0.10756857 2.60825186 0.82497671 -0.08284136 -1.63536866 -0.3633807 -0.46949549 1.97729051 0.96967351 -1.30358566 2.7670618 0.63863645 -2.72045763 1.36164331 0.76190791 -1.20478793] Distance 10.910363511998373 Each least square approximations [-8.43662603 1.74473857 6.68928189 1.75401942 -2.37867616 -2.35551557 2.14941096 1.82691574 3.22208386 -1.65263605 -0.60737268 1.99907254 0.20546622 -1.12040374 -0.94423678 -0.52930988 -2.29424701 3.06981831 0.74510886 0.02485057] Distance 6.114580797986461 Each least square approximations [-6.19747357 -1.97412875 4.46661201 0.77598601 -0.41624457 1.99909952 1.68905809 -1.19308012 -0.89447189 -2.07006262 1.79850426 -0.57984521 0.28245387 0.98700959 -0.42541153 2.17451602 -0.58220246 -0.68770762 -1.76103212 -0.14068813] Distance 11.13236803682092 Each least square approximations [ 8.20746534 -0.95383355 3.52634312 -0.61526867 -3.68454132 -0.26677109 -3.15158002 0.17319679 0.52896696 2.25726617 -1.63920425 0.72735475 0.0257187 -1.74635635 2.1992937 0.5474963 -1.98370512 -1.36746838 -0.43776783 -2.04057036] Distance 9.063804815899873 Each least square approximations [ 5.5793418 1.83220539 1.07630919 -1.63061916 4.3677783 1.41198916 -2.56683058 -0.62190655 -0.55433723 -2.58273079 2.50632856 -0.82619469 -0.8685099 0.12794107 0.14145492 -2.46294763 1.7718121 -0.59278631 -1.87026842 -0.93418846] Distance 10.898466420511545 Each least square approximations [ 6.9764014 -2.78402965 0.3882575 -2.02527906 0.12251398 0.89799566 -4.69487048 0.16493975 1.54685454 -0.88562248 2.6752062 0.84219251 2.44770614 1.47171764 -0.53837274 -0.92560931 -0.14645867 1.05792572 -2.776768 2.49436954] Distance 9.736679667772991 Each least square approximations [-6.75055482 -1.10316343 0.17142188 1.38579293 -5.30336051 -1.53240103 -0.35965438 2.21952578 -0.21778898 1.15689816 -0.68748513 -0.63967339 -0.31441343 1.32470603 -0.01543922 1.84746054 -2.53245995 0.21512528 -2.0043978 0.81870357] Distance 10.52797281913311 Each least square approximations [-10.78184087 -4.04656939 4.96234154 -1.56210889 -0.29398108 -1.41921716 -3.28306097 1.34387289 -0.48531169 -2.80411674 -0.87746226 0.4413668 0.77252167 -0.23559744 0.96963079 -0.76731015 -0.54679214 0.55073451 -0.50744475 -0.56281932] Distance 4.384831873449524 Each least square approximations [ 0.39011198 -0.27119961 0.64419921 -1.02437013 -3.01599007 -0.23831217 -1.0834112 -0.66681336 -2.24618929 -1.03917948 -3.00095014 -0.37775426 0.13676098 -1.51624621 0.71429261 -1.24674875 -0.05884203 0.62489747 1.81359122 -0.58538902] Distance 13.03371115397241 Each least square approximations [ 3.09432782 3.12205692 3.73933159 -2.21472829 0.6531332 -5.41509729 1.62428444 -1.22729228 2.16858361 3.09290053 3.01374926 1.37767246 -0.07453949 1.70407628 0.61169493 0.95375286 4.74699289 -0.6635311 2.3543437 0.68229533] Distance 8.68857305840772 Each least square approximations [-3.85379428 -0.01623447 3.00873016 0.74413907 -3.72040015 -0.17445494 3.13227456 0.70875022 1.1014388 -2.01995918 -2.23214485 -0.71885973 1.14288985 -3.70723307 -0.27599513 -0.3751582 -0.90765495 -0.63038028 -0.18975103 -0.68306683] Distance 11.38394532319789 Each least square approximations [-0.89368231 -2.51737637 0.94766714 -0.93996066 -0.68129589 -4.6973707 0.03711584 2.5367004 -1.37339718 -1.21987248 -1.93900354 0.7826912 0.29223429 -0.79921439 1.44919505 0.695249 2.00288206 1.30478522 -0.72476064 0.10124149] Distance 12.281442150215172 Each least square approximations [-4.75281388 1.86991952 -3.2531707 1.71409033 0.65636259 4.24958681 0.88756209 5.18823323 0.76679421 -0.12034527 0.95690171 1.14261198 2.67111614 -1.44922536 -0.62709534 -1.22291219 0.59975803 0.67025147 0.11080607 1.54125065] Distance 10.152545665388201 Each least square approximations [ 5.0064679 6.98752117 -3.51967189 -0.77426636 -0.56605011 -2.19606176 1.88142114 2.55157196 -2.28839975 -1.09156737 0.01273811 0.67340603 0.33542833 0.25020615 -2.45627601 -1.00588027 -0.22827843 0.86537628 -0.32135287 -0.91433401] Distance 9.386549054922192 Each least square approximations [ 1.55086377 -0.95012067 -3.32783167 -1.08433151 1.61349996 -0.26026299 -4.93651917 -1.0487436 -0.43675204 -0.67205507 2.38938643 -0.50689411 2.80944318 -0.5312628 -1.80604715 4.22196936 2.84841262 -1.03005107 -1.03059343 0.65141075] Distance 10.760621894980057 Each least square approximations [ 2.26947485 3.79633527 -0.69587065 -1.54866313 2.87141863 -0.05645959 -1.13422867 -4.12874461 4.4055508 -2.20201023 -0.01439534 2.22159536 -0.0623447 -0.39374701 0.41892711 1.11633433 -0.67544204 -2.12849241 -0.73708729 -0.35563109] Distance 10.980154127611758 Each least square approximations [-1.30809664 0.5454515 -0.7432153 -0.24179252 -1.74120271 -2.95662288 2.48601707 -1.05252878 1.11774098 3.25834723 1.1252277 -2.68438513 0.41428336 -1.92734831 0.59173444 0.79651841 2.06360679 -1.22435256 1.88642313 0.39487029] Distance 12.233506895815667 Each least square approximations [-7.48515447 6.30105509 -3.93102216 5.85109382 -1.52646125 -0.95454917 0.52120911 2.82771054 -2.99885314 -1.00034387 -0.18124677 0.08413552 -0.45189121 -0.95281753 -0.03602065 1.65388354 -1.22610047 -0.64485954 2.20107139 1.6497572 ] Distance 6.39077114099513 Each least square approximations [10.35420504 0.16434369 1.9633317 -1.76594698 -4.5756733 1.99618075 -3.17129557 -2.94207506 2.52859975 0.43016933 -0.70497228 -0.78334643 0.13299548 0.04323954 0.04873361 -1.4111891 2.93432993 -0.08347564 -0.72871011 0.34868614] Distance 6.657394776775389 Each least square approximations [10.06839523 -1.31516304 -1.15840229 -4.63511276 2.1576635 -2.31630143 -1.31380768 -1.6707055 0.22295383 1.13874493 0.63003167 1.48302269 0.09637215 -2.18841819 1.56535849 -1.43550579 -0.10886542 0.05714129 -0.9266796 0.1988604 ] Distance 8.155105585282898 Each least square approximations [-8.75197826e+00 -6.08761315e+00 -3.79111701e+00 -1.47584322e+00 3.41873761e-03 1.06124549e+00 6.33218453e-01 -1.25138808e+00 -1.03619895e+00 -1.32037637e+00 5.45665674e-01 8.33517837e-01 1.36965190e+00 -2.45227508e+00 -1.34488957e-01 1.27765364e+00 -1.99914629e+00 1.06409050e-01 -3.15694135e+00 -4.82262331e-01] Distance 7.76410998360524 Each least square approximations [-9.5390587 1.33462221 2.36655094 -4.04415953 -3.29345757 -0.14683341 0.66027098 -1.9463276 1.91586612 0.01389649 0.87430926 0.66324118 -1.34460902 0.74835877 -0.98046003 -0.15300855 1.32982768 2.66425277 -2.00440131 -0.10457795] Distance 8.378046028325924 Each least square approximations [-1.02807195e+01 -2.90090210e+00 5.66833349e+00 1.09854137e-01 -9.05423822e-01 -6.81320073e-01 -7.24828356e-03 7.49792305e-01 3.11259174e-01 -1.83130333e+00 -1.13442680e-01 -5.89023805e-02 2.33011489e+00 1.08749052e+00 4.49110143e-02 1.28173468e+00 -4.35531070e-01 1.11847744e+00 -4.41457168e-01 -6.37535572e-01] Distance 7.699046674554386 Each least square approximations [12.68333838 -5.12813197 0.61574008 -2.50591252 -0.21900451 -3.26013487 0.03505489 0.0237695 -0.45910356 -0.22030047 1.11648913 0.97064659 1.72226165 0.89417929 0.79278276 -0.18434977 -0.44530528 -0.34803322 -0.5597442 0.26686284] Distance 3.009304547794375 Each least square approximations [ 8.75670283 0.89724277 2.47657719 -3.59726321 2.81493729 0.55690825 -0.92371045 -2.08118932 1.77419497 -0.12459158 2.3501479 -2.14004157 -0.37289127 0.50311217 -0.64352056 0.613117 0.43904609 0.06064983 -0.17910527 -1.04571187] Distance 9.766788487022959 Each least square approximations [10.14039421 -1.86353235 -0.60198459 -1.93943205 1.04680787 -0.65961847 -2.8055586 3.00794281 -0.10032384 -0.58182241 2.63805536 2.91674322 -0.07426916 2.16089135 2.82864563 2.63916116 -0.33551026 1.70076556 -2.43396354 1.63144838] Distance 6.724308119891686 Each least square approximations [-8.76315849 -0.99833203 2.48934065 2.80439402 -0.54501993 -1.1278967 -0.3090904 1.7935431 -0.14580399 4.67177513 -0.0753602 -0.32794953 -1.34749417 -0.9342751 -0.2024659 1.50497662 -1.0472816 1.33768744 -1.29280472 1.95160722] Distance 9.438455953141174 Each least square approximations [-5.86970451 6.02452686 -5.80330697 3.3386005 0.63836754 -2.33939289 2.68049407 -0.88574332 -2.3140901 -0.77178098 0.10034463 0.58495557 -0.67452279 1.73222109 0.3263071 1.73288341 -0.56700527 2.16285459 -1.89797883 -0.03005108] Distance 8.151808724424772 Each least square approximations [ 8.81191412 1.19018046 -0.87417827 -0.13422334 -0.0777318 6.28032243 -3.34865275 -2.57112169 1.83287 -0.15614049 0.72514135 0.25433101 -0.3011047 1.7712853 0.23778948 -0.12048918 -0.36861981 0.76969583 0.84065181 0.72586256] Distance 8.42548256872462 Each least square approximations [ 9.57220388 -2.73503151 -1.6326933 -2.46376102 3.72033781 4.22483863 -1.28358871 -2.56352022 -0.8263755 1.30773924 0.51110487 0.44328752 -1.09123333 -1.53993523 0.77553476 -0.12805447 -1.36247859 -2.15434275 0.52924846 -0.55629809] Distance 7.448131008483044 Each least square approximations [-8.52164383 -3.64278297 -5.52061435 -1.55958154 1.8639493 1.3940411 0.48113114 1.44438677 0.6375273 -0.43204579 1.02586961 2.69239947 -0.53436559 -0.67360796 2.38228937 -1.22672087 -0.87888958 1.01581283 -0.34147409 -1.00521686] Distance 8.43011318278532 Each least square approximations [-13.10305255 1.33895571 -1.91790293 -2.635463 2.25274839 1.78337384 1.58882164 0.29351497 0.09556392 0.16388087 -0.70508643 -1.27930366 0.27804079 1.83023505 0.89199818 0.0948919 -0.06225665 0.68137098 0.48091803 -0.61705458] Distance 3.8588918971052037 Each least square approximations [-9.44311941 -3.43120706 5.37134535 -1.31214162 -0.30947419 2.68850869 -0.60124984 -2.08575931 0.41350125 1.73111237 1.02107308 1.63115829 0.41945571 0.89897756 1.28651393 1.50004448 -0.11326207 -1.24065119 -0.64230001 -0.8733282 ] Distance 7.700855248406824 Each least square approximations [ 9.25722586e+00 -1.66148325e+00 4.34796381e+00 -7.69748802e-01 3.30792386e+00 2.13438946e+00 -2.58799575e+00 1.87525366e+00 5.83507398e-01 2.15118229e+00 2.39638183e+00 -2.67422677e+00 1.14264664e+00 -8.55680521e-03 2.63570136e-01 1.99645736e-01 1.41066347e+00 -1.56551495e+00 2.08067042e+00 -1.36459208e+00] Distance 7.332777981193949 Each least square approximations [10.56173548 3.81372856 0.24706425 -4.96765112 1.44234567 0.29337901 0.24563161 -2.65757126 -0.15160878 0.08484256 0.07353967 -0.05552642 -1.95304994 0.99251627 1.42700031 -0.61860983 -0.86192561 1.35062924 0.91314197 -0.8765499 ] Distance 6.767276492737659 Each least square approximations [10.4233582 -2.84192794 -0.53978433 -3.89017206 -1.24256221 -0.5652301 -1.2233283 -0.35400998 -0.77793651 2.27860466 -1.82466655 1.95362798 0.70311797 -1.1428814 0.27347552 1.78210584 -0.64433057 1.60104635 -0.38734627 0.79595694] Distance 7.74310215414014 Each least square approximations [-11.76177209 0.64526451 1.81816785 5.13533707 0.51731504 -0.06033198 0.90227625 -0.26324026 -0.29911646 -0.43691064 -3.11239466 0.35068454 0.62252899 -0.41201954 0.7574114 1.77326159 -1.49840888 0.27181837 0.31335189 1.02277259] Distance 5.470690870606706 Each least square approximations [-5.95300055 3.73105658 -7.60476525 4.3037774 1.55417718 -2.88957194 2.8838599 3.00444917 -1.87507042 0.07364855 0.2210768 0.20153622 0.94394647 -0.37919503 0.4965668 0.56887379 -1.81393613 0.68958769 1.62376094 0.47070604] Distance 8.205407809499865 Each least square approximations [ 1.47945036e+01 2.65668525e+00 1.75629994e+00 5.80288789e-02 -3.61961576e-01 1.21513060e+00 8.90551345e-01 2.15649174e-04 3.83359679e-01 4.38075796e-01 -5.38634651e-01 -1.54174313e-01 -1.01538889e-01 5.10810864e-02 2.83188536e-02 1.81010032e-01 1.75226331e-02 3.76014575e-01 -2.35269109e-01 2.70238257e-01] Distance 0.7731533917119583 Each least square approximations [10.91557377 -3.85396675 -4.73111766 -3.11156603 1.84821736 -0.71434279 -1.48306312 -0.44873965 0.88540887 -0.07863836 0.04576415 1.5926692 1.19509522 -0.53746772 1.82404354 -0.4471511 -0.27008256 -0.11058349 -0.53862859 -0.01807501] Distance 7.186598595686671 Each least square approximations [-9.29210117 -4.13594196 -6.43607621 0.32585239 2.36108512 1.7363103 1.55321306 0.18872134 -0.07938904 -0.61446006 0.96667945 1.04472781 -0.64359888 -2.14358267 -0.3505375 -0.12178813 -2.74831095 0.71591407 0.76589805 -1.3558517 ] Distance 7.676435779252261 Each least square approximations [-11.13107574 4.92322364 2.743718 -2.17097612 -4.81996391 -0.96166141 -0.95894113 -1.1132445 3.4563479 0.73675899 -0.38076547 -0.80975198 1.04253104 -1.30627846 0.77428574 0.44607988 -1.09523881 1.57721694 -1.94336317 0.70393355] Distance 4.631874401891289 Each least square approximations [-10.03899234 -2.01287 6.71685612 -1.32085783 -2.2840619 1.37654893 -2.44866274 -1.35207727 0.21685376 -0.47899911 -1.34448991 -0.86454321 1.14515351 1.37044843 0.53708838 0.32609239 -0.37250801 0.56264192 -0.28457219 -0.25547694] Distance 7.703495988698633 Each least square approximations [10.84253274 -3.1906242 4.03415878 -4.13170347 2.34972089 0.78886002 -1.56235568 0.53632966 1.95391002 3.12709013 -1.67655089 1.09437201 -0.52413484 -0.49713814 1.45922269 1.57530457 0.17400862 -0.7244531 -0.1965161 0.96455735] Distance 6.226644156069881 Each least square approximations [ 1.07506201e+01 3.35160170e+00 3.72743811e+00 -3.01910746e+00 4.13520571e+00 7.22776901e-01 5.30715744e-01 -6.16507624e-01 -2.83885646e-01 -2.35872665e+00 1.12781936e+00 -1.02702631e+00 -1.04786679e+00 -9.72383439e-01 -1.33148053e+00 -1.80846514e+00 5.81859505e-01 -7.80614921e-01 -7.88895276e-03 -4.39846216e-01] Distance 6.977803113725759 Each least square approximations [10.5257078 -5.33623022 1.76005873 -5.06983319 -0.08151391 -0.59536172 -2.29003989 0.54453875 1.0751393 1.64155413 3.07032966 -0.23635032 0.42295 0.95362431 0.83658348 0.69961968 -0.47204343 -0.02528118 -1.57967949 1.29327786] Distance 6.246579618525993 Each least square approximations [-11.10378414 -3.73845231 3.4861731 2.76891493 -2.25281775 0.3123413 -2.28643822 1.11331253 0.05977552 2.41498852 0.14162929 -0.50466858 -1.33624805 2.02691129 0.01635074 -0.08604974 -1.5433514 0.16306545 -2.15084604 1.58778198] Distance 6.533976864155836 Each least square approximations [-7.90979306 4.00021207 -4.08863737 -0.2481423 -3.02209221 2.40037659 -1.41484723 1.82024555 -1.93249428 2.43037376 -2.17622035 -0.59499963 0.35776695 -1.40044018 1.29805936 1.56211432 0.32047921 0.30013276 1.93392493 -0.41962198] Distance 8.35084158104409 Each least square approximations [ 6.84170904 -0.97195341 0.58136715 -1.09373572 -1.23137722 1.33363352 -1.20583279 -0.24468917 -1.61754398 -1.21395968 -1.81903633 -1.02171738 -0.4669832 0.4324458 -0.09583488 -0.92946698 1.80740766 -0.31373927 -1.89826182 -0.2480032 ] Distance 11.810935708693274 Each least square approximations [ 7.56637818 3.87517906 -2.07515412 -2.51952828 2.93651095 0.87534699 0.54910894 0.07027428 2.52373624 1.98005914 3.33029714 0.14086989 0.08908886 -1.32037991 3.17184506 -0.67627126 0.66385163 1.30622528 -2.4669648 1.00382478] Distance 8.649770064453387 Each least square approximations [-11.75450555 0.43221406 0.10437022 -5.27593503 -1.41574618 -1.0428045 -1.1006059 -1.11339021 -1.55035408 -1.53796897 -0.10177894 0.29953242 1.24348369 -0.86128979 -0.25812614 1.15095554 1.48734493 -2.06759308 1.6421988 0.90901756] Distance 4.476945920420517 Each least square approximations [-7.40538466 -1.24914706 -1.44856478 -1.84841221 -3.17108197 0.1686553 -0.27891699 1.54227369 1.68769352 0.86486591 2.39436027 2.71142442 0.50080036 -1.10772686 -1.41835875 -0.01665367 0.19454688 0.32667283 -0.17179653 0.48335984] Distance 10.738330074014568 Each least square approximations [-10.1741471 -0.81028132 -0.47612452 0.3036416 -0.06047335 -2.83151432 1.01643756 0.03234683 0.05607211 -2.49664443 0.03712652 0.63321644 2.53408247 -2.83001352 1.44793359 -2.86846001 -0.75025389 -0.05382667 -1.13535096 0.55449967] Distance 7.952730623185554 Each least square approximations [ 7.9210225 -1.30436045 2.68563805 1.06626482 -0.66370675 2.12226439 0.79242985 0.38164448 -3.05626801 1.78186038 1.27847299 1.94308759 0.88592788 2.1401354 1.84006442 -0.36378393 0.02742991 -1.93193452 -0.44226662 1.34987164] Distance 9.963656875045585 Each least square approximations [ 8.43434933 0.6801414 -0.9345926 0.18068493 -0.43989944 0.56430932 -3.33664457 -0.90674562 0.68023237 -1.72976231 3.91396492 -1.5448889 -1.69741555 -1.3385249 1.396058 2.15459705 0.52597884 -2.5749068 -0.95744015 -0.23877734] Distance 9.223152869180927 Each least square approximations [10.29134858 3.65779379 -4.92287349 -2.20564863 0.18350037 0.99696469 0.13317623 0.46513703 1.82854883 -0.99413158 0.17909213 -0.02836417 1.5911647 -0.519746 1.33522007 0.74505379 0.5927337 -0.58736009 -0.45015443 -1.01255974] Distance 7.018876779215015 Each least square approximations [-8.75330643 2.09570915 -0.99105781 -0.32116448 -2.72772278 -0.30043987 0.63649177 0.50830439 2.63146886 2.55361176 -1.94746522 0.38095542 -0.44933921 -1.28678205 -0.30323217 -3.4873427 1.42879153 -2.42928856 -2.18013473 0.62769622] Distance 8.68733127739594 Each least square approximations [-7.52322499 3.21806793 -4.78385417 -0.10480219 -1.82111752 2.41724592 -3.51896049 1.48451313 -1.86823606 2.46622521 -2.89118962 -0.04594253 0.26142684 0.26404597 0.83507456 2.07044096 0.92625535 1.37542233 0.51708271 0.2746687 ] Distance 8.400024396994713 Each least square approximations [ 6.32700736 -0.76206631 -0.38551747 -0.89032793 -1.04330296 1.98894454 -1.90109483 -1.40195182 -2.63964192 -0.4081749 -2.70098781 -0.50568908 0.06752096 -0.62503211 -0.24578829 -0.98309388 1.85596279 0.52991294 -2.01754868 0.25847605] Distance 11.582702820881972 Each least square approximations [ 7.8584187 5.62203616 -2.88780748 -2.68611481 2.14165444 2.11621758 0.79536 -1.75886787 1.55817868 2.05107564 3.25179602 -0.01398472 -0.48833201 0.25050314 2.224353 -0.45408879 0.81226031 -0.13344971 -2.18488282 0.19534482] Distance 7.774607506281435 Each least square approximations [-12.14655151 1.07137938 1.31526849 -5.06686802 -0.10606359 0.06503595 -1.45197854 -0.01973168 0.83371869 -1.21112426 -0.49618636 -0.07312256 0.76189975 -1.28645442 0.65385131 1.05381203 0.8779664 -0.88670893 1.01665247 1.55135319] Distance 4.572550788961238 Each least square approximations [-7.54082942 -0.46816888 -2.47051148 -1.305103 -1.65838781 0.68723028 -0.95007126 0.95844027 1.42621378 0.92043543 2.4927693 1.77507279 -0.18558571 -0.10657677 -1.46996462 0.41508482 0.36546238 -1.0786806 0.77119972 0.93706619] Distance 11.089525868007323 Each least square approximations [-9.92504533e+00 -1.30713120e+00 -8.49727992e-01 -1.45851905e-02 1.46912881e+00 -1.16984113e+00 -3.77824857e-01 -7.07109418e-01 -1.06491623e+00 -2.93819113e+00 -7.91471315e-01 -9.18683330e-02 2.20913974e+00 -2.96135473e+00 3.33233871e-01 -2.91124861e+00 -1.28431797e-02 9.15461274e-03 2.02274090e-01 9.36480195e-01] Distance 8.464214616411342 Each least square approximations [ 7.48518767 -0.93405985 1.6093351 -0.36131657 0.57776467 2.59395503 1.92511324 -0.22881819 -2.70747306 1.92637132 0.21322995 0.54282699 1.55354276 1.5095662 0.90066764 -1.22611335 1.10132631 -3.47136705 -0.1889706 1.60946529] Distance 10.275542003997106 Each least square approximations [ 8.81493966 2.10569228 -0.88267924 1.04251011 -1.34976303 0.61893977 -2.6361818 -0.63168996 0.263554 -0.47158661 3.81484446 -1.81478763 -1.03520025 -0.77078935 1.15993518 2.42653982 0.3810043 -2.21964954 -0.44430969 -0.5910255 ] Distance 9.170246948332421 Each least square approximations [10.08433731 3.75956137 -4.23620954 -2.40783956 -0.44416875 1.06917134 1.2526959 -1.33321202 1.22280475 -1.09237866 0.20643093 -1.39675816 0.20617468 -1.42878098 1.63621564 1.30361355 0.11961774 -0.55250534 -0.10339465 0.70164888] Distance 7.354091333469111 Each least square approximations [-8.99264824 1.51736553 -1.01194765 -0.65048792 -2.0522791 0.99638066 1.38578195 -1.26275066 1.36874144 2.6768884 -2.10145961 0.95851869 0.91872951 -1.61627754 -1.2536781 -2.6177704 1.09360878 -2.5954581 -0.96448183 0.49671543] Distance 9.033558933961205 Each least square approximations [-8.18918284 7.3952649 -1.27735117 2.81894182 0.68546734 2.96624813 1.04652931 2.19046426 0.10369496 -0.45054046 0.40682828 -1.16618263 0.35719427 0.06615898 -1.12478108 0.34644038 0.23510548 0.20328817 -1.15908965 0.67221202] Distance 7.327154263589798 Each least square approximations [ 6.70396182 -1.69557542 1.78843005 -2.38186466 -1.4710978 1.96466132 -3.00671945 -1.08153767 0.77306074 2.13081446 -1.11425916 1.07914912 -1.02127055 1.28212154 -0.10491128 -0.45423631 2.84323545 -0.1921478 1.08758403 -0.95287503] Distance 10.570908243046794 Each least square approximations [ 7.50581302 -1.65540108 -1.76588935 -0.59057241 2.62735015 -0.02571725 0.71751232 -1.71153954 -0.39189377 4.2890188 2.83813978 0.71511236 -1.55364901 -2.85122197 1.68911502 -0.57309213 1.45417719 -1.2614461 -1.47979787 0.70013775] Distance 9.23087894569125 Each least square approximations [-9.25471468e+00 -1.89048452e+00 -1.63418127e+00 -2.85348693e+00 -3.29775221e+00 -6.34551454e-03 -1.22391119e+00 1.01220526e+00 -2.05046993e+00 -2.58232305e+00 -4.42978207e-01 5.43416860e-01 2.71361558e+00 1.30996897e+00 3.03425945e+00 -6.92020631e-01 -2.06546428e+00 1.03360796e+00 -6.37369833e-01 -2.04474737e+00] Distance 7.200159931671766 Each least square approximations [-8.64441608 -0.0391415 -0.05436902 -4.08155461 0.83446496 0.12648196 0.45488355 3.3754354 1.82833131 -2.00777339 0.94998684 1.12503685 -2.21813204 -0.99345658 -0.5033579 0.65519477 0.05335962 1.88630988 0.83784019 -2.28248289] Distance 8.719012730861914 Each least square approximations [-10.24096082 1.03761411 2.57880349 0.48162856 1.84428296 -0.51113357 4.33060838 -1.7175163 0.8401836 -0.9203596 0.97401255 1.70992056 1.65616891 -1.13610623 1.03978454 0.99531675 -0.41215438 0.69102921 -2.48333445 0.28977867] Distance 6.978253949038418 Each least square approximations [ 1.01223900e+01 -1.78609380e+00 6.83495430e-01 4.15721419e+00 -7.33765075e-01 2.24603456e+00 1.16112926e+00 2.30214093e+00 -2.00196542e+00 1.16270003e+00 2.52296459e+00 5.23990995e-03 -1.16990776e+00 -1.49578842e+00 1.75128591e+00 5.06994940e-01 9.73212018e-01 -1.83866786e+00 -4.44969149e-01 1.91349825e+00] Distance 6.54613321206462 Each least square approximations [ 5.68891050e+00 4.32473669e+00 -7.08085949e-01 -3.51732592e+00 1.19309907e+00 -2.78586055e-01 -6.52347004e-01 -3.41816003e+00 1.46494578e-01 -1.79445675e+00 1.99802032e+00 -8.05224131e-01 -1.22638321e+00 9.10754649e-01 1.80883280e-02 2.61104431e+00 2.23402841e+00 -5.63270338e-01 4.24596666e-01 5.51693202e-03] Distance 10.259421622326698 Each least square approximations [ 9.39727586e+00 2.06666795e+00 -4.67690958e+00 -1.85349571e+00 2.57502620e+00 1.16944979e+00 -3.59131112e+00 -5.29887219e-01 -1.08698115e+00 2.66399353e+00 7.83575458e-01 1.73822509e+00 2.29377442e-01 -1.85623448e-01 1.69441443e+00 8.44696997e-03 -2.32776353e+00 5.33054622e-01 -1.22942603e-01 3.05119631e-01] Distance 6.751275830732931 Each least square approximations [-7.67580043 0.17621592 -1.79355688 5.12314127 -1.27944566 -0.32226781 -0.22903161 -0.22229799 0.77947857 1.38018727 -2.7355374 -0.70693773 -1.79188851 -1.71598673 -3.00783718 -0.49529769 0.33978604 -1.78839258 -0.22648302 1.82049803] Distance 9.080217476154553 Each least square approximations [-4.76977845 6.5879809 -3.0106593 2.07523064 0.81003711 -1.80986002 2.22410433 0.15245443 -2.89095515 2.10299497 0.25221968 1.30168433 0.41170416 -0.38391278 -0.02003285 2.50956463 0.3399836 3.94824131 -2.98689507 1.45797664] Distance 9.086640295470488 Each least square approximations [ 7.29500838 -0.80163809 -2.4143933 1.24783504 0.90016118 4.25116452 -3.87555574 -2.16191294 1.87893408 -0.46380889 -0.32346252 1.5215056 -0.5934775 1.83577015 -0.31135115 -0.53709429 -1.36510902 -0.21675747 -0.5976604 -1.07917615] Distance 10.264924539386532 Each least square approximations [ 8.525809 -1.99513417 -1.16812669 -0.92695777 2.12318438 4.59797447 0.06537611 -0.65848481 -2.62059778 1.1950013 2.33037949 0.91078785 -0.02818392 -0.23115454 0.64881495 0.86705028 -2.00813423 -0.48090363 0.84139046 -0.84427774] Distance 9.614998528044673 Each least square approximations [-7.41654233 -4.7704114 -3.59402378 -1.74104236 0.65835269 1.6922484 0.70488534 0.69387003 0.29232787 -0.03838183 0.47439477 1.69483572 0.27387133 0.26070203 3.0483159 0.41265594 0.41455195 1.6600482 -0.09592035 -1.3324918 ] Distance 10.168999568790174 Each least square approximations [-11.79254333 -0.1839517 2.58138891 -1.65641604 4.18928756 1.4083464 2.54791275 0.50139833 -2.70897844 1.19111585 2.24230133 0.89514638 -1.00000433 -0.03167367 -1.35685855 0.78909517 -2.17808141 0.4224434 1.91097224 0.06298156] Distance 4.18149100453186 Each least square approximations [-7.64947094 -2.72777784 4.98444822 0.17960058 -0.970349 2.44345275 1.11832221 -1.50683208 -1.28123398 -2.07676584 1.91656154 2.09335897 -0.37610986 1.39932549 0.43078823 1.35665501 -2.27493501 -1.86242538 0.04932564 0.04854191] Distance 9.531357537826043 Each least square approximations [ 7.56527867 -1.78348369 3.40605189 -0.21141024 0.64136096 2.94670185 -3.55616345 3.27752853 -0.88835108 1.82245072 1.48816269 -1.97062196 2.95756291 0.38117646 -0.39325558 -0.7615587 1.54724535 -2.34655991 0.78238288 -1.10137628] Distance 9.208278141137262 Each least square approximations [ 7.88628123 2.98447166 -0.26817889 -4.1282104 1.47147628 -0.13743641 -0.96545004 -2.27072593 -2.29457487 -0.30989729 3.5745544 -0.52143903 -2.80089646 0.63067525 0.40350973 -1.2424971 -2.42811266 0.33412716 0.67324121 -0.61744829] Distance 9.338510239747572 Each least square approximations [ 8.896324 -1.55680038 -2.14995812 -1.73032545 -1.77763161 -1.09133538 -3.3349242 -0.07255575 -0.39946993 0.1136123 -1.36776269 0.5081876 -0.91354015 -2.64148219 -2.05658375 1.05691227 0.0944363 2.61670927 -1.41577648 1.03971689] Distance 9.425089050784294 Each least square approximations [-9.30244833e+00 2.16071148e+00 1.49758736e+00 3.77616024e+00 -1.64023715e+00 -2.07911534e+00 8.61458785e-01 -1.54769815e+00 2.35996404e+00 -1.54825161e-03 -2.95596979e+00 -8.07118225e-01 6.76441178e-01 1.75277645e-02 5.52569264e-01 2.86160838e+00 -1.69044359e+00 -1.43231624e-01 -7.55944013e-01 -3.24815940e-01] Distance 8.5775157758475 Each least square approximations [-5.03148603 4.00885272 -5.86261315 4.57404095 1.21125626 -3.19800682 1.43665704 3.02355546 -2.4292867 1.38806055 0.63947171 -1.2511332 1.08860379 -0.17798449 0.55652988 0.6303342 -1.25703419 1.69326385 1.82350148 0.09386374] Distance 9.579022453694567 Each least square approximations [14.78847367 -1.18160934 -2.5197109 -1.28619797 -0.76881007 -0.16384763 0.80645083 -0.46372189 0.28396415 -0.07590732 0.09298367 -0.01939308 -0.20696436 -0.39708154 0.22131269 -0.16343635 -0.23545785 -0.12496374 -0.0801411 0.04100548] Distance 0.9009456695402183 Each least square approximations [11.05131175 -2.61367067 -3.83720807 -1.65074891 -0.42740479 -0.15452886 -2.66601268 -0.39137751 0.26665774 1.41307651 0.99046321 2.42014352 2.54476757 0.1786028 1.55781198 -0.58476461 -0.53735513 -0.09454167 0.3429701 0.785344 ] Distance 7.599367590074397 Each least square approximations [-9.00018359 -5.15701159 -4.72228951 -0.97174867 1.43275745 2.47944291 1.25097338 -0.07343168 0.45143568 0.56852275 0.95867999 0.95018327 -1.363044 -1.70615137 -0.09751721 1.46188424 -2.83931204 0.81504949 1.23246585 -2.07650127] Distance 8.149223459745027 Each least square approximations [-10.68630095 6.31547146 2.30925842 -1.52605886 -4.32464779 -2.51844352 0.96332863 -1.56090614 2.11484379 0.17559216 1.01119613 0.62852045 0.78558552 -0.93398629 0.15347597 0.98321335 -0.38687787 1.00843833 -0.91596006 0.4037445 ] Distance 5.488313965799535 Each least square approximations [-9.474892 -2.24380414 6.68643727 -0.14354783 -1.89504769 0.55191073 -2.29824805 0.02050277 -2.05283591 -1.22363626 -1.1671631 -0.70226964 1.96052504 1.44386852 0.60208085 0.84640056 0.31733491 -0.41152033 0.13335432 -0.71883005] Distance 8.170067683575398 Each least square approximations [10.21244914 -2.82980917 3.93171115 -3.28346612 1.34492304 -0.02696398 -2.01067125 0.63696509 1.6140021 3.28402392 -3.09776883 0.28485845 0.26808316 -0.50141114 1.52583979 2.37905709 -0.12095967 -2.42097231 -0.07737657 0.44207832] Distance 6.9705824740438445 Each least square approximations [ 1.05918388e+01 4.01899585e+00 2.05096073e+00 -7.02943310e-01 4.01568084e+00 -4.83700559e-01 -1.56852921e-01 -1.13453794e+00 -8.40128409e-01 -2.87775528e+00 1.09166017e+00 -1.84026433e+00 -1.01534873e+00 -7.66340710e-03 -1.82068827e+00 -2.32549660e+00 -1.40206684e-01 -3.96402765e-01 -7.08405111e-01 -1.21873169e+00] Distance 7.392527284766321 Each least square approximations [10.90847591 -5.44336465 2.20373098 -2.78893412 0.15678953 1.43255906 -2.62617135 0.07438139 2.6245066 0.62667676 2.57373026 -0.47054265 -0.77040704 1.45865098 -0.50971896 0.40735928 -0.75144599 0.57722283 -1.26877736 1.96612574] Distance 6.079385586611851 Each least square approximations [-11.25511544 -4.6886963 0.74276849 1.45882485 -3.09585541 -0.44283179 -1.99817383 0.13772682 -0.58220525 1.83360802 0.53205321 0.04080509 -0.86050162 1.79272627 0.4290992 0.68273282 -1.76514918 0.79273319 -2.87323074 0.45750115] Distance 6.701596291937022 Each least square approximations [-4.85969093 4.37075627 -5.18480906 4.93277853 1.51108397 -2.48058297 1.23890164 3.48014449 -2.900711 1.47695645 0.6467466 -1.39774402 1.52155167 0.27409655 0.52222319 0.31899064 -1.22513322 1.93139262 2.49637838 -0.21824451] Distance 9.198424480550305 Each least square approximations [14.64054973 -2.9340131 -1.25271643 -0.37701509 -0.68686481 0.33961751 0.60539101 0.48999443 0.14964805 -0.18749701 0.12422734 0.27200902 0.15739885 -0.5834418 -0.30264981 -0.06849904 0.14570202 -0.19013243 0.25469917 0.16196184] Distance 1.1204424069463204 Each least square approximations [10.70218227 -2.66817561 -3.9523327 -1.17893515 -0.38713723 -0.34418767 -2.33256432 -0.70999726 0.36772254 1.72520043 1.32800948 2.03138903 2.54019825 -0.49076502 1.38888015 -0.56126029 0.10638182 0.25503232 0.04844287 0.71247819] Distance 8.029080893359435 Each least square approximations [-8.82231827 -5.29554529 -4.16317376 -1.08769388 0.80262727 2.91171803 1.08598059 0.05122322 -0.18666759 0.62268417 1.01507392 1.27280097 -1.11132618 -1.81638154 0.21250709 2.04136265 -2.91666291 1.23658212 1.6211118 -1.97236351] Distance 8.049984364034893 Each least square approximations [-10.30451698 6.62986092 2.14401841 -1.82479452 -4.49209142 -2.45650526 1.32847291 -0.7092059 2.36369592 -0.06214282 1.69167057 0.91239279 1.05150058 -1.35661692 -0.30525037 0.42646033 -0.20791005 1.30560415 -0.41052317 0.18638332] Distance 5.18346682254233 Each least square approximations [-9.40908771 -1.89919585 6.66084 0.06972459 -1.26999757 0.37564752 -1.87166582 0.30099717 -2.36020555 -1.26851725 -1.44403652 -0.78892956 1.86946771 0.80055715 0.73956288 1.29400483 0.40936101 -0.31061877 0.02274256 -0.71149983] Distance 8.30656138786175 Each least square approximations [10.01554492 -3.45021731 3.46026172 -3.07595638 0.53040455 -0.15752214 -1.75332358 0.8720811 1.77073321 3.43237535 -3.47754416 0.65156767 0.17951096 -0.68206736 1.77338174 2.53292056 -0.51594643 -2.44654052 0.20057979 0.40833578] Distance 6.791865413887938 Each least square approximations [10.08444825 4.14927453 1.647774 -0.72907519 4.02267665 -0.6605174 -0.10558015 -1.33823341 -0.98695187 -3.34033739 1.26135685 -2.10102453 -1.35027784 0.05746908 -1.87717201 -2.64372302 0.51406487 -0.55192544 -1.17005092 -1.28389938] Distance 7.295816038254929 Each least square approximations [10.99297356 -5.58363795 1.94163944 -2.05061345 0.7766616 1.60075993 -2.92109614 -0.03535828 2.88289531 0.49927546 2.72212731 -0.28766946 -0.1951543 1.50835235 -0.34950961 -0.47464501 -0.71691395 0.29276167 -1.00122365 2.00145176] Distance 5.643825555235079 Each least square approximations [-11.12682759 -4.78310067 -0.10578601 1.53385876 -2.96374555 -0.99357754 -2.3048458 -0.284748 -0.60636369 1.95650912 0.87765594 -0.01828688 -0.81140284 2.02629992 0.22899347 0.58278406 -2.05189654 0.36655073 -3.17061612 0.80471811] Distance 6.204142384706131 Each least square approximations [-7.09134294 4.05997897 -7.77728654 3.51150581 0.50600268 -1.18157106 -0.4428059 2.83974305 -1.37660309 2.63686912 -0.31659646 -1.63384696 0.07698315 -0.96881865 -0.49432147 -1.08500416 -0.22123117 -0.02571384 0.23858036 -0.49625308] Distance 7.583009141073336 Each least square approximations [11.63367447 -0.01890721 -0.46200736 -2.81277928 0.27018181 -0.14187438 -4.24692227 -2.1843364 -0.63617902 0.36435293 -2.52140409 -0.78133157 0.41653171 0.78951474 -0.03628267 0.04171129 0.41172809 -1.88625893 -1.81830055 -1.71531701] Distance 6.057101949184679 Each least square approximations [10.84959614 -1.12143004 -6.61684768 -1.51736449 0.14636237 -0.74475674 -1.86661288 1.87263862 0.41281981 2.45088834 1.62163618 1.32686302 -0.34743877 1.35668311 3.1703689 0.22877377 -0.71064723 0.90689717 0.08959197 0.54949155] Distance 4.94420483087945 Each least square approximations [-10.41734054 -3.14442298 -4.77161359 -0.52108059 0.77362961 1.25074911 -0.43118524 1.20729525 0.05170663 -0.65881559 1.21559728 -1.22913903 0.40907077 -1.41481441 -0.38733158 2.97027237 -1.12246776 -0.56371086 -1.47449065 -1.50608049] Distance 7.449639513675421 Each least square approximations [-9.26657741e+00 3.97647175e+00 3.11563476e+00 -3.17012556e+00 -2.68006255e+00 4.70558839e-01 3.60069501e-01 -2.06609521e+00 1.80671019e+00 2.58409140e+00 -1.36762980e-01 2.22297523e+00 6.02415339e-01 -1.22369942e+00 -2.27294582e-03 3.74994920e-01 1.96213570e-01 3.05496448e-01 -1.05908587e+00 -6.07371012e-01] Distance 8.34097787990348 Each least square approximations [-10.27721036 -1.68363627 4.48374694 -1.81731239 -1.44000359 0.3242537 -2.12838747 -1.0774985 -0.35930144 -2.1065422 -0.01410808 1.25774465 1.26356496 0.43789843 -0.21459065 -1.47478027 -0.24875634 0.8128133 -1.1481135 -0.1566276 ] Distance 8.329652299961399 Each least square approximations [10.26900154 -2.98234378 5.12994169 -2.72505893 -0.35061833 3.80141112 1.97378461 0.86459545 -0.82900459 0.81673749 0.08538154 1.04629102 1.33741883 -0.7069972 0.11448286 0.77015863 -0.31010419 -0.87680165 -1.1171211 0.72092593] Distance 6.785924654358541 Each least square approximations [ 8.49122435 4.10436153 3.26459418 -2.52778002 3.63967346 0.63067892 -0.5175862 0.36828365 -0.77203989 -3.96792679 3.08569412 -1.68333829 -1.21793309 0.61458287 -0.63272447 -0.05200659 -0.50408972 -1.22600836 -0.7003587 -2.28127792] Distance 7.929971091529576 Each least square approximations [11.65352218 -2.15991682 0.01471565 -2.87689272 0.70132598 -0.41527043 -2.0606461 2.513287 -1.45230371 -2.26904279 2.59826599 -1.181234 -2.38421079 -0.08147692 -0.65502703 -0.22300481 -1.11164372 -1.57813027 -0.09904611 0.2684601 ] Distance 5.998562923195957 Each least square approximations [-8.9333356 -3.20980565 3.64648364 2.7424263 -2.76427942 0.51502699 -1.27774359 -1.17033387 2.46841606 2.17098817 -0.89884009 0.24592916 -0.13016246 1.28821037 -0.1114254 0.21352523 -1.3307835 -0.59424277 -2.54143963 0.87964628] Distance 8.76006621554322 Each least square approximations [-6.63080962 5.46142094 -5.31176045 5.31798575 0.306023 -0.3402764 1.11153471 3.68608886 -3.87705206 -0.39882771 0.02873965 0.34527788 0.96462475 0.13494491 -0.4377116 0.72023531 -1.00473262 0.24626799 2.99356033 0.58691556] Distance 6.931212428379362 Each least square approximations [11.12841502 -1.72596438 4.28375483 -2.33379506 -2.6073166 1.2897853 -2.47653574 -2.81431832 1.23461028 0.82944932 -0.27700383 -1.37218381 -0.18533627 0.65656251 -0.37680834 -0.99396668 2.25542214 -0.38645292 -0.90142824 0.58251738] Distance 5.9516138731840185 Each least square approximations [10.1147919 -2.1645135 -3.11485036 -3.15455342 2.48008872 -1.57631676 -1.64105009 -0.043617 0.73148794 0.44540197 0.92936545 0.88806768 0.84519075 -0.97699025 1.9464605 -1.40918707 1.98987126 0.27531339 -1.45087811 0.65764436] Distance 8.144309631568051 Each least square approximations [-8.46936541 -4.98914996 -4.65583677 -0.59601117 0.36266732 1.36119006 0.01262528 0.27767355 -1.49544909 -1.6857583 1.22401762 1.31710092 1.04822767 -2.16545632 -0.35272055 3.28586772 -1.85706026 0.76494694 -2.41675112 -1.90441951] Distance 7.8404667565636235 Each least square approximations [-9.00788978 2.08285776 3.17634374 -4.28034692 -3.29552588 0.4737345 -0.12235377 -1.67482829 2.86079113 1.2532942 0.55676533 2.5001961 -0.21147263 0.3230394 -1.23433475 -0.34632767 -0.20361088 3.06064175 -0.73861804 0.98122447] Distance 7.993027986340605 Each least square approximations [-9.94812834 -2.38912181 5.83469054 -1.28159445 -0.04427947 -0.0763564 -0.71962915 1.03970407 0.29770378 -2.39572757 -0.77253414 0.37298201 0.84629237 0.89860219 0.43853474 0.94724077 -0.1972697 1.52511883 -1.41112033 -0.64133147] Distance 8.04980827718368 Each least square approximations [ 1.20980558e+01 -5.36964199e+00 1.81643650e+00 -3.76258595e+00 -2.41029383e+00 3.38893397e-01 2.73395703e-01 -3.81599115e-01 1.06002955e+00 2.42908061e-01 -1.44589616e+00 1.82304078e+00 7.41044957e-02 5.96275363e-01 -4.25007102e-01 9.73331293e-01 -1.46536851e+00 3.45540433e-01 -1.19181413e+00 6.63938938e-03] Distance 3.184324084950141 Each least square approximations [ 7.97707504 2.25061655 2.48872208 -2.97804248 4.13199806 1.51716798 -0.82778988 -1.58212839 0.88668372 -1.74498742 3.12413324 -0.62948077 -2.3448535 0.79294475 0.83348401 0.22933014 0.49473874 -0.54667904 -0.48654965 -0.7686712 ] Distance 9.599574477333153 Each least square approximations [10.92295753 -3.93473737 -0.62329654 -1.4734818 -0.43352856 -1.07696501 -2.96947675 2.59080542 0.05834192 -1.25751769 2.08858171 1.54234907 -0.63701354 2.03028422 1.41061703 0.50135831 -1.18745795 -0.59316694 -1.65934367 0.43038307] Distance 6.832575201316054 Each least square approximations [-8.30704668 -1.93874301 2.41375578 2.96300578 -1.42402645 -0.5580302 -0.42897821 0.76718104 1.50220849 4.42871251 -1.71006126 0.47851519 -1.43899929 0.94511668 -0.32520937 0.94686469 -0.44403532 1.03143165 -2.048363 3.26273299] Distance 9.226862246826897 Each least square approximations [-5.2957766 3.39762611 -4.47889353 1.50901084 -1.4812184 -3.79198477 1.81464339 -1.20820539 -3.80502286 1.34836047 -0.32695142 -1.59258678 -1.53257532 1.71108913 -0.85061641 0.14260855 -2.02237828 1.59975902 -0.8725241 -1.3374819 ] Distance 9.926301039531277 Each least square approximations [ 8.75982546 0.90428229 -2.60999441 -1.99745403 -0.42670987 3.27484497 -0.50748287 1.20613425 1.204477 -0.32048616 1.10940844 -0.4443723 1.84071056 2.02596243 -0.63114709 0.02243383 0.85810914 0.73692987 0.28232853 0.30046913] Distance 10.131512092290077 Each least square approximations [ 8.04987269 -0.67038063 -0.51918438 -1.80290139 2.8951835 2.53696115 -4.07042191 -2.32402421 1.57409913 0.75715055 -0.08629296 -0.62831503 1.35079371 -0.50018642 1.12961898 0.32039124 -1.57975998 -1.72827081 -0.14312443 1.08085889] Distance 9.839093158342132 Each least square approximations [-8.10250721 -1.59105617 -2.7052109 -3.0469484 2.22823944 -0.20920496 0.81006389 0.21239971 0.2621459 -1.39746005 1.91271919 5.07534331 -0.20967099 -0.8068286 -1.33486867 -0.59675271 -1.4969438 1.31883633 1.04033624 0.72853182] Distance 9.251149538064285 Each least square approximations [-11.36841903 0.54636617 -5.36167111 2.78446751 -2.83278055 -3.90705114 -1.27797698 -0.35802851 1.217829 1.50541277 0.07845162 0.82210473 -0.35549988 0.1868416 0.45382089 0.57149965 0.19293299 -0.37249868 1.2554151 0.24110856] Distance 4.232806216178467 Each least square approximations [-8.56210955 -3.86576276 1.2347792 1.51980692 -2.95527038 2.7347565 -1.18869564 -0.3278623 -0.86437876 2.90213177 0.53162207 -0.69786501 -1.22825934 -1.20244287 2.64728089 0.11379309 -0.34235527 -1.04845627 1.31539845 -0.78701186] Distance 9.090723514280107 Each least square approximations [ 6.72845191 -0.3719157 5.65978472 -1.95759946 3.55546636 0.07018081 -3.23726535 -0.09598933 -1.63969286 1.3543319 -0.36796801 -0.68462618 0.42842428 1.7620473 0.0909598 -0.44763114 0.42753535 -3.22254519 1.2773393 -1.06402069] Distance 9.464515699920335 Each least square approximations [11.3588902 2.73160463 -2.4912035 -0.79985464 -0.08579308 2.96895612 -0.54568542 1.70140031 -0.65967327 -1.63383699 -2.9725064 0.60389794 -0.07339311 0.11377119 -1.00144811 -0.83437484 1.1583052 -0.68979921 0.11698349 -1.7120939 ] Distance 6.466217809786042 Each least square approximations [10.29861974 0.49176486 1.46445546 -2.24943561 -3.15401889 1.57212323 0.40957408 -2.26998181 0.06689595 3.05165262 0.64877766 -0.1948962 -0.25375849 2.24841853 -0.3396319 1.54117262 -0.13404997 1.81212511 -0.60687216 1.35954381] Distance 7.860708090296611 Each least square approximations [-12.56016809 1.08402598 -1.15462843 -2.29511562 -1.03133383 2.99796051 -0.37639386 1.17085678 -0.06255876 0.27809589 0.70792264 -1.08598568 -0.05845421 0.87232482 -0.95628566 1.78816249 -0.79997331 0.42763173 1.64361245 -0.62198981] Distance 5.31944165533108 Each least square approximations [-5.49555982 3.78601344 -7.03393098 4.31253638 1.59617672 -3.1190728 2.45131624 3.10639849 -1.9088983 0.63906816 0.35244195 -0.18293723 1.0817316 -0.53714172 0.48323749 0.32144881 -1.65171105 1.07064305 1.67607963 0.57547782] Distance 9.319222353815004 Each least square approximations [15.30863168 2.02171607 -0.27666807 0.2333764 -0.64632836 -0.61602636 0.53413644 0.3333959 0.17322021 0.15943752 0.18272413 0.05091074 -0.13954874 0.04801188 0.09083178 -0.06189012 0.24395943 -0.03867425 0.16205906 0.13452106] Distance 0.6447190631945409 Each least square approximations [10.94941828 -3.63314392 -4.52108216 -2.63823764 0.81402786 -0.62205149 -1.95410127 -0.33616341 0.74579733 0.52138237 0.34998342 1.9133751 1.98040142 -0.12167913 1.86335593 -0.44580997 -0.34040005 -0.03801221 -0.2744249 0.39209378] Distance 7.897841526094252 Each least square approximations [-9.1576704 -4.51507043 -5.85904046 -0.05966706 2.10490625 2.06884727 1.30744837 0.10831959 0.04476192 -0.20987706 0.95074158 0.88470187 -0.78632605 -2.20034809 -0.21608852 0.37411342 -2.86362913 0.67380206 1.09835633 -1.59430665] Distance 8.462752450542188 Each least square approximations [-11.04279907 5.78259246 2.80401154 -1.61012157 -4.83547067 -2.05249858 -0.29366935 -1.16815113 3.14139342 0.53467173 0.26564535 -0.54273214 0.68630619 -1.72668562 0.58793373 0.57627217 -0.98930904 1.23751084 -2.28291411 0.73358137] Distance 4.756138775028765 Each least square approximations [-9.8059213 -2.0718078 6.85134658 -0.81207049 -2.08844329 1.113328 -2.49163494 -0.89780505 -0.70453847 -1.02945458 -1.35334569 -0.93982413 1.22916052 1.37390985 0.50508768 0.54970674 -0.28973527 0.2577463 -0.07672817 -0.43968701] Distance 8.436346279368971 Each least square approximations [10.59573915 -3.10207749 3.83849325 -3.8816786 2.11051101 0.44718674 -1.9752165 0.38302523 1.52136621 3.36664544 -2.29272525 0.81603786 -0.06206696 -0.59257401 1.68086381 2.04186081 0.0494054 -1.4345076 -0.23764702 0.93255444] Distance 7.078759306710455 Each least square approximations [10.72516213 3.72816055 3.25172322 -1.97883275 4.18597444 0.27503456 0.44271034 -0.70623484 -0.64780092 -2.54571732 0.82222346 -1.51368533 -0.94290083 -1.05952617 -2.07528518 -2.38145303 0.26498566 -0.99446572 -0.30928183 -0.86058316] Distance 7.412768633496162 Each least square approximations [10.63898616 -5.31275545 2.22766054 -4.27432241 0.18341207 -0.01448219 -2.50894863 0.3669358 1.55091048 1.48914664 3.06201025 -0.11700295 -0.0387127 1.36038294 0.24381229 0.75934813 -0.63037251 0.0413483 -1.4923302 1.62060446] Distance 6.895676722441849 Each least square approximations [-11.24714405 -4.522487 2.38041956 2.12904251 -2.8415863 0.12159692 -2.46649077 0.82969815 -0.15143878 2.19546217 0.73211455 -0.68533846 -1.49524531 2.03028802 0.32040172 0.20480853 -1.77738525 0.0588965 -2.48590785 1.02745208] Distance 6.756606958004673 Each least square approximations [-5.75224332 5.05023247 -2.62628882 -0.57526177 -0.27348946 -2.30726476 4.2353107 -1.33661302 -2.89983295 -1.36471871 -0.39800538 0.55709879 -1.49226184 -1.36407976 -0.46283496 0.72812453 -0.42996975 0.67803961 -1.85567149 1.05789951] Distance 9.977853808888783 Each least square approximations [ 4.84271922 3.07514326 0.48078768 -1.5766586 -0.44590387 3.6509311 -2.45927268 -1.26563393 1.92070212 0.5195354 0.90127645 0.27927541 -0.13084388 0.99359727 -0.55947691 0.57896914 -0.65457984 0.79827029 0.34433914 -0.47254447] Distance 12.106538971057406 Each least square approximations [ 5.9870897 -2.5097201 1.32554543 -3.07110314 6.08543836 3.28798354 -0.73889481 -0.0903794 0.19750443 0.97387913 0.71368752 0.77004413 0.9866907 0.11031533 3.33994889 0.75419919 -1.01330068 -0.79072455 -0.36155545 -1.40449712] Distance 9.539183955981162 Each least square approximations [-5.56987866 -1.07154795 -4.71238696 -4.10338123 2.36820963 -1.55431472 1.35604892 -0.10211314 0.5396798 -1.56471919 -1.11670047 3.58116628 2.75160164 -2.77130246 1.74367594 -2.01130877 -0.03569511 1.48416186 -0.0823003 -0.21027521] Distance 9.422733300749947 Each least square approximations [-10.70079015 -7.75882498 1.10990496 0.013038 0.92777205 -0.18646186 0.05132073 1.80182954 1.11638453 2.58291815 0.30155916 -0.98487086 0.72070521 -0.4486293 0.28030432 0.26267577 -0.84126764 -0.87973304 1.19403158 -0.78207077] Distance 4.222811204513059 Each least square approximations [-7.25114852 -3.46356504 2.64267099 0.51598769 0.68151105 3.40980864 1.30449502 -1.81757667 3.10570226 1.04144788 3.77419123 2.12996853 -1.90864695 -0.89768182 -0.25733961 0.18689822 -1.05657875 -1.52131968 0.56710881 -0.21257425] Distance 9.192413025229015 Each least square approximations [ 6.81920284 0.38268564 4.80650735 0.65547076 1.40273939 2.23655328 -2.10471279 1.33605904 -0.90591013 0.65002467 2.33855521 -1.91242209 2.3353121 0.40070482 -0.73986708 -1.53514925 0.99341931 -0.93697457 0.13238343 -0.26753487] Distance 10.347689667460406 Each least square approximations [ 7.39725641 -1.52383167 -1.27572085 -4.94792367 1.08418978 4.65730578 -1.69384995 -0.86843312 -1.15697248 -0.54581883 1.13646787 2.66525162 -2.3099285 -0.62647685 -0.47103353 0.54263392 -0.86828667 -1.45535573 1.25070089 -1.74514698] Distance 8.825137745343438 Each least square approximations [ 6.86610007 1.08793738 -3.23505749 -3.09249382 -4.27226632 -1.12968735 -1.52469689 1.41818184 -1.44658348 2.47120096 0.84097565 1.95544609 1.31784017 0.74364719 -0.19125641 1.72877016 -0.95383128 2.07148713 -0.91202796 0.95032622] Distance 9.6994623661522 Each least square approximations [-7.61775064e+00 5.47110272e+00 3.36991955e+00 2.85018199e+00 -2.71060512e+00 -4.84359919e-01 2.77971222e+00 1.73126392e+00 2.87759200e+00 6.80777900e-03 -2.81643174e+00 -1.30396998e+00 -1.93282618e+00 -2.05947448e-02 -4.64146094e-01 1.78785542e+00 -2.47116339e+00 -2.98549316e-01 2.54627136e+00 -6.76268761e-01] Distance 6.879985601247004 Each least square approximations [-5.1671761 4.03771286 -6.42033 4.32467296 1.46555939 -2.21471588 1.99295455 3.33274857 -2.6130174 1.38843936 0.2711227 -0.60296226 1.63199119 -0.20344446 0.27112119 0.3444748 -1.12211747 1.7805522 2.08595305 0.15665149] Distance 9.139486141301058 Each least square approximations [15.04147326 -0.50401066 0.1750686 0.95700594 0.45967245 -0.34453219 0.29123923 0.51761513 -0.18404774 -0.37378907 -0.2000861 -0.12165389 -0.02295056 -0.09971399 0.10423836 0.19427981 0.07133991 0.28786226 -0.54183685 0.13629012] Distance 0.8163736833015517 Each least square approximations [10.75149752 -3.00367422 -4.84949407 -1.75781604 0.39650269 -0.45169831 -1.68237044 -0.13279866 0.65851312 0.96563069 1.13667377 1.66679467 2.23905994 -0.1659632 1.50481233 -0.33404469 -0.093775 0.21791713 -0.21504645 0.22447553] Distance 7.8767735069075835 Each least square approximations [-9.16566677 -4.56621915 -5.0097614 -0.43839217 1.46019313 2.33400188 0.9684087 0.02336656 -0.30863124 0.12938614 1.1237758 1.01245927 -0.94000044 -1.61626996 0.08898161 1.34118443 -2.7980258 1.04136613 1.30034543 -1.57802885] Distance 8.36770394611274 Each least square approximations [-10.53375934 6.26759093 2.75080744 -1.90092665 -4.53322965 -2.17601727 0.78169209 -1.16180463 2.73714275 0.36934005 0.93334389 0.25707658 1.08133062 -2.01007196 0.074443 0.29392415 -0.90527315 1.3064448 -1.35387056 0.74067244] Distance 4.694563873660442 Each least square approximations [-9.56994698 -1.81151347 6.50232223 -0.67030316 -1.80806356 0.58831665 -2.23468641 -0.64467073 -1.41265873 -1.45634686 -1.10746081 -0.78601502 1.58816335 0.98272106 0.68860586 0.83655662 -0.09374528 0.16351982 -0.07941876 -0.4960031 ] Distance 8.482510609182512 Each least square approximations [10.15591991 -3.45970433 3.67334364 -3.62047498 0.98890708 0.70216033 -1.84161582 0.95312258 1.7528286 3.44665015 -2.79658999 1.28241464 0.01717331 -0.61533238 1.83429032 2.24385558 -0.19370345 -2.1973478 0.17569033 0.75295321] Distance 6.583264040179795 Each least square approximations [10.25490001 4.0088162 2.74947448 -1.66203993 3.67832957 -0.36185916 0.07481393 -0.73655447 -1.06089555 -3.22724498 1.49615351 -1.52078299 -1.68895648 -0.87041019 -1.53649183 -2.79835111 0.39404873 -1.0650278 -0.89393604 -0.95906499] Distance 7.12856543279528 Each least square approximations [ 1.09546705e+01 -5.23530888e+00 2.02852676e+00 -3.15669458e+00 3.77904425e-01 4.81052257e-01 -2.60700075e+00 3.26329553e-03 1.67466671e+00 8.04581372e-01 2.77926347e+00 -4.24274835e-01 3.95468411e-01 8.78324707e-01 2.12985133e-01 -3.36887352e-01 -7.82180789e-01 -4.23964976e-02 -1.05476575e+00 1.74693093e+00] Distance 6.602947373127786 Each least square approximations [-11.15109915 -4.34388977 1.33848358 2.01144017 -2.85025261 -0.3177147 -2.67455113 -0.2647484 0.14378924 1.69607536 0.63962584 -0.35549772 -1.17668152 2.20783445 0.50527449 0.20361042 -1.75169956 -0.03930563 -2.87028784 1.14588616] Distance 6.5092970623480655 Each least square approximations [-7.83062768 4.89770026 -3.50619989 0.70939258 -0.27028706 -2.91843011 3.25856301 -0.62316371 -0.20321763 -2.10902277 2.65834957 -0.62392969 -1.11914531 0.06111019 0.35527989 2.32701362 -0.30609877 1.76917794 0.72884492 -0.11077778] Distance 8.256252098250183 Each least square approximations [ 9.58533675 1.13702466 -0.1024528 -2.32611271 -0.655038 2.64521171 -1.07915402 -0.61235072 -0.85925476 -0.72057648 -0.09341599 -0.8848953 -0.82327905 2.35403531 -1.16252062 1.82205879 0.16163705 2.53524292 0.70213671 1.80028747] Distance 8.81415345340729 Each least square approximations [ 9.84554052 -2.06899528 -0.01373865 -2.75107998 2.31305121 1.6000401 -2.0162808 -0.74542875 1.32201623 0.85955609 -0.30538893 2.34603426 1.26067929 -0.22402174 -0.28756066 -0.64387267 1.38473927 0.43201745 1.29188051 -0.95730327] Distance 8.494115993379372 Each least square approximations [-7.74882242 -2.91540288 -5.33995511 -0.93528966 -0.23703381 0.12746587 1.10231099 -0.46864004 -1.96154891 -1.42191353 -1.01038261 2.25681603 -2.63560653 -0.99920717 1.66652672 -1.2811709 -3.22546293 -1.06104691 -0.87491896 -1.94659883] Distance 8.276669289426163 Each least square approximations [-10.13014899 1.00042368 2.06227375 -2.48349763 -1.93954256 -2.58235141 0.81341295 0.64680307 1.63564677 -0.74493853 -2.20998485 -0.96076029 -0.60019103 1.30171334 1.03184364 2.54135972 -0.08219819 0.14637017 -0.39116588 0.26102316] Distance 7.997435539837884 Each least square approximations [-9.04581763 -1.96883274 3.33271556 -0.60289041 -1.51243414 1.47809891 0.67385784 -1.08273758 1.98730993 1.00728644 1.78247772 0.72596245 3.19178473 0.38646445 2.24412784 0.16604133 0.32045655 0.69203345 -1.73546062 -1.47873723] Distance 8.674924008715063 Each least square approximations [11.10572475 2.65749548 4.22576175 1.67935415 1.91031359 0.99970062 -3.01257321 1.7145129 1.50704471 0.67631189 -1.25543301 -1.45418984 -1.70893978 1.13696825 0.92780339 1.49711768 -1.12570343 -0.025667 1.23000075 0.15278728] Distance 4.908772525195681 Each least square approximations [ 8.79851516 2.66783238 1.63786979 -2.3543165 3.08885597 0.32599642 -2.27866406 -1.68113872 0.66092705 -2.07278616 0.29782914 0.88581846 -2.09409598 -0.9646142 0.35170339 -0.96066618 1.2244801 -0.04111439 1.20006408 0.0142772 ] Distance 9.112772472923252 Each least square approximations [ 8.80938158 -2.45374785 -0.5015041 -6.19861032 -1.26787911 1.54638611 -2.51291209 -0.5152473 2.05973492 1.72742338 -0.05994863 1.92310613 1.20722931 0.90041254 0.8758241 0.19226241 0.74829934 0.29402911 0.90375369 1.79884908] Distance 7.536337826564756 Each least square approximations [-9.39550229 -1.65671558 1.82906263 3.40850562 -3.24386181 0.55806623 0.20574301 2.09142823 0.52206257 1.3926008 -1.69811896 1.1116239 -2.08790935 0.85446512 0.73025983 1.49099777 -0.88556374 0.15062435 -0.1759652 1.9492327 ] Distance 8.266013453891508 Each least square approximations [-8.62119642 4.93968438 -4.17016873 1.42839239 -0.60559281 -2.06861145 2.891784 0.60728162 0.70010371 -2.16534699 1.93131056 -0.689342 -0.36962212 -0.4877294 -0.08848487 2.66600626 -0.37801824 0.74420807 0.31125784 0.00982617] Distance 7.656986828696914 Each least square approximations [ 9.47648058 1.84165103 0.35537165 -2.46062173 -1.92073256 3.30256969 -1.46816799 -1.26141395 -1.33646545 -0.5557895 -0.63776923 -0.68129245 -0.17686763 1.52985002 -0.98782983 1.34426506 0.17346897 2.5596486 0.5632922 1.20866492] Distance 8.580825819182536 Each least square approximations [ 9.87686529e+00 -1.38413792e+00 -1.64333046e-01 -3.95010820e+00 2.86022554e+00 2.90219312e-01 -1.67903872e+00 -1.65865932e+00 1.24740081e+00 4.03485114e-01 -1.48354529e-01 2.22710163e+00 6.51011668e-01 -7.63337866e-01 3.39959553e-01 -1.61425691e+00 1.35325467e+00 -1.93087721e-03 1.12253283e+00 -4.09025252e-01] Distance 8.075199676182562 Each least square approximations [-8.74402661 -3.29162604 -4.67898119 -0.37417754 -0.06778692 -0.70886269 1.34927181 -0.32857748 -1.61159748 -1.47889158 -0.94936602 0.5899922 -1.08085858 -1.0994647 1.15046117 -1.72796898 -3.65589697 -0.52624844 -0.83902986 -1.28403531] Distance 8.206922329742856 Each least square approximations [-9.97251171 0.96155601 2.24040774 -3.3597397 -2.17366346 -1.94083636 -0.1131969 0.43457417 1.88482045 -0.74536755 -1.86161227 -1.54432195 -0.55087276 1.79089119 0.28135148 2.49876401 0.6800702 0.68315222 -0.44900514 0.36623231] Distance 7.83561387164302 Each least square approximations [-9.98261541 -1.82936744 3.34284496 -0.99838979 -1.62561376 1.06403484 0.78172879 -1.10449155 2.30802164 0.71840424 1.25350328 0.7759914 3.73464986 0.27668628 1.04573156 -0.01731449 -0.09985904 1.53570886 -1.2352381 -0.38645153] Distance 7.737952090299813 Each least square approximations [12.04610968 1.87769663 2.97221221 1.81372116 2.43771043 -0.30471304 -2.74771254 -0.55319084 1.25243257 1.67832065 0.40578842 0.32156665 -1.131271 -0.29908543 0.11601878 1.55659802 -0.42105684 0.45319616 1.52684706 1.10716447] Distance 4.558741717210468 Each least square approximations [ 9.2855333 1.96927838 2.38460799 -2.67959135 2.68255336 0.67363841 -1.82338989 -2.29847196 1.31186511 -0.98678399 0.03788873 0.17975707 -1.7335381 -0.98336156 0.19601821 -0.25800239 0.96472883 -0.10999826 0.8975293 1.37511343] Distance 8.840930945668422 Each least square approximations [ 8.75159343 -2.06457929 -1.3592797 -6.18385594 -0.3499449 0.26058023 -2.39563253 -0.70245792 2.13508453 1.44403985 0.92646572 2.59342549 1.07923003 1.62812329 2.19796977 0.76303616 1.15936054 0.52659269 -0.28286384 1.47899495] Distance 7.288427520905174 Each least square approximations [-9.45400355 -1.55960903 2.40284634 3.20491933 -1.74952402 0.09379304 -0.10965439 2.84056162 0.03363349 2.24007556 -1.80958628 1.17994606 -2.03279602 0.44841495 0.13033092 1.54624052 -0.30959495 -0.24072715 -0.62446704 1.87644172] Distance 8.266331202187674 Each least square approximations [-6.46344864 4.00724726 -7.56813972 4.27701882 1.18695023 -2.245993 2.57161727 2.65452286 -2.48324239 -0.92707828 0.50990914 -0.05297802 0.62735129 0.46102513 0.21462928 0.60928295 -1.74071976 0.1108708 2.69104321 -0.65990633] Distance 7.713497142243183 Each least square approximations [ 1.38824614e+01 1.14691344e+00 3.55785941e+00 -2.00360929e+00 -1.48086964e+00 3.24482849e+00 1.03721843e+00 1.19475776e+00 -7.82072639e-01 -7.14084445e-03 -2.80633285e-01 1.05038844e+00 3.50986406e-01 1.21489610e-01 1.25317480e-01 5.83662180e-01 7.18145574e-01 3.57027504e-01 -2.45451753e-01 1.02501392e+00] Distance 1.4381897713133314 Each least square approximations [ 1.06490021e+01 -3.47192924e+00 -4.37178343e+00 -3.54837233e+00 2.86339973e+00 -7.60442897e-01 -1.32380493e+00 -1.00152274e+00 1.11303426e+00 4.76024977e-02 -1.37543688e-03 1.01677142e+00 9.04696254e-01 -1.24487492e+00 1.53466553e+00 -7.00439324e-01 2.15219047e-01 -2.02234637e-01 -1.08034682e+00 -9.16604387e-02] Distance 7.389395112830257 Each least square approximations [-9.32322753 -3.77274342 -6.24244965 0.29339032 2.22908586 1.46481289 1.39420228 0.38543169 -0.67064967 -0.89759052 1.27561564 1.90214291 -0.76013526 -1.90549696 -0.07243309 -0.0878955 -2.55901132 0.72280477 0.77444941 -0.96787802] Distance 7.956090707810702 Each least square approximations [-10.69658754 4.22545082 1.98770118 -2.592936 -5.06527309 -0.22914876 -1.55163827 -0.07709948 4.1447782 0.41630346 -0.4082441 -0.72733237 1.46532286 0.14547049 0.78487332 0.51635046 -0.53977971 2.3404814 -1.21574561 0.26068048] Distance 5.706453255447269 Each least square approximations [-10.28177269 -2.30831005 6.04320265 -1.9634521 -1.82242726 1.27123701 -1.9905815 -1.15996559 0.69797127 0.55195351 -1.42049411 -1.02649032 1.72005562 0.68128342 1.0090303 0.18875863 0.38187704 0.81706883 -0.51646431 -0.23660415] Distance 7.804288171114444 Each least square approximations [11.13831813 -3.11726105 4.28684617 -3.7794492 2.03812526 0.49846078 -0.57676486 0.02739866 2.40340859 2.55731409 -1.43421834 1.12256726 -1.31214632 -0.30639523 1.21509816 1.4931762 -0.15425401 -0.56887007 0.52143841 0.72387376] Distance 6.210620841578366 Each least square approximations [10.73956628 3.09483195 3.8633604 -2.9159802 3.96169121 0.79937411 -0.17591567 -0.64997578 0.81652568 -2.3754772 0.58365609 -1.04347197 -0.66472473 -0.7515167 -1.11061951 -0.64203338 1.8127764 -0.64781485 0.14974079 -0.31294018] Distance 7.259264350539985 Each least square approximations [ 1.07070444e+01 -5.35105641e+00 1.16366733e+00 -5.16007171e+00 2.42376535e-02 -3.83880540e-01 -2.17292861e+00 6.76659950e-01 1.17728774e+00 1.59788624e+00 2.56349147e+00 -2.97398202e-01 1.12608405e+00 1.38609085e+00 1.86763347e+00 -1.36262936e-01 -8.45662871e-03 -3.09170178e-01 -1.67746877e+00 1.44318739e+00] Distance 5.7599228659850485 Each least square approximations [-11.11069642 -3.55826283 3.20613595 2.71325935 -2.19908922 0.3672213 -1.8203721 2.18496108 0.01418616 2.82885425 -0.37358441 0.16747873 -1.75644014 1.49091359 -0.36448964 0.03912564 -1.42733894 0.17049993 -1.5734205 1.86355879] Distance 6.603843063899829 Each least square approximations [-8.57607843 -2.83223773 -5.70113179 -3.26983367 2.39116294 -0.44524983 1.86808963 0.23187861 -3.0706992 -1.12820909 1.73500553 0.17148575 -2.54385408 0.9700802 -1.3410209 -0.31967868 -0.65056389 0.45360556 -2.1009935 -0.39499494] Distance 6.12470206678692 Each least square approximations [ 4.97553892 4.70495469 1.12715981 -1.36469099 0.34408675 4.09079033 -1.69342607 -0.27894607 -3.5923277 -1.37337039 -1.00455691 -1.68549885 0.43164703 -0.33451524 0.17990183 0.907338 0.31753894 -0.29278908 -0.64561854 1.46760843] Distance 10.373738859828503 Each least square approximations [ 6.10460444e+00 -1.18170336e+00 -2.87200167e+00 -2.84966691e+00 4.06280116e+00 -1.44191744e+00 3.13656891e-01 -5.53403425e-01 1.78421488e+00 4.14448330e-01 -2.71707603e-01 -1.81711887e+00 5.84532350e-01 3.12430526e+00 2.66944358e-01 -1.73077393e+00 1.84218840e+00 6.53068899e-01 2.16164974e+00 -1.87649098e-03] Distance 9.878012504373645 Each least square approximations [-6.93235355 4.16164635 -5.18175686 2.8252365 1.88169576 -0.03034827 0.50099814 1.28617068 0.06489462 0.1423937 1.16838654 1.58111761 -0.46980562 -2.70131163 0.62229299 -1.25734298 -1.8562491 0.91279077 0.99369001 1.37114391] Distance 8.591411239500262 Each least square approximations [-6.38110643 -1.37027523 1.25562404 -2.24288816 -1.452719 -2.02622505 -2.79704824 -0.2459923 -0.35980142 1.92520645 -4.74520255 -2.25943398 1.08080787 -0.57922477 1.48617745 1.25114682 0.20699974 -0.54547501 0.86686758 -0.82781805] Distance 9.908302683078482 Each least square approximations [-7.71293638 0.78741943 -0.58492121 -3.32640908 -0.68435651 4.05999338 -3.30360825 -1.87919854 1.77305708 1.36216851 2.42248112 -1.13612963 -0.18701567 -1.61491044 1.62997695 -3.11992587 0.17917314 0.10869929 0.89461699 0.02905124] Distance 8.309008267881067 Each least square approximations [ 6.48626496 5.15090235 0.98902087 -4.67610717 3.55639447 5.13243797 0.46139076 0.41150145 0.09251574 -0.83869311 0.31364227 0.09490276 0.16954722 0.58784602 0.2636679 -1.61464156 -0.17274457 1.60421289 2.67239968 0.25715336] Distance 7.449121559005571 Each least square approximations [ 6.35065926 1.09564116 2.71387646 -4.96043258 0.74759599 1.48378613 -2.07774264 1.14731739 1.4331539 -1.76584158 -0.13814434 2.80339964 1.16657586 -3.31191037 -0.1444649 1.39332926 1.25280781 -0.61907824 0.32464561 1.10693424] Distance 9.352468299680119 Each least square approximations [ 5.47014641 0.38054578 -1.76200548 -6.9764878 -0.62589308 -4.45640409 0.42287898 -1.76359623 0.02111488 0.89037183 -1.06064868 -1.60708803 1.37431186 1.44746455 -1.1980237 -1.76455322 -0.64652083 -2.97898858 0.63626944 0.91831324] Distance 8.428080079186842 Each least square approximations [-6.5603527 0.67888595 5.23008286 1.82535055 -0.7330178 2.32151968 0.40130961 1.32534139 1.85073605 -0.60900741 0.98588737 -0.77036883 -0.32677183 1.69977246 0.09970031 0.2831779 2.20092984 -0.99690339 0.2299195 -0.81066641] Distance 10.147201998457309 Each least square approximations [-4.35874077 2.19784216 -5.65845793 3.38900139 -0.78790496 -4.20316192 2.00972761 2.05827212 -1.47503418 -0.08829035 0.92680794 1.40030298 -0.56503363 1.06282089 -1.14889948 -0.13607877 -4.13846063 0.40013908 1.58863367 0.89880678] Distance 9.532314681055313 Each least square approximations [ 8.49604218 2.14321917 2.98687895 -2.5201918 -0.07053785 3.74911195 -0.32284995 0.06752303 1.98173116 0.53745486 1.19737237 -0.55591362 -0.05373568 1.10579271 0.96284432 -0.13494408 -0.82868923 -0.12777147 0.91445479 -0.93867751] Distance 9.818401481973607 Each least square approximations [10.2030668 -5.1419173 -0.20989398 -1.77804155 0.58312932 -0.56700686 -0.01760272 4.00260874 2.22405712 -1.26163634 -2.18976347 -3.47632345 -1.86382287 -2.17644384 0.4189235 -0.21273725 -0.89007613 -0.10921051 -0.69188603 -0.29637811] Distance 5.433175553388277 Each least square approximations [-5.54503783 -2.58883905 -6.06935498 -0.1187966 0.80940803 0.17376557 0.71071362 1.99919918 -1.19643908 -1.7416637 2.36898807 -0.21034202 -2.92468274 -3.23933812 -1.67398057 -0.05647904 -2.71740373 0.77196278 -1.97312527 1.12785778] Distance 9.410770301254956 Each least square approximations [-8.08472843 1.54435131 3.36273944 -1.73447719 -1.63270241 0.6777187 -2.41697109 -2.91985384 2.65454985 2.11354925 -1.44358921 1.79181844 -0.9085933 1.48557773 1.16863317 -3.89917224 1.55103348 1.59817103 -0.90811656 0.50308509] Distance 8.435964745417328 Each least square approximations [-6.76617538 -2.45528219 4.12113213 -0.20019547 -2.11339317 1.29058527 -3.75413269 -2.3418232 2.44450759 0.31699655 -1.12067887 0.53554891 0.6219533 -0.22229073 0.23512676 1.03825409 -0.53526726 1.22686724 -0.90369772 -1.10938427] Distance 10.276149870037736 Each least square approximations [ 8.20798253 -1.35054507 4.44922627 -3.14758566 0.99493015 1.37250623 -1.09531163 -0.36977302 1.83365607 -1.65096249 0.26780053 0.48204328 1.14564371 -2.97321034 2.86713306 -1.39037564 -0.39278706 1.4376311 -2.78055406 -2.136497 ] Distance 8.297378532321076 Each least square approximations [ 6.5577034 2.46500828 2.77303976 -3.81027028 4.48189026 2.1117402 2.22739836 3.00951146 2.78012031 -1.76763316 1.22941797 -0.55158429 -0.67438101 0.18776981 0.64716768 -0.95580397 0.28422587 1.35109434 0.50049492 -0.78012953] Distance 9.276840192114411 Each least square approximations [ 7.81745336 -2.54884673 1.22648578 -4.21680935 -0.40295467 -1.29379589 -1.53031999 2.91360604 -0.8748285 0.43317674 2.59066279 -0.70293763 0.711072 0.82247986 -1.65514028 0.44163425 0.52672037 0.10665769 -1.74424924 -0.65100112] Distance 9.87812089344221 Each least square approximations [-6.5607502 -1.9284392 5.08842138 2.1815098 -1.29117572 1.50360566 -1.15647002 1.79581688 0.29712033 1.6732546 -1.1506119 -0.27568704 0.70666508 1.89138757 0.29061837 0.88037952 -1.17182988 1.41120148 -1.68735888 2.04224768] Distance 10.375895498752552 Each least square approximations [-6.47872063 5.60787378 -5.59017316 5.67978777 -0.27918854 -1.72525753 1.18002171 2.51478001 -4.15816556 -1.20169189 0.28609546 -0.02175158 -0.41412629 1.11784991 0.28377303 1.33179393 -1.31118567 -0.42403151 2.73004315 0.20789479] Distance 6.412897348380419 Each least square approximations [11.19405521 -1.2277826 2.99702496 -3.61156263 -3.12116917 2.23634719 -3.01971914 -2.73993542 1.66055537 -0.14397095 0.52897897 -0.33899306 0.03841354 0.56259421 -0.62318334 0.08944449 1.95282628 0.73345753 -0.55942821 0.57598964] Distance 5.587802270142013 Each least square approximations [10.59554298 -2.20281899 -2.17110357 -3.79070523 2.57010545 -0.47685259 -2.31493397 -0.41361357 0.70044783 0.29732315 -0.12809062 1.23148181 0.57255444 -1.15622692 1.70378838 -1.11508784 1.18823557 -0.04359088 -0.46588878 0.39609709] Distance 7.876619180995703 Each least square approximations [-8.1889513 -5.43803255 -5.18039254 -1.01579052 1.11321969 1.72262371 0.65166048 -0.09178525 -0.32607518 -1.15848655 1.28631101 1.84923649 -0.18498918 -2.26803024 -0.05981029 2.30711913 -2.0615942 0.96300918 -2.43476522 -1.38355572] Distance 7.818532827744458 Each least square approximations [-9.9081381 2.1669703 2.43204873 -3.8630874 -3.35113007 0.17687565 0.12822816 -2.07506349 3.09810265 0.62269838 -0.23152651 1.57625459 0.05941393 1.73833024 -1.16191615 -0.36165973 0.56764108 3.08003128 -0.94441622 0.89145782] Distance 7.245759695701751 Each least square approximations [-9.74895132 -3.50596964 6.29664379 -1.04783586 -0.47508097 0.23586142 -1.22750316 0.70215653 0.21456212 -0.54666218 -0.39441202 -0.04597762 1.57387912 1.08952922 0.72898023 1.32473991 0.20181983 1.48430683 -0.78986067 -0.53259011] Distance 7.768563889203709 Each least square approximations [12.20489147 -4.52613174 3.26298779 -3.33921184 -1.38206682 -0.83131898 -0.37015148 -1.56682045 2.53887113 0.33822884 -1.38522614 -0.12867411 0.70790853 0.6485807 -0.26388655 0.53092992 -1.19040029 0.33749838 -1.07476998 -0.3157646 ] Distance 3.3652890865513365 Each least square approximations [ 9.18787797 1.99353577 2.42925919 -2.78005063 4.18990897 1.38366744 -0.95860307 -1.61574365 1.31970801 -1.68389653 2.48655127 -0.97567271 -1.83433651 1.22533857 1.22760772 -0.01571635 0.09749639 0.1998994 -0.52808957 -1.16470811] Distance 8.690492555141681 Each least square approximations [10.82391067 -4.6007653 0.36088078 -2.26600277 -0.83605438 -0.27931336 -2.30247546 2.28855749 0.39228291 -1.30971893 2.02486571 1.66759855 -0.1325368 2.39024939 1.70144169 0.68485294 -0.5262697 0.55472308 -1.93329778 1.34453777] Distance 6.4370554447915715 Each least square approximations [-9.18061216 -1.79481629 2.5879883 2.88634073 -1.36789752 -0.31982638 -0.42327871 1.71018288 0.53134253 4.14537296 -1.77597337 1.01671131 -0.86263585 0.93306956 0.45482446 1.36275981 -1.38115898 1.580349 -1.86418421 2.89821856] Distance 8.431599301426745 Each least square approximations [-5.7170319 3.7558957 -4.65694972 0.42958665 -1.708267 -2.93575434 3.32858573 -0.02520465 -3.42370811 1.55787063 -0.54260312 1.36926064 -1.209471 -1.62798886 -0.46437043 0.89585756 -1.16502688 0.42638524 -1.80033379 2.44158767] Distance 9.54527620915249 Each least square approximations [ 6.07004826 4.15839592 1.04654262 -1.71621323 0.85332185 3.6954003 -2.87212723 -1.42350099 1.61272469 -0.22981866 0.94455887 0.02976573 0.21568958 0.87094741 0.38569537 0.5533878 0.05371348 0.40596905 -0.32623498 -1.26782684] Distance 11.182883001568909 Each least square approximations [ 7.30474846 -2.61507701 -0.16128937 -3.40793396 4.67071313 2.40517446 0.04761276 -0.0646237 0.87501796 -0.35573562 0.87743358 -0.19358937 -0.17326051 0.49941855 2.45831041 0.8513263 -3.70808469 -0.14035024 -0.99618877 -0.41121327] Distance 9.563483279373632 Each least square approximations [-7.0193167 -1.1587101 -5.3524864 -3.78999647 2.96504402 -2.04186033 1.49791755 0.23723682 -0.05003554 -1.76142618 -0.56794924 2.10636692 1.29210777 -1.33755404 -0.25777529 -2.13321094 0.24278476 0.58050727 -0.51556774 0.45557338] Distance 9.427964187534366 Each least square approximations [-10.89782249 -6.24960545 2.21569788 1.60215005 -0.46601127 1.66948928 -1.1204993 -0.50946546 0.59283258 3.29163292 0.95396096 0.64237995 0.87612706 -0.84888406 0.77238911 1.15119676 -0.36390396 -0.73400327 0.28374568 -0.08580011] Distance 5.299942275252343 Each least square approximations [-7.47160763 -3.63367132 2.41324657 1.27988563 -2.75164641 2.87789892 0.08135076 -3.65519415 2.60500206 -0.56211388 2.63332724 1.39280862 -2.16490301 0.15202536 -0.06824642 -1.26258765 -1.38212442 -1.64841269 -0.51861673 0.64390413] Distance 9.015309117637731 Each least square approximations [ 6.59329472 -1.14513178 5.73484576 -1.86895307 2.62423925 2.05119161 -1.4936602 2.06152094 -2.39580892 0.4451676 2.04778007 -0.65587575 0.93631041 0.81504765 1.2847061 -2.67640058 1.14984158 -0.91754892 -1.47459049 0.12524441] Distance 9.517019169088613 Each least square approximations [ 8.29920308 -1.25388068 0.02470239 -4.60290208 1.25371918 5.10686269 -0.22319417 2.71130687 -0.58934079 -0.68659108 2.41357242 1.03783634 -1.87158043 -0.92211924 -0.19543821 1.24326779 -1.61133704 -0.9867591 1.09288812 -1.52208156] Distance 8.194792525699023 Each least square approximations [ 7.65198281 1.45586293 -2.18442496 -4.25023009 -3.9304709 -1.69424717 -1.00145871 1.78618652 -2.39368987 2.23533901 2.06814655 -0.15822391 1.07075882 -0.19448894 -1.18358876 1.76146586 -0.52072752 3.78247672 -0.92493007 -0.44676092] Distance 8.497769622668509 Each least square approximations [-7.9934262 5.24814911 6.06842575 0.95362911 -3.46279751 0.19061843 1.74093432 1.1199739 2.87322182 0.89251704 -1.4578209 -1.64732546 -0.59829295 -0.17271985 -2.70902985 0.42126716 -1.54981722 -0.27219751 0.82409656 -0.06003056] Distance 6.644081712985639 Each least square approximations [-6.03165273 3.5256462 -8.28819208 4.00424251 1.24283655 -3.97687507 2.55553925 2.44178489 -1.30034419 0.75849 0.20421151 0.05879205 0.0592986 -0.54606029 0.58845022 0.40521715 -1.29758518 1.23423575 0.51432161 0.68125435] Distance 8.005563174983177 Each least square approximations [ 1.44837590e+01 3.39478933e+00 -1.63223981e+00 -2.05211321e-01 4.21411370e-03 5.40196592e-01 -2.69330037e+00 3.11429357e-01 -5.51936987e-01 -5.45303693e-01 8.23671357e-01 5.75789954e-02 7.96081445e-01 5.19013245e-03 -3.51415834e-01 4.37945362e-01 1.27118523e-01 1.07381298e-01 3.09610899e-01 -1.31560671e-02] Distance 0.7288694569285932 Each least square approximations [11.38714447 -3.59327393 -4.80610883 -3.21687581 1.13526995 -0.05449508 -1.99126333 -0.76806743 0.31980373 -0.37564542 -0.1582491 1.90111353 1.15966164 0.88501057 1.47924727 -0.54852213 -1.02355205 0.12109669 0.91690795 0.36732604] Distance 6.490793199165918 Each least square approximations [-9.69124269 -4.2368842 -6.61338994 0.65793362 2.85891744 1.76046459 1.26028112 0.06390581 0.4859883 -0.67778084 1.03835176 0.37971284 -1.02228179 -1.97497795 -0.4411478 -0.48031607 -2.26417859 0.43290181 0.51727147 -1.191848 ] Distance 7.165445943779354 Each least square approximations [-11.78012235 5.33698792 2.69790424 -1.84150018 -4.17690959 -1.28670828 -1.12287034 -1.84265231 1.88819255 0.81153532 -0.26444596 -1.34286214 0.49281813 -1.2195103 0.92158573 0.80115233 -0.22238209 0.18307313 -2.24896833 0.51974627] Distance 4.25775094451049 Each least square approximations [-9.9787987 -2.48373922 6.63914644 -1.30991162 -3.10520858 1.85008895 -2.87382006 -1.76363942 0.12108409 -0.35484878 -1.15178333 -0.60662313 0.76533261 1.41424727 0.64243287 -0.07072314 -0.15158001 0.49817284 0.11099065 -0.51106138] Distance 7.292690442749829 Each least square approximations [10.53274926 -2.57456341 4.58267374 -4.26445577 3.86648969 0.97868195 -1.96629865 0.24827428 0.87274534 2.74053223 -0.91788265 -0.05944271 0.21191514 -0.8345857 1.21579864 1.21594409 0.41413122 -0.88232719 -0.07148045 0.89542285] Distance 6.586211647966145 Each least square approximations [11.41526636 3.72460298 4.15285607 -2.69033976 4.0586692 0.42845782 0.79114861 -0.05971927 -0.80495402 -1.89280342 0.6703566 -1.43805331 -0.43886205 -1.33863186 -2.06047644 -1.96484993 -0.34657657 -0.95209401 -0.1877878 -0.93275559] Distance 5.4606793964814235 Each least square approximations [10.62936545 -5.00337722 2.3409244 -5.49562442 0.04460076 -0.91790245 -1.73726658 0.56919831 0.26149004 1.48229905 2.62037684 -0.05273267 -0.52863921 0.82996544 0.45333995 0.86679484 -0.23586472 0.35814022 -0.96177062 1.54860708] Distance 6.487530041795658 Each least square approximations [-11.63433332 -4.32266008 4.13111711 2.37761937 -2.36784817 0.71584016 -2.63100763 0.94682011 0.12907571 2.27443577 0.56678584 -0.89700095 -0.94622198 1.54698263 0.25367235 0.51992167 -1.65022731 -0.3071625 -1.90787565 0.20131847] Distance 5.234853424863402 Each least square approximations [-6.13069214 3.56739038 -8.15637902 3.87186464 1.26527953 -3.293791 2.44841213 2.60994074 -1.5401761 0.59636133 0.16593605 0.09102317 0.55756271 -0.63716443 0.47386415 0.39148231 -1.18653341 0.96267114 1.10399468 0.54960526] Distance 8.411984556146063 Each least square approximations [ 1.48816304e+01 3.28087100e+00 -2.76608205e-01 -1.45960479e-02 -2.53105119e-01 5.55819631e-02 -9.84240592e-01 2.58849849e-02 -5.02209584e-01 -6.40214987e-01 -1.43941850e-01 1.77948838e-01 2.38071433e-01 -1.58521375e-03 -4.44991642e-01 5.12894347e-01 3.80668960e-01 -2.37911538e-02 -3.37126434e-01 2.25746053e-02] Distance 0.8538468178258052 Each least square approximations [11.13380352 -3.38489861 -5.06782508 -3.26501516 1.42092436 -0.42369682 -1.75832067 -0.41704366 0.66475547 -0.05606351 0.08383473 1.67332249 1.27984981 0.54387455 1.63182544 -0.49020657 -0.56299718 0.20155738 0.27939988 0.23127293] Distance 7.053835116533959 Each least square approximations [-9.70284397 -4.09889981 -6.40068323 0.56145148 2.65587905 1.69042171 1.19804687 0.08868571 0.18830952 -0.51380788 0.98005681 0.54350281 -0.80154999 -1.90362492 -0.43587828 -0.05853938 -2.41651828 0.34154252 0.61979655 -1.19874357] Distance 7.627863835439282 Each least square approximations [-11.3369478 5.31778877 2.90876892 -1.91269728 -4.61618454 -1.43102668 -0.78996353 -1.52084456 2.75898445 0.944984 -0.3181134 -1.03176394 0.8482936 -1.51311969 0.82852846 0.99447591 -0.92206513 0.70777274 -2.58039762 0.87195117] Distance 4.149388766227058 Each least square approximations [-10.06760999 -2.30754078 6.44198958 -1.43640913 -2.76554674 1.44123649 -2.7928962 -1.52937492 -0.03070026 -0.61740553 -1.13538161 -0.7405208 1.1211922 1.29919354 0.56545176 -0.1149606 -0.34549266 0.51887606 -0.08427309 -0.28992866] Distance 7.712021480376887 Each least square approximations [10.70548382 -2.73143449 4.43204002 -4.12470233 2.99607417 0.92177891 -1.52244349 0.04463922 1.26360468 3.03432335 -1.49376485 0.56737355 -0.06238837 -0.46499935 1.31746862 1.58812016 0.20920351 -1.04403169 -0.02438805 1.17093063] Distance 6.659620216902462 Each least square approximations [11.12706621 3.56493077 4.02358138 -2.58775263 3.87801126 0.3960211 0.27566252 -0.16660329 -0.67261465 -2.25538051 0.95341789 -1.35220864 -0.90230486 -1.48577552 -1.89267787 -1.96582575 -0.27758617 -1.25048229 -0.10017123 -0.84515074] Distance 6.304411301439045 Each least square approximations [10.70487903 -4.96321347 2.04437409 -5.27884549 0.05210782 -0.86032351 -1.93593473 0.40318531 0.74798124 1.21441487 2.82288045 -0.18565874 -0.11475506 0.90496379 0.60339129 0.7968808 -0.2823677 0.27799502 -1.02952382 1.54602096] Distance 6.645195619878056 Each least square approximations [-11.43609924 -4.1930208 3.73163868 2.28802514 -2.57823181 0.51599968 -2.43556543 0.92186175 0.47746696 2.25700789 0.53255704 -0.59893377 -1.1930883 1.88387217 0.43430564 0.08035847 -1.72322362 -0.26037349 -2.05228832 0.94880658] Distance 5.921029907334393 Each least square approximations [-6.00646062 3.63430551 -8.11125266 3.97208577 1.36405101 -3.3585129 2.82873968 2.79328232 -1.6951865 0.33823855 0.18059179 0.26174751 0.51397037 -0.55344105 0.32583153 0.37629474 -1.43046046 0.66892644 1.37264809 0.51412708] Distance 8.270229476711599 Each least square approximations [14.8183489 3.50071316 0.89883873 -0.70308531 -0.11841171 0.90723722 0.68706274 -0.24023356 0.02466378 -0.13444234 -0.40543902 0.81036461 -0.29876123 0.36549938 0.07524715 0.38228635 0.18743955 0.22069463 -0.3097068 0.43890637] Distance 0.8074518743346388 Each least square approximations [11.04390407 -3.80493274 -4.84346338 -3.48893878 1.79680907 -0.55832876 -1.61590697 -0.48837091 0.78636165 -0.24094093 -0.0649963 1.55011487 1.11691618 -0.1579604 1.74593318 -0.48900171 -0.60676796 0.09393036 -0.28044305 0.12733242] Distance 7.082659287340728 Each least square approximations [-9.50331604e+00 -4.06115615e+00 -6.58693462e+00 6.01273227e-01 2.70553257e+00 1.58407988e+00 1.29677267e+00 1.69271785e-01 -3.24326417e-03 -7.45823659e-01 1.15696262e+00 8.10809146e-01 -9.13094891e-01 -2.07005034e+00 -3.99198392e-01 -2.74490755e-01 -2.49602221e+00 4.46433605e-01 6.04066107e-01 -1.16112081e+00] Distance 7.655279101715061 Each least square approximations [-11.32650374 4.92937416 2.76062039 -1.84329002 -4.65679409 -0.90186222 -1.37586482 -1.25401879 3.10345523 1.00535836 -0.56567274 -1.02368372 0.80356034 -1.01542196 0.87368083 0.83713903 -1.04115608 1.14486855 -2.37468434 0.65953881] Distance 4.853316696992817 Each least square approximations [-9.97300325 -2.32173371 6.62096975 -1.44790053 -2.69097727 1.62338584 -2.66513438 -1.64615351 0.3018101 -0.52417626 -1.29690992 -0.92282623 1.05311911 1.25840614 0.58119816 -0.09513104 -0.42003251 0.51414711 -0.19852041 -0.33809453] Distance 7.7290706950632915 Each least square approximations [10.73226173 -2.88959539 4.54983821 -4.26444459 2.99918226 0.93491696 -1.41827263 0.12790996 1.44431729 2.87832356 -1.5926933 0.8362881 -0.23662497 -0.75667026 1.46865171 1.70441917 -0.09834001 -0.8214107 -0.17768486 1.04616883] Distance 6.428359600761767 Each least square approximations [10.95395995 3.40830456 4.16867432 -2.8198769 4.13410614 0.82101942 0.42748014 -0.21558233 -0.15747919 -2.02278194 0.77153499 -1.1943125 -0.86227858 -1.32164376 -1.6951107 -1.55039201 0.19284631 -0.91109823 -0.01905237 -0.8322028 ] Distance 6.808171936058135 Each least square approximations [10.59113451 -5.18489737 1.98042996 -5.47727062 -0.12301342 -0.97021831 -2.00257429 0.42772884 0.62587853 1.58867526 2.96284029 -0.16129791 0.08191738 0.92925109 0.6919451 0.87589408 -0.24652764 0.17698563 -1.38935885 1.15715476] Distance 6.435920699557379 Each least square approximations [-11.25997914 -3.99782087 3.92285637 2.47627504 -2.37028291 0.85996796 -2.24131946 1.42855504 0.43174974 2.48974701 0.30955806 -0.58273319 -1.22037739 1.71709423 0.21016396 -0.05619634 -1.78002735 0.06209124 -1.84322056 1.30384751] Distance 6.281583544237059 Each least square approximations [-7.44355894 -1.10773634 -3.60591866 -1.12787073 4.80403619 1.6879054 -1.1056899 -0.78157372 -2.92550623 -2.05326826 3.59561889 0.10327698 -0.6790891 -0.60115179 -1.41520541 2.42697065 -0.69355569 0.01431795 -0.12259498 2.12079517] Distance 7.857468269235185 Each least square approximations [ 4.04973446 1.4632438 0.93446075 -0.63641865 -1.47477245 2.04049156 -0.58356218 -0.88657545 -3.2500751 1.36830897 -0.35358809 -0.7943435 -0.60295958 0.16906556 -0.67514653 -0.46114865 1.74078384 -0.87180164 -0.0091618 -0.77606411] Distance 12.40577230247088 Each least square approximations [ 4.55805976 -1.75941253 -1.45275339 -1.68451099 1.91135546 -0.39494771 0.03030477 -2.22801459 1.63624252 5.0102198 -0.37948759 -1.03106636 -1.14069274 1.52142119 1.71996104 1.12957622 3.04590468 -1.04476405 0.91831185 0.42568543] Distance 10.677475019551666 Each least square approximations [-7.04180887 4.0599566 -1.77557414 -0.18006288 0.1253332 2.77127443 -1.40439072 3.26300847 -2.0007135 0.35551466 -0.28460024 0.21759237 1.09789349 -0.07819988 0.57042381 -0.85765643 -2.32302298 0.56017478 1.55602074 -1.97334087] Distance 9.576348247350786 Each least square approximations [-5.49272032 -0.35192743 0.84027541 -1.00203124 -1.021031 -0.94977818 -0.62584228 2.80228609 -0.15503342 -2.10804655 -4.80623346 -0.52496415 1.19435496 -1.49917438 -1.17204055 -0.2620965 -0.76403174 0.40744163 2.48526116 1.6822238 ] Distance 10.720245943734401 Each least square approximations [-9.01859726 3.1276994 -2.5066857 -1.72165978 2.27093236 1.91044404 1.86736143 -2.95318064 -0.83272965 1.34622427 1.33150882 -2.80701832 0.22533108 0.84049444 0.68486603 -2.30327333 -0.84695426 -0.82475433 -1.23405566 0.91952933] Distance 7.483104188963278 Each least square approximations [ 7.03117276 6.12179375 -0.84036453 -2.35993094 -1.35768469 3.8994009 2.38876434 0.7303502 -1.07964874 1.65577076 3.45800682 -0.64221213 -1.02895255 2.22361525 4.02417575 -1.02845745 -0.87991748 -0.17686275 0.4316107 0.91422054] Distance 6.480363363393409 Each least square approximations [ 3.51539446 2.14157863 0.41700795 -4.6380702 -0.53497648 1.12213207 -2.28376838 -1.96679735 1.21233398 -2.99795302 0.9511058 1.78287908 2.00676617 -1.25372414 0.28228928 1.46033365 0.92607962 0.32784017 0.42733579 1.96728634] Distance 11.0997078151957 Each least square approximations [ 4.48593897 1.76022216 -4.63217202 -6.87490492 0.13080805 -0.84622532 -0.88640825 -1.86036357 0.25600793 -0.55577974 -0.90455681 0.78093653 -1.05055539 2.03571884 -0.96597181 -2.33431131 -2.67325807 -2.35728691 -1.50019809 1.04136253] Distance 8.569642162613262 Each least square approximations [-4.82717897 1.77050236 -0.64524931 4.33607585 -2.08963073 1.63223788 -0.60992151 2.12480474 -0.2191934 0.89596302 0.54833148 -0.66499451 -1.56384335 1.66271435 -3.36893534 -0.76425917 2.16517434 -1.59502776 -0.60169026 -0.25147773] Distance 10.764093871310763 Each least square approximations [-8.24060644 3.19099006 -3.14338064 -0.47529179 3.3064641 2.22949124 1.18406211 1.46477241 -0.21395232 -2.59941189 3.13455744 -1.42610837 -0.90865561 0.08103505 0.79384606 0.9881777 -1.67062956 1.57473649 -0.47167493 2.19406035] Distance 8.010934119368656 Each least square approximations [ 6.2604715 0.99809867 1.73157061 -1.00274069 -1.77788798 2.11729801 -1.89459304 -1.5388978 -2.16175676 2.28544323 -0.35936415 -0.7102477 -0.92855302 0.32337529 -0.66619531 -2.13429199 1.42402177 -0.58230765 0.89587137 -0.29733402] Distance 11.210796124457858 Each least square approximations [ 6.93858301 -2.47316936 -1.92949617 -2.17660917 2.13714857 0.32032711 0.26250919 -1.68469152 0.55770663 4.08319459 1.47202747 -0.76740039 -0.6314626 -0.38790829 1.98337389 -1.4628396 3.28479938 -0.44221502 -0.76024919 -0.4466001 ] Distance 9.736914248269702 Each least square approximations [-7.34965304 1.01392624 -4.04236904 -2.49789646 -1.39534702 1.31640279 -3.03322095 1.21410813 -1.25176904 -0.64046945 -1.00178937 -0.14879413 1.77304255 -3.60615554 3.12561904 -0.80282221 -2.78351525 0.6579901 -0.33318686 -1.63781568] Distance 8.40900786017723 Each least square approximations [-7.54097557 -0.54995294 2.38751043 -3.75527746 -0.16295235 -0.80716725 0.47356134 2.17879869 1.98302057 -0.13922281 -1.69215183 -1.15583733 -1.82069938 -0.64587639 -0.48027159 0.09880174 0.42360634 -1.00234621 0.89966831 0.4768498 ] Distance 10.308522655962575 Each least square approximations [-1.03041170e+01 6.43322159e-01 1.25774268e+00 -1.28430859e+00 5.24139931e+00 2.98954236e-01 9.17051883e-01 -1.99462451e+00 2.20880084e+00 -1.06412988e+00 2.00229219e+00 -1.24268305e+00 3.48813184e-01 -8.32916312e-03 1.15544412e+00 1.66713132e+00 -9.47870311e-01 7.48396187e-01 -3.52040080e-01 4.80956935e-01] Distance 6.589007173516118 Each least square approximations [10.51375068 1.70790341 -2.77545755 1.47674799 0.44397226 5.3166386 -0.20122683 1.33624381 -0.15479864 0.0205258 1.04680153 -0.97949338 0.8414507 -0.25368183 2.44717378 -0.69870003 0.15430839 0.21225361 -1.03378373 1.17838373] Distance 6.143789061721047 Each least square approximations [ 4.88260293e+00 2.48563622e+00 1.20428142e+00 -4.22284736e+00 1.24532454e+00 1.79793786e+00 -5.61440687e-01 -3.03850401e+00 4.59365065e-01 -2.59314768e+00 1.85958472e+00 1.46558959e+00 1.32829892e+00 -8.31658603e-04 -6.96229635e-01 7.93936729e-01 8.81294009e-01 -4.66289634e-01 7.90343394e-02 8.62432414e-01] Distance 11.06497438351659 Each least square approximations [ 6.89509325 1.72445831 -4.0974476 -5.50537433 0.85262384 -0.8536381 -3.13034933 0.46974674 0.39254825 1.6968207 1.34834721 1.25494658 -0.23291167 1.28886061 0.52728046 0.27437296 -1.60936442 -1.97465442 0.23285871 1.93357164] Distance 8.68123695160971 Each least square approximations [-5.67804695 0.61569244 0.50417399 5.29999283 -2.60305571 0.75121169 0.09539292 0.09878898 -0.12390254 2.28521596 -1.75164714 -0.48910149 -2.63611844 1.41859784 -2.63741975 0.69096005 -0.63998447 -1.12922633 -0.61089535 0.39931694] Distance 10.38031261434441 Each least square approximations [-6.1711312 0.25871671 -2.45319748 3.99457886 -1.35544378 -2.23746279 4.87178641 -1.66127338 -1.65887315 0.37384731 -0.68397141 0.18387235 -0.73235362 0.80468479 1.17750211 0.94248721 -1.24495018 0.69353871 0.33549079 1.47185017] Distance 9.81112440184381 Each least square approximations [ 6.61324422 1.80453097 -0.11833082 -1.09590755 -1.49494916 2.82837549 -2.0576385 -1.31355709 -0.07309377 0.91423044 -0.48105879 -0.01297267 -0.01997278 0.56187984 -0.15413715 -0.68543836 -1.28494323 3.21134538 1.19098141 -0.58596379] Distance 10.994262448291929 Each least square approximations [ 8.01173393 0.1423141 1.03558602 1.4566718 5.11901903 -0.9954787 -3.82920992 -1.4437346 1.09352106 -3.40580123 -0.64349835 1.57456198 0.75703283 -0.8623849 3.40607828 -0.07719551 0.11259205 -1.95577107 1.4368196 -0.39511707] Distance 7.407161798464516 Each least square approximations [-5.14814408 -1.49239867 -5.7276752 -2.28365702 -0.26999808 0.19638147 3.37608456 -1.41872852 1.85094771 -1.65236431 -0.60814527 -0.39066807 0.50370978 -2.18628172 -1.15482033 -0.00601706 -2.0809664 1.87390616 -0.50680149 0.64237947] Distance 9.952410431483637 Each least square approximations [-7.93734814 -0.88438288 0.70795747 -0.62822855 -2.46473464 -1.35624405 -2.68025488 -2.06948368 -0.45134897 0.22673484 0.66113052 -0.34014244 1.1649521 0.88776068 -0.31421749 2.49705911 0.86156532 2.53032055 0.13599782 -0.01618468] Distance 10.018531997281286 Each least square approximations [-6.96727833 -0.83015032 3.79884203 4.21901094 -1.89876481 2.96671401 -1.28244357 1.03178942 2.86492671 0.6014524 0.20617895 0.47624841 0.11293226 1.02847232 -1.33129344 -0.99607355 0.86246065 1.32251238 1.13959872 -2.91939853] Distance 8.905864964295393 Each least square approximations [ 7.2265923 0.15175215 3.42153244 -1.96702309 0.5060396 -0.33872257 -4.54468342 0.05843906 0.22283129 -0.66692337 -0.3850763 -0.37678097 -0.06246541 -0.73051957 -0.8100459 0.52285911 1.94512008 1.80297294 1.33335621 0.3664596 ] Distance 10.041556077742019 Each least square approximations [ 8.10276601 -0.71250872 -2.15902105 -2.48442717 3.63010065 3.19426714 -0.90700959 -1.03657809 -1.53515112 0.86291932 -0.28958142 -0.2605097 -0.53390484 -2.51340811 1.08334781 -1.71421868 0.48770441 0.27126075 -0.14209615 1.37589197] Distance 9.078298682230965 Each least square approximations [ 6.31830096 -2.02407064 0.02654977 -2.61619444 -4.04809895 0.84912609 -2.25367162 -0.17949095 0.32971967 0.24209698 2.14143249 2.33491702 1.4219452 0.10003387 1.01073206 2.1802448 0.05589404 -0.53865533 -1.79092721 -0.55165001] Distance 10.294797661903935 Each least square approximations [-7.21527204 0.86097108 2.40593323 1.01943798 -2.14478757 -1.44325508 0.34589215 2.12947982 -0.48740901 2.12459292 -1.43694797 -1.77224178 -0.17313878 0.85603892 1.14434767 1.50013968 1.01407662 -0.14690347 -0.533393 0.02699168] Distance 10.691138948166579 Each least square approximations [-5.27155372 3.92191864 -6.58845313 4.58281611 1.68092739 -2.65960684 2.6888392 3.53626745 -2.13379592 0.59058127 0.1340143 -0.09820196 1.61244818 -0.34744473 0.58409159 0.59604983 -1.84915296 1.27940324 1.83015576 0.7631556 ] Distance 8.902754638714741 Each least square approximations [14.97863571 0.91273167 0.9591047 2.09356144 -0.85062987 0.20336997 0.19495703 -0.24563156 0.62501691 0.25368847 -0.07489245 -0.38336954 0.34920538 0.38140957 -0.18306668 -0.36287427 -0.82787136 0.07099219 -0.37718331 -0.30818215] Distance 0.6941742407892472 Each least square approximations [10.7533754 -3.76106056 -4.58951755 -2.18798451 0.99255263 -0.90453451 -1.373433 -0.21237534 0.5967242 0.49761034 0.65643901 1.87533234 1.86491751 -0.61107189 1.87780595 -0.13748062 -0.23266785 -0.31013541 -0.31538981 0.240792 ] Distance 7.885840794495689 Each least square approximations [-8.93718045 -4.71858176 -5.5838529 -0.3025453 1.88145984 2.26711234 1.51763154 0.16731562 -0.1984915 -0.31603622 0.89679212 0.91913945 -0.65505721 -2.12834637 -0.25264247 0.71135764 -2.99444632 1.19255947 1.34013814 -1.5243649 ] Distance 8.219655136995758 Each least square approximations [-11.01505791 5.61828671 2.75276929 -2.15209403 -4.58630575 -1.65827824 0.43020085 -1.25399456 2.59843749 0.55803802 0.6820344 -0.18441406 1.04533566 -2.18929803 0.27075068 -0.206746 -0.88466 1.32238588 -1.79304991 1.1433473 ] Distance 4.747954022294473 Each least square approximations [-9.75818153 -1.86811102 6.98986568 -0.50582845 -1.79142503 1.12907837 -2.22080295 -0.84694715 -1.08930122 -1.11721368 -1.42822688 -0.78692231 1.04215031 1.45434617 0.53706669 1.13118056 -0.53647887 0.52193676 -0.12610449 -0.291243 ] Distance 8.082398542022931 Each least square approximations [10.49002892 -3.67449464 3.2140136 -3.9704607 1.59394396 0.46256184 -2.12599605 1.4591878 1.78381694 3.64575655 -2.2716855 1.2782566 0.32234242 -0.31961 1.73185037 1.83563675 0.47508763 -1.33780906 -0.15740523 0.67977745] Distance 6.513251320176327 Each least square approximations [10.32032854 3.55169313 2.78158543 -2.69993279 3.95172222 0.19089949 0.73227378 -1.0442477 -0.9645572 -2.66178941 1.56474887 -1.39114373 -1.54998921 -0.79049641 -1.69566595 -2.73051402 0.10833283 -0.77293612 -0.33983774 -0.73692613] Distance 7.4399884686423405 Each least square approximations [10.66240806 -5.40553166 2.27157506 -3.80990709 0.2195888 0.01653412 -2.74536339 0.45502321 1.56098184 1.20676541 2.75005036 0.10492267 0.44069671 1.14178205 0.28989101 0.44523071 -0.93788535 -0.0235486 -1.50490264 0.99897064] Distance 6.785575008513544 Each least square approximations [-11.0326254 -3.75882666 2.12094565 2.73520264 -2.32459057 -0.46451525 -2.71904448 -0.0220961 -0.16901947 2.11614825 0.5867719 -0.83975427 -1.12739837 2.67378862 0.45780659 0.23070146 -1.67461828 0.26932315 -2.97633243 1.42563801] Distance 6.705292998525583 Each least square approximations [-7.8950849 0.8850077 -3.9221594 -0.379578 -2.8199047 3.8213418 0.04106918 0.46501364 -0.09735395 1.76307062 2.98869912 -0.96126733 1.1026511 -0.88482955 -1.80353263 1.91163262 -0.74048903 -0.05834594 0.25416506 0.71289248] Distance 8.749354088955386 Each least square approximations [ 4.66457682 0.68017297 0.58384883 -1.16711701 -1.53420628 1.53746916 -1.1937503 -1.05986107 -3.77188077 -0.47855175 -2.04350139 -1.07387348 -0.52414168 -0.40792314 -0.19345166 0.06086258 2.01371476 0.1395441 -0.68386119 0.11932213] Distance 12.039830105309628 Each least square approximations [ 4.90382636 2.82042235 -2.60463788 -1.80117427 3.26424884 -2.14121138 -3.90336234 -0.34857847 3.76403669 2.12547577 1.97962494 -2.55075077 -1.11816215 0.33457091 0.65935369 -1.3596183 -0.5572681 -0.22633552 0.20284502 -0.6687149 ] Distance 9.733255978766477 Each least square approximations [-9.24799378 1.44028998 -0.8012781 0.74209016 -2.24309196 -3.20705329 -0.56214426 0.56423127 -3.69641004 2.00359655 -1.6328825 0.13266901 2.29014317 0.73199437 -2.34048219 0.61103869 -1.83538621 -0.77766937 0.16649036 0.90910179] Distance 7.707564681691389 Each least square approximations [-5.17126503 0.09532222 -1.04548452 -0.33781766 -2.43117193 -1.48130907 -1.97031409 0.10789678 0.35754008 1.87967817 -0.00942431 1.23660743 2.48581399 -1.02582193 -2.06247847 1.31773346 -0.54582953 0.85179621 -0.15519474 -2.50373008] Distance 11.631252527273766 Each least square approximations [-1.06396617e+01 1.91299756e+00 -5.35698278e+00 3.79762700e-01 -3.20798654e+00 -1.86027704e+00 -2.02958821e-01 -9.78900242e-02 2.03424274e+00 -8.10772677e-01 -8.91080352e-01 1.13380358e+00 -2.75052455e-02 -1.42569084e+00 8.52644790e-04 -6.62993768e-01 -1.69986075e-02 -1.28110140e+00 -1.10728356e+00 -1.42206868e+00] Distance 5.217992711799755 Each least square approximations [ 6.92416973 1.55413803 0.55962119 0.51058543 0.77186691 2.83173206 0.93862751 -0.40978361 -2.37344412 -0.02828538 2.36721808 2.90300244 -1.03708651 1.89347548 1.77949846 -0.09491484 -0.19519922 -1.09265997 1.4160785 1.80887563] Distance 10.313272471878049 Each least square approximations [ 6.27712075 -1.05844284 -1.32340018 -3.28682353 -0.13748677 -1.00181289 -2.44593666 2.58489754 -0.63993809 -0.98799361 0.0397147 0.99177554 0.52524921 -1.21646722 0.4229808 0.58164587 2.07952313 0.06491865 1.5386538 0.35188387] Distance 11.078973197620025 Each least square approximations [ 7.23079879 3.38051961 -4.43597892 -2.68909123 -0.53556972 -1.87329956 -0.62915786 -1.69408304 0.94414272 -0.78183704 2.97916253 -0.59542311 0.20508665 1.4946303 1.72809445 -0.50913569 -0.62753351 -0.79711959 0.97334202 -2.30437575] Distance 8.930122804937886 Each least square approximations [-6.88611817 1.18509975 1.50367907 -1.74807364 -0.53227438 -2.46684258 -1.49346185 1.2365643 0.63851428 -0.20789342 -0.73938188 -1.5138681 -1.39465891 1.66134951 -1.41565326 -1.52676547 2.72951959 -0.84421475 0.14802817 -0.09216023] Distance 10.778692519202918 Each least square approximations [-8.29903700e+00 5.85582590e+00 -6.12687873e+00 2.33265276e+00 -9.59141948e-01 -1.91554713e+00 1.79701753e+00 -2.03785115e-01 -6.71087780e-02 -2.18373532e+00 9.94218741e-01 -2.18811761e-04 -1.02027675e+00 -6.96758414e-01 -5.14740463e-01 -3.80492619e-02 2.77391889e-01 -5.49014669e-01 1.78858554e-01 5.01416014e-02] Distance 6.744235441689337 Each least square approximations [ 9.66643669 2.09244007 1.09936445 -3.20216222 -1.64317902 3.14466426 -2.22859366 -1.57301306 -1.44803587 -0.27973843 -1.66268405 -0.58464674 -0.24427284 1.76941192 -0.78081378 2.15103582 0.75728034 1.02628709 0.34547051 0.10822085] Distance 7.917056958474926 Each least square approximations [10.2473775 -1.74422011 -2.16030986 -3.74816034 3.15362773 0.89260114 -2.16499733 -0.52896245 0.86473178 0.82768359 -0.13395948 0.95445813 -0.09917181 -0.34903493 1.37423566 -0.63650009 1.16708617 0.41994343 0.35944615 -0.3007374 ] Distance 7.644332627271223 Each least square approximations [-9.22990167e+00 -3.50404609e+00 -5.62841974e+00 -1.00530453e+00 1.06050085e+00 -1.64461413e-01 -1.32516168e-01 8.72004654e-01 -1.33540694e+00 -1.70593574e+00 -7.51133493e-01 4.81336915e-01 4.59779753e-01 -1.22729662e+00 3.06985577e-01 -6.59251504e-01 -2.08468466e+00 -8.99504595e-01 -2.33599465e+00 7.17536573e-03] Distance 7.55116544318602 Each least square approximations [-10.1751997 0.98656729 2.43653632 -3.53485218 -2.30730445 -0.2156164 -0.32778676 0.37183205 2.68944645 0.76516391 -1.78814682 -0.13236418 -0.24059567 1.33602343 0.56191553 1.76569619 0.83883103 0.62136814 -0.50506866 0.08654895] Distance 7.825526762797477 Each least square approximations [-10.32143173 -3.05679384 3.72224592 -1.86955696 -1.20442709 0.72342794 0.83680823 -2.25508317 2.50209414 0.91478129 0.8102265 1.31181344 2.45868312 -0.02497723 0.32056606 -0.96409909 -0.18716008 1.00594655 -1.08021316 -1.00398552] Distance 6.833478787928563 Each least square approximations [12.13395755 -0.27107783 5.086389 1.72872917 1.50225679 0.93718598 0.38153169 -1.52194868 -0.14150442 0.25187735 1.16841907 -1.26322761 -1.03426279 0.3050836 0.17767209 0.37668973 -0.47597209 0.5074804 1.07876589 1.74339566] Distance 4.077455119825165 Each least square approximations [ 8.98826157 2.57028761 2.73862762 -2.95821474 3.63644096 1.27503468 -1.89461 -1.28206487 0.81042807 -1.95860287 1.16809346 0.32270698 -1.78793168 -0.69872527 0.70819157 0.26054297 0.16539635 -0.26290933 1.53819436 -0.01407727] Distance 8.429071614924052 Each least square approximations [ 9.93401497 -1.44765125 -1.32684884 -6.37945401 -0.32140527 0.20099152 -2.10061123 0.86154594 0.10917366 0.06917071 1.46258522 2.46113325 0.06029727 0.66012444 1.97306308 1.24845409 1.34395203 0.31618188 0.59454418 1.48675378] Distance 6.3518351077393795 Each least square approximations [-9.29682832 -1.81029326 3.216905 3.66084411 -2.66400918 0.4355244 0.03603671 2.26160966 1.77367775 2.52225971 -2.51708392 1.32205079 -1.26463847 0.74281787 0.25831112 1.28192423 -0.96377021 -0.37662039 -0.22310701 2.51343769] Distance 7.25984257918142 Each least square approximations [-8.56058682 5.52867273 -5.90969026 1.37986754 -0.59064577 -2.19761375 1.717079 0.42985805 0.06264795 -1.30286856 1.4319373 -1.36338349 -0.51817692 -0.0759724 -1.38612579 -0.23474374 0.60543265 0.1602967 -0.1916099 -0.39341522] Distance 6.856046569289905 Each least square approximations [ 8.63098179 2.06767414 1.39115841 -3.38066316 -1.59112368 2.81377671 -3.23952332 -1.5310292 -0.29745105 -0.11936425 -1.44124272 0.09732507 0.06370518 0.82925204 0.22727371 2.11635601 0.85620183 0.33219665 0.02581599 -1.38462717] Distance 8.879551004656932 Each least square approximations [10.02959496 -2.0684243 -2.81121471 -2.86027354 2.51020078 -0.27401421 -1.75825857 0.26813582 0.01990343 1.85186329 1.16041429 -0.04698768 -1.10308044 -1.00273783 2.49689821 1.14284624 0.29201155 0.51830018 0.15342046 -0.43869657] Distance 7.670345376039578 Each least square approximations [-9.26166144 -2.94797778 -5.02326943 -1.16600067 0.92330151 -0.30934865 -0.61368785 1.73424775 -1.50430724 -2.73304263 -1.0696129 -0.19593243 -0.35431132 -0.70182515 -0.03776235 -0.21693504 -2.25578818 -0.49184619 -1.90667853 -0.27729253] Distance 7.643420309035394 Each least square approximations [-9.67628944 0.33495884 2.21219425 -3.45568424 -1.76570202 -0.17142042 -0.07060563 -0.09632136 1.99032057 0.82007067 -2.83294551 0.14751643 -1.40820864 0.54220635 0.71518946 0.92334869 -0.22751027 -0.1335718 -0.14371029 -1.5660091 ] Distance 8.47559271560112 Each least square approximations [-10.2031715 -2.54672198 2.77898029 -1.44940686 -1.13829275 1.31907206 1.83330644 -2.75014434 1.94126354 1.20878396 0.79178587 1.61491568 2.31607387 -0.26275311 0.53318484 -1.23804849 -0.38117539 1.18493243 -0.93409167 -1.03168553] Distance 7.131988872467545 Each least square approximations [11.31407631 0.81238195 5.5568607 1.9502059 1.95218101 2.70829535 2.05599614 1.09340267 -0.38511951 -1.14999582 1.66115906 1.25381244 0.06357723 -0.70909192 0.67385582 0.95067405 0.06907239 -0.09495652 -0.89220333 0.14847048] Distance 4.002829535193868 Each least square approximations [ 7.5752612 3.0115822 2.81229087 -4.5045876 2.95394717 1.63966773 -1.53280334 -0.99354946 1.52161957 -2.6749915 1.32674279 -0.13103363 -0.5369128 0.11015294 0.53187204 0.87743407 0.97746044 -0.50745962 1.21691612 -1.91616627] Distance 8.721689329447297 Each least square approximations [ 9.89809296 0.37090358 -1.49587463 -6.27560394 0.75328637 0.56082026 -1.98826468 1.79610987 -1.96597751 -1.11278836 1.91320147 1.46253752 -0.33527166 0.5783846 1.31857072 0.06282857 -0.21614534 -0.22201471 -0.46734048 0.44230921] Distance 6.56096200878603 Each least square approximations [-8.40858873 -0.70281852 3.17140235 5.05378162 -2.58626109 1.95072234 0.06705015 1.54015415 1.48858345 2.27049932 -1.42274432 0.60640841 -0.93653236 0.0198109 -0.42149506 0.94700187 -1.17087133 -0.82351391 -0.20239202 0.64574744] Distance 8.399457016791331 Each least square approximations [-11.06253331 -0.47301296 -4.79545864 -3.50111389 -2.19776709 -1.17027466 1.9100149 2.32446352 -1.0400727 2.65288843 -1.22550108 1.38738789 -0.03367319 -0.78383161 0.47953342 0.18696038 -0.41268946 0.51193756 1.02543131 -0.4693132 ] Distance 4.397585979335501 Each least square approximations [ 5.82102145 3.80039732 1.18202924 -1.38302773 -0.6605165 3.39449649 -2.33823987 -1.92123756 -3.01418419 -3.14936473 -2.10292499 -1.00258519 1.05971743 -0.10856865 0.26962045 -0.47396248 1.54894143 -0.23294161 -1.11521768 0.59946228] Distance 10.193312123263512 Each least square approximations [ 7.43565586 1.82169858 -2.46577059 -4.64611456 4.82173209 -1.71035305 0.78248911 0.55663578 2.56386756 -0.91228448 2.77275777 -1.58580321 -1.18187845 1.77612451 0.71157763 -0.36761799 0.95670083 0.37271786 1.69776491 1.13354161] Distance 8.073699917445099 Each least square approximations [-9.48833386 0.36398679 -3.48344174 1.40322918 -0.14087499 -3.01333062 0.90150545 1.12090142 -0.5465266 -2.66489436 0.59160618 -0.98068945 0.62216323 -1.00494965 0.93681372 -0.43337973 0.21831465 -1.75415696 -0.85637353 1.86416061] Distance 8.522732036701763 Each least square approximations [-7.29332346 -1.00857747 2.63234097 -0.12203871 -1.15139537 -0.64857996 -3.22588642 -2.15976904 -0.37063143 1.60277488 -1.57502728 -0.57439198 1.09040041 -1.14146599 -0.42641685 1.01803145 1.24950529 0.1179221 -0.83012638 -0.31085175] Distance 10.817535643538212 Each least square approximations [-8.64710484 -0.97386718 -0.59428712 -1.49998159 -3.67997471 3.4056464 -2.07301483 -0.29039309 2.04371561 -2.96444756 1.67870592 0.3228421 0.79659199 -1.26261481 0.32034475 -3.32039277 -1.54945539 1.83318828 -1.31642106 0.92764784] Distance 7.81880043226316 Each least square approximations [ 8.31657771 1.80234888 2.05172133 -2.30301592 2.72475168 3.06073018 -0.54398412 -0.18338896 -3.4265097 -0.53951418 1.61511382 3.81671103 0.36932296 1.47577054 -0.65985103 -1.30500327 0.57958566 1.85815423 0.20499987 -0.06862648] Distance 8.368567885043445 Each least square approximations [ 7.83326355 0.68610377 1.79589471 -3.17243035 1.08563975 0.87981331 -2.9717406 3.36043322 0.46574396 0.15270956 2.32752521 -0.4042517 0.10932455 -2.51669339 0.79321704 2.77316648 0.71679112 -1.7071777 -0.1757127 0.72507067] Distance 9.214676691169046 Each least square approximations [ 8.33436463 2.53318395 -1.15145086 -5.18214315 0.29243003 -3.70755229 -0.3976742 -1.46324917 -0.18996058 -1.89523468 -0.16528375 -1.17299807 0.84732404 -0.05488967 0.98284573 2.54479522 2.55067509 -0.85075827 0.15512918 -1.69990601] Distance 7.940451547547299 Each least square approximations [-7.31538896 0.54657989 5.85232998 -1.01294832 -2.00884249 0.47502377 0.42032494 -0.57623866 2.16037743 2.2138152 -0.48274986 -1.8457718 1.53953624 -2.05186257 -0.43530055 -0.36724829 2.62536058 -2.71706213 -0.31658922 1.77613808] Distance 8.66465696756193 Each least square approximations [-6.96743905 3.25414839 -4.60568807 1.82985725 -2.01282603 -5.03140376 3.52988942 -0.75414663 -2.92165326 1.41192352 -0.33650727 1.39706304 -2.74548859 0.78119594 0.52847267 1.17759321 -2.71776111 1.86122743 -2.01230408 0.62463101] Distance 6.980080146552222 Each least square approximations [ 7.93466671 3.57288615 0.50437772 -1.75306205 0.01698802 4.61539853 -2.85594365 -3.64603482 1.26828824 -2.08510485 1.24877397 -0.87492161 0.53063877 0.89161391 0.1324419 -0.02000194 -0.99258254 0.95639521 0.70188922 0.34301953] Distance 8.87810249687992 Each least square approximations [ 9.58437366 -1.4976995 -0.03308242 -3.71463416 4.16860502 0.5408316 -1.8466117 -1.37961422 1.04681813 -1.92135322 -1.66879151 0.8265395 0.1028605 -0.72141991 0.02787317 0.95081053 -2.46384082 0.11353151 -0.07592243 0.32509963] Distance 8.107937723192554 Each least square approximations [-7.482703 -2.92922827 -6.25513527 -0.82428704 1.67916569 -1.1326476 2.27530543 -1.7822716 1.97823099 -1.79691751 0.39204453 2.04511159 -0.80626721 -1.43119388 -0.05567628 -1.35797518 -1.6012502 1.07300923 -2.34053067 1.48687705] Distance 8.261302638996792 Each least square approximations [-11.180135 -2.34943549 0.04550495 -0.60139047 -1.94082018 -1.01413064 -1.28778563 -3.60577733 -0.03160059 2.09133795 -1.39196278 1.02309981 -0.09534051 0.80816942 0.76574831 2.2076534 1.75373163 0.18805972 -1.26194449 1.08766933] Distance 6.542839785253712 Each least square approximations [-7.82386574 -3.46364824 4.3420554 1.43565185 -5.175067 2.93421364 -2.52614389 -1.63051266 1.40511474 0.45294172 1.82820504 0.45623295 -0.31615967 0.68777086 0.79875976 -0.05452183 -0.64175305 0.68350303 0.57937732 -0.86777482] Distance 8.064982262202342 Each least square approximations [ 8.62671639 -0.34377791 4.61686157 -3.52537998 4.21459426 0.21081573 -4.07478363 1.05895453 -0.47443626 -0.79091935 0.47179754 -0.37387213 0.48705864 0.34814118 0.57764601 -1.58662448 -0.50696901 0.90277042 0.26518309 -1.52660208] Distance 7.797489327685866 Each least square approximations [10.47711035 -0.04893499 0.6402288 -3.91292723 1.48536626 4.39717165 -0.52870948 1.4735384 0.63082137 0.44529489 1.1097691 0.15098114 -0.23143307 0.78409092 0.55933184 -0.34484433 -2.16534618 -0.09792883 -0.36649797 -0.72799508] Distance 7.396759886030834 Each least square approximations [ 8.77259415 -1.43609669 1.56652559 -4.34456785 -2.4461465 -1.57129126 -0.22020183 0.12377807 -0.45434932 1.54419106 0.88952267 0.46755658 1.47202274 1.04312725 0.02137647 3.60073171 -0.05071144 2.74508446 -0.78120101 -0.20177165] Distance 8.696769668644334 Each least square approximations [-9.67315 2.58435676 5.38453007 0.22383167 0.18508011 0.9220234 1.70855795 1.33961851 1.44524226 2.76832837 -0.24158108 -0.6144694 1.1377081 1.31577463 -0.55531253 0.99299351 -1.00886309 1.70447415 -1.06770111 0.30089537] Distance 7.613066084369277 Each least square approximations [-7.42243529 3.34598196 -7.71250517 1.20207759 1.30555947 0.41386748 0.96528786 2.99597909 -1.23673931 1.19437793 -0.49008976 2.10021649 -1.71362089 -1.75477681 0.16865611 1.1284313 0.2606739 2.03928591 -0.04794319 -0.19761484] Distance 7.0374655999253815 Each least square approximations [ 8.73372868 2.8288475 0.83060973 -1.41943132 0.13950679 4.30644405 -2.73359958 -1.76987327 -2.58179322 0.82376417 -0.17798407 -0.57541458 0.63526924 -0.32541626 -0.47580172 -0.44017081 1.08796967 -0.94740414 -0.80000475 1.90819356] Distance 8.750074322111773 Each least square approximations [ 8.4792109 -0.20361921 -5.18247958 -4.66350522 3.92609744 0.4489839 -1.16928754 -0.95214547 -0.01398382 -0.15356725 0.46758905 0.28846217 -0.97510214 0.78740004 0.20871258 -1.06631139 0.37694187 -0.71043036 -0.7872989 0.56721768] Distance 8.038533504867269 Each least square approximations [-11.98369476 0.49951912 -3.95453017 2.85500895 0.75467086 -0.93563634 -2.15726255 -1.27280777 0.87482778 -1.33140747 -1.07513173 1.44681707 0.52850135 -1.07188857 -0.93454775 -1.06135754 -0.71104577 0.33534219 0.32179276 -0.47983742] Distance 4.710010768230859 Each least square approximations [-9.41408298e+00 1.12095953e+00 -4.64066007e-03 -3.48338969e+00 -2.09019046e+00 6.84661601e-01 -4.04199546e+00 -7.57854196e-01 1.77921837e+00 1.51524583e+00 4.80130792e-01 -4.94375448e-01 1.93038794e+00 3.97221642e-02 -9.42821577e-01 1.22638353e+00 8.96741544e-02 1.51578987e-01 3.71858294e-02 -7.62594210e-01] Distance 8.442824390573673 Each least square approximations [-1.01856343e+01 1.13299679e+00 2.82438233e+00 -4.02164738e+00 -3.05863222e+00 8.05211329e-01 -8.94950950e-01 -2.47510066e+00 1.97110767e+00 -1.86197692e+00 -2.67635956e+00 -1.00980112e-02 2.01016844e-01 -1.57774259e+00 5.82893419e-01 -5.94342079e-01 -3.58694426e-01 -1.06919770e+00 3.32291898e-02 -1.71878027e+00] Distance 6.296077045585082 Each least square approximations [ 9.03052211 -1.73708008 1.87459464 -2.48908573 4.29213767 4.43100066 0.73579813 -0.63823892 -0.90508883 2.44701222 1.15080161 0.22859425 -0.43244704 0.30069281 1.59232298 -0.33287083 -0.51352489 0.69221862 -0.16115898 1.07984163] Distance 7.835384481598441 Each least square approximations [ 9.36380744 3.07530311 3.37264796 -2.97425255 0.96616915 1.98411154 -1.33119196 -0.45787495 -0.11152068 1.12020541 2.30473506 -0.15440039 -0.28547724 -0.94325423 -0.43230674 1.34062656 0.35551062 -1.32871689 0.28513663 -0.12690853] Distance 8.482870201887172 Each least square approximations [ 9.59359235 -0.56306513 -1.75194638 -5.84539133 1.27732066 -2.53509147 1.25293846 -0.50086045 -0.26228696 1.57112432 1.03504192 -2.44070188 -0.58689821 0.51156936 2.99688382 1.68303923 -2.24715141 -1.20580194 -0.90645695 -1.55523754] Distance 6.042952104041024 Each least square approximations [-9.62476866 -2.00120387 4.36944945 0.69368594 1.40740253 0.42726003 -0.28617412 1.37614296 2.66940422 2.48041886 -2.36112583 -0.45240691 -1.12558634 -1.11082526 -1.70201195 -1.62792113 0.79845094 -1.51069677 -1.60540528 -0.12287098] Distance 7.399112136027288 Each least square approximations [-8.8722826 6.14058953 0.13743979 1.20710061 -0.46826121 -0.12657988 -0.45534903 1.29215178 0.25344241 -3.3571018 2.70015402 -1.20438477 0.02319579 -0.05630529 -0.90564317 1.40806514 -0.27097954 1.23146768 1.83932041 1.68723136] Distance 7.775328104624278 Each least square approximations [ 7.36331874 -1.46596707 0.35738326 -1.64441988 -4.36984106 0.31109686 -1.41318871 -1.6942735 -0.87808658 1.65301496 -1.16751719 -0.41790574 -1.19705057 0.42278693 -0.51327014 0.21982617 1.89572429 2.40272247 0.29595938 0.66515158] Distance 10.538000086695282 Each least square approximations [ 8.62895845 0.69559607 1.91736432 -2.67575844 1.24283975 -0.72480351 -1.93368838 -1.12825002 0.51130824 3.80296497 0.74634685 1.48583151 1.51427927 -1.72956926 1.28835409 -1.01991608 3.77158937 -0.58543681 1.12737021 -0.02580667] Distance 8.774792362305897 Each least square approximations [-7.27878092 -3.58472786 -1.45197765 -1.95160143 -2.70226616 0.13908794 -0.4703105 0.58643233 -1.33028642 -2.03351958 -3.57649667 -0.21414956 1.11795501 -2.15806722 1.30809231 0.30203805 -4.30924711 0.53881247 -2.18560996 -0.10101216] Distance 9.024257997643309 Each least square approximations [-7.26865977 -0.31078515 2.76740188 -4.11472427 -1.46696278 -3.93891857 2.75514668 1.04667411 2.69456833 -1.69877829 -0.42114313 0.4562882 -2.24746752 1.03692596 -0.57266701 1.93591133 1.70721206 2.28954606 -0.262186 -0.38709221] Distance 8.842404362703498 Each least square approximations [-9.39235475 -1.12466549 1.6562304 0.31809158 1.83011975 -0.36504492 3.23775274 0.40700938 0.99746062 -1.09044826 0.67897985 1.70256725 4.7120697 -0.92042034 -0.4330592 1.21123328 -0.28841714 2.04425263 -0.74585636 -1.50627285] Distance 8.208353622713789 Each least square approximations [12.81668133 2.18702229 -0.77874515 4.86270489 -1.44729856 -1.86200217 -0.32075646 -1.38542554 -0.28153705 1.08540231 -1.38327676 0.09694001 0.04688544 -0.05534899 0.46398668 0.02326382 -0.03944873 -0.10740998 0.42235147 0.2533155 ] Distance 2.5742237981933322 Each least square approximations [ 5.81148303 1.83246995 -0.27425525 -1.36425108 2.49484769 0.53471192 -2.81464358 -3.88613931 0.94479345 -1.43198998 1.54888779 -0.37646775 -1.20969178 0.1500662 0.26528187 0.04081817 1.56188029 -0.31939571 0.41831353 0.35000312] Distance 11.518995567237765 Each least square approximations [ 7.52850107 1.38849101 -2.25643445 -4.25511466 1.15709708 2.70607936 -4.07523117 -0.49219613 3.38966578 -0.32801423 1.22991001 3.9773289 0.05567359 1.79473577 2.28282303 1.66403754 -0.42115966 -0.21981854 -0.88083167 2.15566628] Distance 7.620557043050325 Each least square approximations [-6.37731551 -1.31572001 -1.19771124 2.89688899 -2.60808814 -1.47625885 1.18668472 1.83761498 -0.10185117 2.60584497 -1.94027731 0.83594465 -2.86869806 0.09795872 0.13748213 3.09632281 -0.633479 0.12691984 -0.63306538 2.78215105] Distance 10.368610705459954 Each least square approximations [-4.42104677 2.30893002 -4.17565782 1.03157762 -5.11073442 -0.46193632 -0.23508932 -0.6504544 -1.84853282 1.13137571 -0.3312113 0.98869815 -1.2100429 1.59780629 3.47739813 3.14111514 -2.47310898 0.1346784 -0.38458484 -1.41026282] Distance 10.23738395636488 Each least square approximations [ 6.35104658 0.93890804 -2.23041137 -1.09590894 -1.87315407 3.35186495 0.5764477 -0.27794619 -0.80253634 -4.44423389 -0.28806101 -1.00704382 1.17057888 0.13060327 0.19393881 -1.31907832 0.66358983 1.26580021 0.41836586 -0.77855545] Distance 11.180188051983121 Each least square approximations [ 6.10453177 4.16256451 1.52130351 -4.52708839 2.8740353 1.53519796 -1.52141525 -0.18190985 1.81901808 -1.18899982 -0.1481756 2.43810939 0.19480034 -0.13024732 2.20419442 -1.99123593 -3.37024305 -0.41014069 -0.68302971 2.53974321] Distance 9.308453098651734 Each least square approximations [-7.03275953 -0.733342 -1.9224533 -4.20073122 2.82612945 -2.17339728 5.42029537 -2.22293253 0.44302566 2.96552724 -1.02228558 1.2442995 -0.20746264 -1.12443601 -1.5712113 0.38770987 2.07183919 0.892028 -0.97331138 0.75530955] Distance 8.63344672436482 Each least square approximations [-7.46399176 -1.09000171 -2.96378939 0.76964082 -3.24060026 -1.63013318 0.3090555 -2.2511912 0.28105793 0.7406496 2.68153121 -2.52776695 1.79408735 2.21146176 -0.38208718 0.96395329 0.53342257 -0.41422562 -2.4085581 0.78588521] Distance 10.007945509120036 Each least square approximations [-6.90936690e+00 -3.53584678e+00 2.03773020e-01 2.21087212e-01 -3.12658364e+00 -6.86448515e-01 -3.09961726e+00 9.74767902e-01 -9.14416785e-01 5.28083638e-01 -1.50282548e-01 2.62320318e+00 8.32000267e-01 2.14734297e+00 1.69748155e+00 3.65527256e-01 1.11544513e-03 -1.55477985e-01 9.86963455e-01 1.10412448e+00] Distance 10.739319376241879 Each least square approximations [ 5.20611475 -1.76800509 2.73882395 -1.61271623 3.56254372 -1.17483709 -3.58736125 -1.07203645 0.36830223 2.12661395 0.80009415 -0.28147056 0.78212512 3.83060302 -0.59842369 0.21467395 0.11028762 -2.40701445 2.49286113 -1.10003557] Distance 10.597400088856418 Each least square approximations [ 1.21324652e+01 -6.63468249e+00 -1.42268819e+00 2.30022162e+00 -5.41954504e-01 -1.56615566e+00 1.40100210e+00 -1.10284993e+00 1.07015742e-02 -9.34192283e-01 -2.01377207e-01 -2.37845516e-01 3.69081989e-01 -5.45536312e-01 4.62426887e-01 8.85146193e-01 -4.07140064e-01 -1.04303526e+00 -2.72883140e-01 -6.59771882e-01] Distance 2.5304212311627916 Each least square approximations [ 6.9079879 -0.32629097 0.73008061 -0.94721923 -4.33900831 -0.07641424 -0.1796998 0.87979227 4.96591429 0.6743803 1.25163457 0.69705179 1.65220534 -0.7831489 2.18693014 1.3112486 1.62089177 1.15580892 -0.21859451 -0.54450016] Distance 10.237563156548273 Each least square approximations [-9.11423373 3.31964296 1.54083283 -3.31783518 -1.09389658 -3.92434515 -0.25989326 1.95243504 -2.91167822 1.82404801 -1.13594495 1.17874867 0.03766241 0.07899458 1.41243669 -1.02816849 -0.08646744 0.34855086 0.271257 -1.4787221 ] Distance 8.194029633850025 Each least square approximations [-9.97266591 6.46291957 5.13795676 0.26087976 -2.42953922 -1.60687753 -2.75525124 -1.25854007 -1.86027842 1.05508954 0.44860859 -0.98524707 -0.48714002 1.58715694 0.30604975 0.10406972 -1.65178308 1.58997284 0.8306102 -0.3072849 ] Distance 3.4881418560016146 Each least square approximations [ 3.00553368 -3.53682072 0.06924854 -2.37128482 -3.36790096 1.13272949 -3.12829189 -0.45441032 1.91402967 -0.81562055 -3.0202006 0.30346077 -0.07072724 -0.0038828 0.42358965 -1.23436993 1.67371712 0.51348272 1.19787888 -0.00604267] Distance 11.9425916933404 Each least square approximations [ 7.01188279 3.82713831 5.3141889 -1.44647613 2.0629029 -1.81370419 -0.98379924 -1.85030798 0.04188953 4.77116886 2.34972189 -0.31238098 -0.43544261 -2.33119757 -0.02756793 1.16354928 2.00807076 1.09321897 -0.16447629 -0.23939284] Distance 8.087432165478877 Each least square approximations [-6.10896724 -4.10308999 1.82807619 -2.4702678 -5.42589934 -0.22345088 2.36490488 0.83889278 -1.17595104 -1.83953066 -2.87072233 2.73189062 0.36919849 -1.4075821 1.9459645 1.25157811 0.0131578 0.34883413 -3.2750221 1.09975957] Distance 8.53111853015325 Each least square approximations [-5.98054231 -2.61057027 -0.82735048 -1.26009307 1.06658583 -4.69300599 2.9339479 1.98174994 0.61445369 -0.51723233 1.12863567 2.35816489 -2.71829998 0.62232146 -0.77717326 1.25198215 1.52378803 2.95508184 -0.0478216 -1.29213903] Distance 10.072684133720822 Each least square approximations [-6.90186924 -1.06879228 -0.66974822 2.14189103 0.04356797 2.21193961 3.49419309 4.19140349 -0.14212233 -0.16430026 1.95239933 2.72357609 3.47421576 -1.8356838 1.08850318 1.53741285 -0.41707108 0.40143907 0.15738203 -0.93671381] Distance 9.600824976957744 Each least square approximations [ 8.42446214 1.71538223 -0.14233311 4.25770157 -1.07396504 -3.25550128 -1.02364945 1.99100581 -2.96103797 -2.03866562 -0.36360943 0.70467975 1.49020287 2.06264742 -1.27901328 -1.41947788 -1.90250795 -1.20972123 0.33935166 -2.39017051] Distance 8.29149476565842 Each least square approximations [ 5.25473307 0.35672881 -5.46597098 -0.99432665 1.26900873 0.23176513 -5.22209754 -1.64555613 1.05381961 -1.6106309 1.4175656 -2.40314294 0.88666661 2.3697854 0.29840581 2.50845356 1.2125547 -0.9822222 -1.40968508 -1.02689975] Distance 9.60041210130533 Each least square approximations [ 7.37907784 4.72984601 -0.86946985 0.57494613 2.5704676 3.59808078 -3.05325878 -1.93694895 1.8785734 -1.50243429 0.50925868 3.72885294 0.80018589 -0.16552905 -0.48828308 2.83731007 0.16039059 0.85661349 -0.93256107 1.24580982] Distance 8.339096167748075 Each least square approximations [-6.15496975 2.09681135 -3.59555572 -0.17927773 -1.63394629 -3.51209571 4.23524608 -0.02998132 1.28212799 3.23725748 0.24062354 -0.9331078 0.90277599 -2.82182788 -0.99038378 2.8448097 -1.0494828 0.24540227 1.50265612 1.46285026] Distance 9.355109676540255 Each least square approximations [-8.45829337 4.41082387 -4.13901304 2.20663511 -1.4604611 -1.2558309 -3.79428937 1.02149975 0.80662765 3.97452368 -1.62191155 -0.94388167 0.06170617 -0.27456091 2.16943992 2.34861144 1.95360743 0.86298731 -0.46661955 0.78223448] Distance 7.035530723019499 Each least square approximations [ 7.5816876 -0.18124616 -2.41876846 -1.68050689 -0.61375786 2.1166338 -2.60264614 -2.68979018 -1.58631487 -0.10718366 -3.41373474 -0.12348896 0.07743123 -0.581815 0.65179542 -1.32568388 0.82316908 -0.16625576 -0.49656921 -1.26781887] Distance 10.628807287494473 Each least square approximations [ 9.9582981 4.81209476 -2.0970721 -1.9327298 0.88887958 1.14523823 -1.01076924 -1.84892954 -0.61788245 1.97076256 2.83031326 1.91539512 -3.16956503 -0.38378103 1.66161012 0.28951345 0.36124214 1.14445867 -0.50647191 0.30243967] Distance 7.038369808942631 Each least square approximations [-12.20436959 -2.62919047 -0.09130728 -3.73011128 -1.79359907 0.59212314 -0.43517414 -0.21343708 2.32128664 -1.13846425 -1.09924361 -1.87426971 -0.14185122 -0.61424345 -1.19114885 1.87748074 1.42944228 -1.11186852 -0.85611186 0.18554395] Distance 4.788685902118092 Each least square approximations [-8.37395155 0.88025969 -1.07067607 -2.41560722 -1.34546544 0.39767986 -0.75878413 -0.69796082 -0.27585005 0.69230752 1.89242789 2.9342976 -0.01320662 0.43992907 -1.29621049 2.12263369 -0.05010382 -0.70305764 -0.68772888 -0.21625365] Distance 10.782192842082619 Each least square approximations [-10.20455349 -1.21448154 1.1709772 0.92081578 -1.45042314 -1.54941096 -0.04243189 0.92589312 -0.24307108 -2.53820424 -0.928681 0.36167857 2.46747625 -1.00643262 -0.50401258 -3.13240194 -0.52033789 0.12635934 0.50315594 1.11509301] Distance 8.813245054507309 Each least square approximations [ 8.81235223 -0.50841936 2.65693653 -0.14775719 1.39636509 1.17981137 0.81998935 0.43954617 -2.75858239 1.14966284 0.88155518 0.7454062 2.29721287 1.20213422 0.28148773 -0.52040592 0.55927638 -2.14033564 -1.76145161 2.07638665] Distance 9.922704751424165 Each least square approximations [ 9.15845313 2.84263101 -0.61838638 -0.04309942 0.36744937 -0.22214054 -1.58509798 -1.04685389 -1.26790341 -0.64264007 4.2969379 -2.92628275 -0.06875453 1.26970599 0.51598867 2.48945857 -1.04153586 -1.35794553 -0.41827148 -0.27626831] Distance 8.992570575142 Each least square approximations [10.24679352 1.79292808 -3.59483109 -2.53703776 1.25561832 2.52113792 0.02882707 0.14274246 1.13281114 -1.80716968 1.68377395 -0.96218917 -3.43387195 -2.66862399 1.11675496 2.65368917 0.51545392 1.03099616 -0.31339574 0.25281252] Distance 6.6918974002855665 Each least square approximations [-8.89434992 -0.29957209 0.08966741 0.55554116 -1.2629645 -0.91479464 0.6858113 -1.04722495 2.03767333 3.48354183 -1.92837642 0.56390702 2.00706934 -1.8130725 -2.67855719 -0.61467209 0.26449497 -0.65396808 -1.11718204 0.2905897 ] Distance 9.83729401817888 Each least square approximations [-6.13095478 4.90272146 -1.634615 3.14775426 -1.09515844 -0.65325651 0.05907051 -1.49531912 -4.31124245 2.56443459 -0.47899016 -0.76652354 1.56783423 2.36183145 1.07095365 2.24085169 -0.9191477 2.19782783 0.92306976 -2.93693624] Distance 9.311175485512328 Each least square approximations [ 9.34194083 -3.96601497 -2.82119296 -0.17393505 -2.31563142 2.02672097 0.07233655 0.98212266 -0.26122361 -0.89640761 -0.90177438 -0.07788011 -0.29606709 0.9649977 -0.99127257 0.17783287 0.40572632 1.04175114 0.02319003 1.15811739] Distance 9.610467549671629 Each least square approximations [ 8.80163876 2.50740179 0.07368886 0.35080278 2.5714665 1.95526158 -3.80740133 -2.22997302 1.35793382 2.75388489 2.02371172 0.10702043 2.22505198 -1.16382686 -0.72826428 -0.09051812 0.0136778 -1.62165663 -0.80371029 0.16432484] Distance 9.090457890785164 Each least square approximations [-9.22955732 -3.71056154 -0.80498599 -2.71314767 -2.3740328 0.70094014 1.79411182 0.137823 0.87568261 2.44862909 1.07790061 5.32575471 -0.60734064 0.48116579 -0.31058886 1.63710415 -1.05029079 0.11587993 1.6220311 0.29648962] Distance 7.76395993507204 Each least square approximations [-9.49240456 4.09649653 -4.5539599 -1.02978627 -1.12070529 -4.47488773 0.85472035 1.72175277 1.01145253 0.10407398 2.66865002 2.96355141 2.06119852 0.3991439 -0.93367188 1.18280026 -0.97605015 1.80812878 0.01029177 0.33923878] Distance 6.204137773175747 Each least square approximations [-9.14438818 -1.19052183 2.61258154 0.76812679 -2.30328244 -1.17810816 -0.47983002 3.76085631 -2.87710651 1.35209034 0.21569115 0.33870535 1.31169879 -1.08544607 1.20215146 1.01350743 1.0580204 -2.48578613 0.22166931 -1.51405544] Distance 9.0171257669202 Each least square approximations [ 7.46539683 -1.28351234 2.98126324 -0.47637773 0.15834472 -0.88341705 -3.20965621 0.53038912 0.63204234 1.75207908 -1.30595057 -0.77111029 0.06134867 3.06878011 -0.33372574 1.31337071 0.16408722 -4.30555437 2.23846406 -0.36099041] Distance 10.074284048891888 Each least square approximations [10.89669647 3.60749784 -4.8510043 0.86802297 0.33541174 -1.53670052 -3.40936481 -1.94918483 0.36157963 -2.42192522 -0.36951043 -1.38189446 -1.02759391 0.98189875 0.7145469 -1.38879804 0.53703645 -0.34693081 0.59233656 -0.3787911 ] Distance 5.724247597298737 Each least square approximations [11.36691271 -1.66683938 -0.93869008 1.23288114 0.07220538 4.13766828 1.15471653 -3.2129784 3.73241711 1.23294175 -0.11381971 0.87490596 0.76473027 0.57118944 -0.01477898 0.89983449 0.79281244 0.42149333 -0.74402111 0.39236777] Distance 6.121635935850086 Each least square approximations [-12.63854824 -1.82313686 -4.82779118 -1.52137446 -0.0771075 -3.19834513 1.73438169 0.61927064 0.55378306 -0.23129166 -0.10907305 0.52370916 0.18427178 0.16506226 0.18420541 -0.66456818 0.29951983 0.28695383 -0.96415036 0.83385511] Distance 3.849812938383898 Each least square approximations [-7.08586453 4.52887835 -4.08202058 2.71001436 -0.91500349 -0.79264273 1.51800301 -1.6137758 -3.87927959 0.91320493 -0.0673623 -0.54135624 2.08712323 2.01044004 0.49418709 2.37611919 0.35978749 0.55068388 0.01048312 -1.25667692] Distance 8.635813649702895 Each least square approximations [ 8.85123752 -1.97512708 -0.51330139 -1.76539498 -1.9110845 2.90599712 -0.46261298 -1.84135188 -0.56280809 -0.69424924 -1.07775682 -0.25631572 -0.32150171 2.49093028 -0.8919879 0.03396778 0.63046271 1.18031592 -0.43412148 0.21757671] Distance 9.781339642688947 Each least square approximations [ 9.13159507 1.04898981 -0.85630174 -0.1865816 4.20382404 2.56582409 -3.29989396 -1.76287211 0.81169185 2.01845778 1.75782125 0.36961008 0.39599331 -0.45097737 1.02084153 -0.10188953 0.53656577 -2.05050684 -0.21526358 0.75606892] Distance 8.37671820273681 Each least square approximations [-9.05595244 -3.09221207 -2.87727355 -4.58115643 -0.47371153 0.19640664 0.73149298 1.7279531 1.15434402 -0.4254399 1.70954496 4.46478051 0.31819643 0.58102679 0.25968053 1.98681809 -0.92067894 0.6346898 0.18071197 -0.9627348 ] Distance 7.24593246731308 Each least square approximations [-10.4791843 1.33630236 -3.10873306 -1.4890837 -0.30753493 -1.48996968 0.89021845 0.82379378 0.3627881 0.67849697 -0.17744728 2.66912272 1.32825863 1.32527531 -1.82862015 2.03745653 -0.96329756 1.56259986 1.01920194 2.71718927] Distance 7.094924699548903 Each least square approximations [-10.11163007 -3.57666895 2.93859651 0.58435809 -0.13774765 0.18470198 -0.16192278 2.22578783 -1.08859716 1.09501809 1.28939216 0.22937512 0.44986123 0.03982939 1.16008428 -0.70810726 -0.69666537 -0.10416513 -0.22104712 -0.4314569 ] Distance 8.498804551123586 Each least square approximations [ 9.35231314 -0.9655691 3.89169714 -1.17073965 -0.96087833 1.10932119 -1.87662262 -0.10594387 0.60476076 1.04648266 0.0808338 -0.16585462 -0.21466729 3.44737584 -1.38049707 0.48364768 1.05103686 -3.79216901 1.65512891 0.19236206] Distance 7.983208007274211 Each least square approximations [10.27257036 3.75394172 -3.62746932 -1.42580006 0.65020445 0.24896693 -2.56465452 -1.96760122 -0.14230541 -1.88197134 0.48397968 0.93308852 -2.25399771 0.46593853 1.93048613 0.18982326 -0.48167649 -0.36776628 2.13367602 -0.01442784] Distance 6.615807379264732 Each least square approximations [11.71642695 -1.31210316 -2.4877651 -0.48912971 -3.93783207 2.22352886 -0.5794391 -2.49467616 1.06611452 0.66276065 -1.78219702 2.34259444 -1.73265815 0.63545217 1.19992031 0.351227 0.92806444 0.8641194 -1.08527056 1.24077281] Distance 4.02376789409973 Each least square approximations [-11.64206994 0.84980305 -2.94725674 1.57523928 -1.34604555 0.23340918 1.37197093 0.38052848 1.28747069 0.86999364 -2.56604117 0.51979676 -0.40607434 1.16382252 -0.41144694 0.44799592 0.72539251 0.26654376 1.02069045 2.3448824 ] Distance 6.208220560519345 Each least square approximations [-5.42094173 5.15315483 -3.79712404 0.97684371 -1.25994933 -2.98866717 2.94075912 -1.0336888 -2.99004241 0.6836554 0.03190602 1.29552308 -0.12995989 0.2174107 -0.22171622 1.90614921 -0.96203209 2.37285741 -3.05331282 1.54663191] Distance 9.453353383892603 Each least square approximations [ 6.05723087 1.85558906 -0.75060653 -0.85899427 0.76822224 4.9988183 -2.66715832 -3.05846672 2.22286115 -0.58607073 1.31266101 0.74039959 -0.35648501 1.52067729 0.05514686 0.23556362 -0.60223925 0.02719288 -0.22361861 -0.12846781] Distance 10.957004558221445 Each least square approximations [ 7.79077501 -2.09202101 0.53171152 -2.61940007 4.15236885 4.98778861 -0.81309568 -0.96532245 -0.27260069 0.44848978 1.35582736 -0.94209964 -1.17501434 -0.53789597 0.87545526 1.01590657 -2.28074965 -2.45081654 0.78520132 -0.39296332] Distance 8.924222827418133 Each least square approximations [-7.0147224 -3.32616885 -3.84425151 -2.5963948 1.78843202 -1.10391271 0.36733855 1.46730996 1.54703099 -0.05702451 0.57404655 3.10652887 0.69056482 -0.43602964 2.08031916 -2.4175915 -0.08478628 1.04097079 -1.69525006 -0.61304401] Distance 9.897967411064778 Each least square approximations [-12.26833606 -3.39313457 -0.6722563 0.08390693 5.04759144 0.998874 0.66315261 -1.36180553 0.38381227 1.64467454 -0.89422738 1.48467485 -0.10844124 0.14516305 -0.82260602 0.27559502 -1.51473635 -0.10254356 -0.73259227 -0.08064012] Distance 3.6436628540142046 Each least square approximations [-7.90805606 -4.27270099 2.86965049 0.86236245 -1.17368355 3.42887619 0.04160211 -2.17502832 0.7680554 0.39311133 2.39482615 2.06253317 -1.54986659 0.89683702 -0.30332223 1.3303344 -2.5016595 -2.20303187 0.34167976 -0.18438157] Distance 8.90602618623816 Each least square approximations [ 7.16191541 -0.65823518 4.69819132 -0.54876936 2.47264101 2.12269046 -2.99864809 1.43814526 0.53797566 1.13965213 2.10380744 -1.58547346 3.20620189 0.90897189 0.58717197 -1.85249934 1.30091777 -1.53195181 -0.01430773 -0.83520653] Distance 9.491723093700474 Each least square approximations [ 8.93705924 2.29596669 -1.89351923 -5.02339422 0.02308992 1.93574294 -0.23498929 0.57409383 -1.00426912 1.12829247 1.83913981 2.65698193 -2.2143342 1.82152834 0.92019344 0.43442461 -3.11396677 -0.20598429 1.21999816 -1.42005003] Distance 7.791107952877929 Each least square approximations [ 8.91781148 -0.07060056 -1.55311073 -2.00832091 -3.8629509 -1.99631933 -0.59991501 -1.00551501 -0.8997192 1.97090188 -0.6640027 0.99968902 -0.64640906 -0.98567305 -1.41236236 3.21269166 -0.83738386 3.45637463 -1.89734555 -0.5270279 ] Distance 8.449791627425773 Each least square approximations [-9.67769247 4.09386627 3.08846023 2.4222066 -0.02861297 0.04739892 2.99991334 -1.01478172 2.00274479 -1.11220348 -4.04090681 -2.24531619 0.28176653 0.06607464 -0.40640432 2.24756346 -1.32953427 0.8731914 1.62662304 0.6136193 ] Distance 6.379170455023841 Each least square approximations [-4.55521233 4.28405515 -5.50463742 4.8237132 1.46947822 -2.99065225 1.13749405 3.45375193 -2.72299026 2.32623593 0.50111362 -1.70424223 1.1445768 -0.02444757 0.38033658 0.02927823 -1.0965678 2.27220684 1.53568637 -0.13969003] Distance 9.409651326861226 Each least square approximations [ 1.46012954e+01 -2.77415993e+00 -2.03825193e+00 -1.21772224e+00 1.31884573e+00 1.77440768e-01 3.51720768e-01 5.99070946e-01 3.79094018e-01 5.49932467e-01 -4.20241893e-01 -1.10392379e-02 8.44445266e-01 -1.65404204e-01 4.23194590e-01 -2.14695111e-01 -3.39034977e-01 2.12323000e-02 -2.39555238e-01 -2.22121435e-01] Distance 1.0608370820698239 Each least square approximations [10.99368199 -2.780531 -4.23912526 -0.80478374 -1.12284956 0.22659336 -2.36493721 -0.2938348 0.04982 1.66756992 1.45878464 2.19231929 2.36137764 0.11830097 1.45684325 -0.37687122 -0.41227536 0.28103014 0.26519943 0.63315289] Distance 7.695882111601078 Each least square approximations [-8.94423574 -5.15162005 -4.25575433 -1.07536062 0.98049151 2.84978733 0.91112345 0.0206574 0.11673283 0.43727527 1.09925704 0.78978478 -1.39732059 -1.54140845 0.25624216 1.85855763 -2.53320481 1.10525124 1.35955354 -2.20153728] Distance 8.472411683578352 Each least square approximations [-1.04428905e+01 6.91670663e+00 2.41607680e+00 -1.30776903e+00 -3.82600091e+00 -2.38366710e+00 1.02556789e+00 -8.93935438e-01 2.04989238e+00 1.84640973e-01 1.67000248e+00 9.82738220e-01 8.15753714e-01 -1.19066744e+00 -4.75715166e-03 5.97888492e-01 -2.82312600e-01 9.81653387e-01 -1.18624710e-01 -2.57347587e-02] Distance 5.798055217471641 Each least square approximations [-9.09333625e+00 -1.82782315e+00 6.67753822e+00 5.46627695e-03 -1.68711215e+00 5.88217455e-01 -1.89603348e+00 -3.17608885e-01 -1.96163412e+00 -1.39174430e+00 -1.17943737e+00 -3.76804514e-01 1.75233714e+00 1.01484939e+00 7.43726123e-01 1.08430939e+00 4.38942793e-01 -6.40043274e-01 2.22796860e-01 -6.07074918e-01] Distance 8.94679500475525 Each least square approximations [ 9.53359692 -3.25456856 4.27029114 -3.12873946 0.78271374 0.63065021 -2.07149774 1.2077655 1.40226792 3.31774035 -3.37119327 0.46208769 0.06888944 -1.25564906 1.73198417 2.10765888 -0.5153888 -3.01378064 -0.10526761 0.50758049] Distance 7.2292081089387565 Each least square approximations [10.08122165 4.74757909 1.85096372 -0.40745752 4.24746459 -0.72197056 0.05078273 -0.80524896 -1.54203828 -3.62062792 1.29211013 -1.9293842 -1.39556853 -0.04365866 -1.71341664 -2.61340871 0.19262115 -0.5873655 -1.62770871 -1.4021423 ] Distance 6.866807644345558 Each least square approximations [11.01037579 -5.39501458 2.28991557 -2.23263662 0.4228605 1.82626996 -2.73954285 -0.15016834 2.07068719 0.71278607 3.06373003 -0.85878014 -0.73586155 0.52789574 -0.81859357 -0.6603776 -1.14437987 0.29258741 -0.74782579 2.23157125] Distance 6.027884996699014 Each least square approximations [-11.06248808 -5.02931136 0.26079141 1.51482152 -3.4387829 -0.45679467 -2.42171402 -0.65367196 -0.25241406 1.45988759 0.56310234 -0.15281813 -0.73322577 1.6990526 0.09333034 0.45512761 -2.132157 0.30117759 -2.76983049 0.3218061 ] Distance 6.691139812007209 Each least square approximations [-2.9494291 3.48881833 -1.39519979 4.0523684 -0.13468901 -4.60837047 1.50655567 2.53094606 -2.31949993 0.88601265 0.77873743 -0.02300911 0.23951405 1.16016779 -2.63289816 -1.14177552 -3.93543321 0.77010042 1.14848729 0.79824023] Distance 10.560894908183053 Each least square approximations [ 8.11529978 -1.18173306 -0.05232979 -1.35954366 -0.17708105 0.38748515 -0.79834397 1.23656278 3.29022654 1.26466325 0.02034281 -0.44775905 -1.36628114 2.54219903 0.3321591 1.02548962 -2.2082484 -0.70157362 0.8691905 -1.41209383] Distance 10.651829879492398 Each least square approximations [10.12264736 -5.10916456 1.73086262 1.51688861 -3.44629767 -2.33994554 -0.69916165 3.29890748 0.55883936 -1.18571514 1.33558675 -0.7920678 0.12712931 -1.56404947 -0.31259468 -0.45844947 0.47982922 1.16893111 -2.75128268 0.11294865] Distance 6.0398293256831215 Each least square approximations [-4.7034686 -3.53634005 -3.03491151 -1.29521843 -1.16001868 0.73965488 0.83574391 2.28062656 -0.73980222 -0.95028643 2.08115561 -0.33467305 -3.75662422 -3.03343257 -1.1942341 0.94055568 -3.12722564 1.78809753 -2.16425911 -0.25276092] Distance 10.611237336015543 Each least square approximations [-6.33457624 2.53867917 3.95027137 -2.87339993 -0.44149966 -2.56389625 -0.05581121 -1.52238038 1.55551863 1.85614637 0.73592339 3.80605518 -2.39804778 0.23701052 1.61622593 -1.53202802 3.35620543 1.04634215 -0.3304824 -0.38816104] Distance 9.557768543777943 Each least square approximations [-5.24258085 -0.9912723 4.92533746 1.23645905 -0.76472155 1.57064541 -0.68532084 -1.09755273 0.65338542 -0.63159919 0.50674028 1.1517039 2.78621797 -0.65842597 -0.46453801 1.73558225 1.11732755 0.05584638 0.95603955 -1.46661868] Distance 11.748161239577 Each least square approximations [ 7.20115084 -1.32020088 2.67305218 -1.54271478 -0.40600191 -1.19740071 -1.19599133 1.32038993 1.2636219 -3.15732665 -2.16114942 0.02311335 0.04772476 -2.66051231 4.34016574 -1.25709434 -0.10391078 -0.52836584 -2.62472503 -0.98428589] Distance 9.765804380694181 Each least square approximations [ 4.54897035 3.75510623 0.81889425 -1.64760127 4.33058652 0.24441814 1.18092407 0.77121037 2.11737905 -3.87194596 2.1662496 -0.85095008 -0.98131273 0.19434102 -1.70087447 -1.69307203 -0.69196848 0.94639881 -0.46105979 -1.53436413] Distance 10.980652711024444 Each least square approximations [ 6.84397884 -2.77698001 0.73455736 -1.28434082 1.87654982 1.46954556 -1.88025196 1.60450553 -0.97463796 0.67682339 2.86660987 0.31034044 0.39012143 0.71344156 -3.95489228 0.09396204 -0.50794759 -0.2703845 -2.38716239 1.11682603] Distance 10.64467031357473 Each least square approximations [-5.32077208e+00 -3.12994344e+00 1.34226646e+00 3.14413566e+00 -2.51577995e+00 3.51947322e-01 -2.96026255e-03 7.89817886e-02 1.59842808e+00 3.29549035e-01 9.13037074e-01 -2.15909461e-01 1.41992890e-01 1.69206938e+00 1.65007386e-01 7.81125929e-01 -1.81419317e+00 2.06783245e+00 -2.81227420e+00 2.30467021e-01] Distance 11.67489186723312 Each least square approximations [-5.31388074 3.85191702 -7.08159172 4.34559531 1.66559818 -3.14552511 2.33188026 3.25934403 -1.95698094 1.07236943 0.2534811 -0.43342915 1.08769645 -0.49706227 0.36475497 -0.12747303 -1.6118354 1.31589037 1.5826934 0.51156066] Distance 9.108844585697693 Each least square approximations [15.25336567 1.65214566 -0.02674572 0.05695976 0.37965174 -0.59196575 0.0367908 0.89951716 0.26977815 0.0870284 -0.10487067 0.28187452 -0.23749511 -0.37685529 0.23221056 0.18933081 -0.23285914 -0.18766818 -0.16015558 -0.07132365] Distance 0.6579478655997439 Each least square approximations [11.01343346 -3.74645558 -4.80887418 -2.27673452 0.54443453 -0.51963608 -1.67744346 -0.27117198 0.70665955 0.43295961 0.53718072 1.69674679 2.00738907 -0.14008885 1.91072983 -0.36317923 -0.24696409 0.3916278 -0.21292771 0.21517417] Distance 7.65697374591172 Each least square approximations [-9.18843812 -4.51567817 -5.67720686 -0.03145796 2.05198787 2.22925898 1.2333177 0.16580108 -0.1394993 -0.28448293 1.02383753 0.73883119 -0.81547742 -2.11536212 -0.1795948 0.32428543 -2.69863748 0.79724799 1.34892704 -1.44670743] Distance 8.434103669278388 Each least square approximations [-10.91689615 5.82785639 3.10071252 -1.70290322 -4.77099818 -1.72523508 -0.37361002 -0.92937989 3.12907338 0.70970504 0.26466752 -0.04935972 0.61220503 -1.86339131 0.51757322 0.49071151 -1.02033779 1.23174594 -1.96324597 0.60244177] Distance 4.8803973150511695 Each least square approximations [-9.64225977e+00 -2.00704668e+00 6.79568211e+00 -7.32911036e-01 -2.13732485e+00 1.18640749e+00 -2.38080661e+00 -1.20146752e+00 -6.10692122e-01 -9.68411204e-01 -1.40252401e+00 -8.49718216e-01 1.14453350e+00 1.01648085e+00 5.67976817e-01 4.79786352e-01 -2.28198230e-01 1.94284678e-01 -2.52586713e-04 -4.12703949e-01] Distance 8.587926894275206 Each least square approximations [10.23088197 -3.2548458 4.21977201 -3.82665049 1.9780951 0.75408682 -1.81315487 0.60306543 1.51762162 3.21163167 -2.39297798 0.93999507 -0.01300321 -1.15850636 1.7802241 1.88460649 -0.16683511 -1.44951113 -0.35563634 1.03363213] Distance 7.159167549935261 Each least square approximations [10.47713925 3.95057077 3.38808634 -1.93448084 4.43552687 0.34789319 0.43249197 -0.40867998 -0.89339049 -2.92577894 1.25722848 -1.37595225 -1.06821009 -0.98989803 -1.93417298 -2.40132915 0.2230877 -1.16688885 -0.57306577 -0.89768583] Distance 7.068366856206536 Each least square approximations [10.65763274 -5.19204088 2.22904642 -4.18285123 0.34566885 -0.02889976 -2.49606155 0.32204589 1.19097279 1.41632993 3.39593824 -0.21722649 -0.06379889 0.92401976 0.01272659 0.27087054 -0.5576753 -0.19233192 -1.27813652 1.62214736] Distance 6.906935290476559 Each least square approximations [-11.12728533 -4.55956992 2.41867929 2.16658085 -3.01806055 0.19926804 -2.57996422 0.54867957 0.38155139 2.05272027 0.55660239 -0.66997197 -1.15105831 2.31288401 0.1406164 0.02274762 -1.92054014 -0.03519517 -2.46167892 0.77517306] Distance 6.655590589866729 Each least square approximations [-6.00113857 3.63462531 -5.80162909 3.0007163 -0.95352215 -1.14738262 2.34531301 -0.22137536 -2.94421185 1.62169013 -0.16088536 -0.29995732 1.52909197 1.20278193 0.54379719 2.13457436 -0.98809398 0.32475884 -0.06100271 -0.94515194] Distance 9.477176884378968 Each least square approximations [10.73241665 -0.55611388 -0.94202115 0.24995801 0.16211412 3.43608181 -0.38324171 -0.77837571 -0.73056093 -0.18209473 -1.06303654 0.34542301 -0.69370144 2.47448251 -1.00962513 0.55586344 0.09292609 0.7237774 -0.52518761 0.36742516] Distance 8.472753861315576 Each least square approximations [ 9.79596387 -0.43434287 -2.81371312 -0.03563648 3.2535283 1.87447439 -2.16687267 -0.29873853 1.03159783 0.95353256 1.93628115 1.00212819 0.42020872 0.2261756 0.1526037 -0.17508703 -1.12073255 -1.61644431 -0.02506355 0.73091153] Distance 8.783250623032497 Each least square approximations [-9.73768183 -3.37445601 -4.02478696 -2.28356963 0.04983274 -0.52858685 1.25551276 1.45282208 1.71108757 2.44724674 2.92052633 3.1237957 -0.49950784 0.40462821 -0.35972616 0.39536639 -1.02975912 1.43746719 0.28895141 -1.07159734] Distance 6.903298942026001 Each least square approximations [-10.95183732 3.59999832 -2.05873618 -2.27695505 0.27539494 -1.68697001 -0.46083713 -0.1816958 0.7783038 0.5391776 0.93884482 2.23714246 2.85740347 -0.68480547 -0.15762657 1.17642311 -0.24926054 0.95208772 -1.8822651 1.12728569] Distance 6.58855403813304 Each least square approximations [-10.22205434 -2.36734796 4.244274 -0.28253725 -2.16423086 -0.88412144 -1.57977246 1.07913695 -1.34627913 0.25761992 1.23106772 0.76795071 0.13908124 0.26423911 0.29811202 -1.01150409 1.15608419 -0.96383472 0.86006589 0.5747024 ] Distance 8.103969525939803 Each least square approximations [ 8.68263436 -1.94854905 4.03685317 -2.55431008 1.47871542 1.38409161 -2.66023237 0.21509795 1.45453672 1.7717912 -0.05917013 -0.33592543 0.68822767 2.14035336 0.27215922 0.48384605 1.90816994 -3.73561308 2.15320802 1.7388239 ] Distance 7.892293319923441 Each least square approximations [11.22903182 4.38704857 -1.60588255 -2.41471872 0.46908614 -2.76630245 -0.22348682 -0.75375142 -0.5920823 -2.05617425 1.03800012 1.07068207 -1.95097664 -0.55078909 0.03695576 -0.34523809 -1.25659053 0.02770581 1.57940622 1.0282679 ] Distance 5.753919194491009 Each least square approximations [11.51662901 -4.15290067 -2.48012971 -0.85452122 -1.16942275 0.79834373 0.41076329 -1.42010458 1.76649583 2.73508262 -0.12830831 -0.48398856 -0.57928473 -1.47506712 -0.11799801 1.20644556 0.71584078 0.76695551 -1.39063991 0.17570065] Distance 5.714918740048773 Each least square approximations [-12.22009402 -1.45965411 0.22641905 2.23428623 -0.44441828 -1.85558932 -0.29899497 -0.73222474 1.8366159 -1.76880333 -0.87967903 -0.2677747 -1.17693283 1.49562608 0.33258625 -1.53584975 1.77772255 1.58361986 -0.43710853 1.27108108] Distance 5.461201507437522 Each least square approximations [-6.09115256e+00 3.09663924e+00 -6.13926680e+00 1.58347778e+00 1.19260026e+00 3.59151042e-01 -3.07837097e+00 -1.52594523e+00 -1.13405267e+00 4.09566520e+00 9.63421265e-01 -8.37130381e-01 -2.39705147e-02 2.09329438e+00 1.38829494e+00 2.79793080e-01 -4.75167206e-01 -9.60774021e-02 3.88636148e-02 7.57729898e-04] Distance 9.226950488563991 Each least square approximations [ 7.73261068 -1.30651161 -0.95800608 -0.98734959 0.39516343 2.34222216 -1.95490056 -1.90999528 -3.11965731 0.82980469 -3.1177252 -0.85085908 -0.16316604 1.54447592 0.309796 0.56181673 2.33793177 -0.07736996 -0.57338942 -0.08133611] Distance 10.280833173070775 Each least square approximations [10.1275723 4.02215735 -4.62253842 1.61037575 0.71838288 2.62786721 -2.37679524 1.63906921 0.3145959 3.4114761 -0.9244646 -0.18783457 -2.76960651 1.34349924 -0.43307165 -1.36450325 1.86419806 1.80646842 -0.26665413 0.93743257] Distance 4.625094121402892 Each least square approximations [-8.93464902 0.58791252 -3.84639442 -1.4688035 -1.99227743 2.56461351 -0.65688565 3.00338625 0.61615729 1.61572042 -0.23782266 0.33023993 -2.85290169 -0.68015624 -0.37310825 3.2554514 -0.83535709 -0.2334697 -3.79653969 1.60578808] Distance 7.371093166671712 Each least square approximations [-6.60587692 4.42709731 -0.40784484 -2.54834771 -0.14120052 -0.23788757 -0.19883858 -1.87178372 1.444609 1.82071393 -0.51697885 1.68984729 1.16469895 0.0393858 0.10313489 1.93659009 1.08621704 0.92972209 1.23275686 -0.32316675] Distance 10.993960469818505 Each least square approximations [-8.15289743 -0.06018235 1.30085861 -2.06415528 0.79216038 -0.93003852 -3.96549186 -0.43374679 -0.14377726 -1.62076548 -0.38970145 0.58748244 1.88495065 1.20061991 1.77070986 -2.83984682 1.17634994 0.5232759 1.33377323 -1.50482648] Distance 9.839911490915174 Each least square approximations [ 7.92083888 -0.12934836 3.68281828 -1.71351832 -0.72570722 4.35354142 0.45418018 -1.70861137 -0.45762947 0.2148749 -1.82865197 -0.91119632 1.20424668 1.5881153 0.25529838 0.53480461 0.06235805 -0.28188744 2.22822754 1.30678773] Distance 9.712132425651967 Each least square approximations [ 7.73399801 5.38281202 -0.68684498 0.34957891 1.64611644 -0.90577627 0.51909383 0.12705574 0.54659822 -3.53324778 1.27533133 -0.81810576 -1.01187919 -0.64174902 1.31150549 0.79745559 -0.6634941 0.47162612 -0.1845717 -0.29427005] Distance 9.942018630695124 Each least square approximations [ 9.39765657 -1.2298981 -1.39998374 -2.59433828 -0.66673314 2.63820368 -1.2014321 0.30017553 -0.29040133 -1.10645102 -0.24408299 -1.85021897 -1.88784339 -1.6918105 -1.8371139 0.6175461 0.12792087 -3.64751881 1.38263892 1.28205424] Distance 8.508161064085114 Each least square approximations [-7.83573789 -3.67130218 0.81592007 1.32001324 -1.6293288 0.29225052 0.89296106 -1.3134936 1.25487978 -0.08055576 -0.9665168 1.4365717 1.47424073 0.83058252 -1.44528764 2.10619769 0.93802494 -0.69487468 -1.49535084 2.45528848] Distance 10.273924182785228 Each least square approximations [-8.58600205 6.18221954 -1.67113709 3.23583306 -0.64715181 -0.76187554 0.61447265 2.84493932 0.06145873 -2.51438826 1.47026166 -1.04125553 -0.87270325 -1.00241464 0.04885146 1.24746702 -1.45525474 0.39261451 2.39408561 1.56626894] Distance 7.506418127152477 Each least square approximations [ 9.43074426 -0.41137014 1.4188231 -2.31630215 -3.81672882 0.91422145 -1.52797345 -2.46434681 0.27823505 0.99288361 -0.40885014 -0.45950807 -0.23401516 0.17073653 -0.86989371 -0.13563372 1.73687657 1.36827773 0.61029689 0.81069558] Distance 9.265872969189513 Each least square approximations [ 9.40538612 -1.01314788 0.52254048 -4.05556017 1.64531319 -1.46827238 -1.39008751 -1.19343967 1.00041917 2.15319993 0.23882339 1.96900616 0.75745378 -2.17183903 0.99742724 -2.13104181 2.54873168 -0.14389197 0.85602819 0.17544966] Distance 8.50099018481783 Each least square approximations [-7.96525531 -4.64347467 -2.80071522 -0.92273859 -1.92846204 0.44184103 0.03840959 -0.68366794 -1.73193222 -2.28316264 -1.634603 -0.01592778 0.922225 -2.62948161 0.50400698 -0.05799973 -3.6971659 0.18271948 -2.77525744 -0.92580899] Distance 8.667125125121153 Each least square approximations [-8.46715567 1.03880481 3.03947829 -4.0084479 -2.66229406 -2.55895342 1.30756405 -0.1485048 3.22649496 -1.09094474 -0.17286374 0.18143968 -2.00288897 1.04472989 -0.91526453 1.14004777 1.93076095 2.6535784 -1.48772007 0.2018353 ] Distance 8.306635424606998 Each least square approximations [-9.81242849 -1.40446579 3.8434373 0.08454751 0.48359087 0.06213815 1.37640037 0.52743438 1.37581787 -1.35763313 -0.12862289 0.60048152 3.93033674 -0.06698183 0.4152053 1.71742125 -0.5900019 2.10976008 -0.72796308 -0.61986006] Distance 8.398016875599392 Each least square approximations [13.33106946 -1.06195196 -0.36820046 2.4310786 0.01957891 -2.75206359 -1.11088518 -2.12855274 0.07180231 1.57508213 -0.91453305 0.47415385 0.12155832 -0.52562125 0.64303667 0.56850134 -0.87490616 0.42899633 -1.05688453 0.31085125] Distance 3.066751926477077 Each least square approximations [ 7.31195105 1.69573576 1.42207915 -1.96643777 3.32369567 0.74854725 -1.60822638 -2.93652565 1.04947101 -0.92321774 1.8753422 -1.21771195 -1.20169823 0.40935902 -0.30850193 0.14756839 0.91420561 -0.37204025 -0.05264423 -0.08766813] Distance 10.938926008216344 Each least square approximations [ 8.59303006 -0.60567475 -0.7868545 -4.04164821 1.305663 0.90313999 -4.05340428 0.10566775 2.85255965 0.52895887 2.28423415 3.58538722 -0.12853671 2.43666724 2.53380999 2.30327098 0.19502988 0.89098613 -0.71912094 1.72725593] Distance 7.466529738612289 Each least square approximations [-7.52804553e+00 -1.88489669e+00 8.31313706e-01 2.50022601e+00 -1.72053296e+00 -1.03268792e+00 3.30075958e-02 1.88452677e+00 -1.23350128e-01 4.01647505e+00 -1.23051831e+00 4.70559663e-01 -2.13282412e+00 1.60712049e-01 -7.46443014e-03 2.13565227e+00 -9.53250041e-01 4.66826328e-01 -9.38622693e-01 3.13532557e+00] Distance 10.038458300467884 Each least square approximations [-11.80603701 4.10356136 3.56579222 -0.38504553 2.80231234 1.62548979 0.27148447 2.9707885 0.88520969 -0.3990624 -1.76803179 -0.56952772 -0.68774246 0.40362932 0.44803617 -0.59794374 0.62303352 -0.24176213 0.69828724 0.51449333] Distance 3.9838211228559386 Each least square approximations [ 4.31226944 -1.28926188 2.7111658 -1.43690347 -2.19032552 0.28280023 -3.74054995 -1.36592823 -0.59387437 0.44353309 -3.08516748 0.5154207 -0.4934333 -0.87731155 0.71378758 -2.33066853 2.24696969 -0.04546891 1.8720029 0.42454504] Distance 11.606243686471007 Each least square approximations [ 5.56727494 0.86523898 0.89560244 -2.09507518 3.97230061 -4.73527968 2.42378384 -1.72248711 -0.01100357 3.7820513 3.22280155 1.69374732 -1.23697838 -0.80729821 1.63106263 -1.1527325 5.19257874 -0.20569262 0.94802963 -0.12559459] Distance 8.093704401398261 Each least square approximations [-6.91357861 -0.68251853 -0.24278373 0.97146124 -6.11361955 0.7408004 2.03132178 -0.43601215 -0.88628101 -4.02063327 -1.89510384 0.41366857 2.89135133 -2.157235 3.47538822 0.4118834 -1.46993387 -0.20608669 -0.15528111 -1.72616854] Distance 8.273257961329795 Each least square approximations [-4.94413488 -2.46447204 2.22998736 -4.6519252 -0.69214649 -3.05562303 0.30205596 3.09873962 1.15610112 -1.74323885 0.87925853 -0.6556644 -1.58938243 -2.37034916 -0.49715556 1.21179304 0.65825651 2.0032186 0.20964897 -0.95404602] Distance 10.660987379473266 Each least square approximations [-7.72194403 3.93573491 1.66197696 0.304538 1.83312332 3.189417 2.96994159 2.90591705 1.75966618 -1.64300582 1.53759873 1.19359644 2.34542453 -2.16518054 1.19759309 0.89393104 -0.8211119 2.19973556 -1.56950882 1.09748164] Distance 8.436670484151984 Each least square approximations [ 9.22313433 1.28749672 -3.01369798 2.44859078 -1.38117237 0.46533993 0.90093235 3.32726024 -2.79099434 0.32771513 0.25928767 1.2170133 0.31232336 -1.03656979 -1.70351652 0.26718011 -1.14340255 0.98780414 -0.07486267 0.68618945] Distance 8.886939649531302 Each least square approximations [ 3.12692381 1.37458529 -1.58773909 -3.26423599 2.59387663 1.05066412 -3.69139635 -3.51090283 -0.10030202 -0.73260189 2.76221039 -1.79458464 -0.0814903 -0.11997613 -1.72258266 3.27509134 2.32398387 -2.88694185 -1.32474491 0.42073353] Distance 10.570204415386312 Each least square approximations [ 6.18712797 3.27225365 -2.3571755 -1.54594204 4.34104774 0.01944779 -4.81023773 -1.92383608 0.85392933 0.34316098 0.26267295 2.63909063 1.28987642 0.34579936 1.49782989 1.17732669 -2.20353804 -1.09155664 0.50211097 0.43903004] Distance 9.41975301669763 Each least square approximations [-4.15469703 -0.19752475 -0.93061249 3.09627796 -1.09140703 -2.75253554 1.7880773 -0.48621269 2.61114961 4.39386829 -0.92669351 -2.06442631 -0.52518785 -1.98387446 -1.38563097 1.04031879 0.17605329 -3.49908036 1.20852222 1.70364059] Distance 10.774301314185537 Each least square approximations [-5.47543019 3.73006326 -7.63498583 4.41248197 1.44892989 -4.32455209 1.88222664 2.29734621 -1.22693557 2.08918835 0.50844716 -0.37799231 -0.06546634 -0.36366716 1.07932587 0.50044065 -0.92353017 2.15435785 -0.40058367 0.50737937] Distance 8.322535921554536 Each least square approximations [ 1.39408289e+01 1.35994094e+00 -3.72595979e+00 3.29222403e-01 1.79928802e+00 2.33948237e+00 -3.00199451e+00 2.27508324e-01 6.53627187e-02 7.26968145e-01 -5.02776415e-01 9.87769209e-02 1.37999998e+00 9.06964501e-03 -6.72554806e-01 3.97410894e-01 8.33401243e-02 1.42710426e-01 -3.16061904e-01 -3.11249663e-02] Distance 1.6966525734873497 Each least square approximations [11.68614362 -3.05864434 -4.55060101 -1.81420114 -0.06303859 1.3158892 -2.48234595 -1.06147992 -0.62557183 -0.06419882 0.22454511 2.30678642 0.8885231 1.55652785 0.7271482 -0.65174161 -1.13982485 0.31666366 2.13322348 0.57690018] Distance 6.254422034731258 Each least square approximations [-9.64947391 -4.63826491 -6.04854488 0.25521542 2.24594095 2.23094465 1.08176551 0.11682756 1.14078914 -0.0919671 0.95553837 -0.13814665 -1.26522912 -1.50523587 -0.12045214 0.1856083 -1.86998041 0.84970808 0.63448194 -1.51181498] Distance 7.663740894353759 Each least square approximations [-11.94084698 6.35631543 2.49864001 -1.66959296 -3.06538421 -1.5431571 -0.48644061 -1.86353362 0.46536325 0.47802036 0.70196792 -0.97932708 0.67575063 -0.89620268 0.62999741 1.1099605 0.51451345 -0.51057293 -0.51514817 0.31457502] Distance 4.593312622377371 Each least square approximations [-9.49158102 -2.2692124 6.80372733 -0.80128546 -3.12063423 1.73451064 -2.77957459 -1.587819 -0.329234 -0.52530012 -1.05348852 -0.31187948 0.67372787 1.29079776 0.52487189 0.15493606 -0.13147696 -0.03768328 0.52999406 -0.45004377] Distance 8.037355070673533 Each least square approximations [ 9.88609004 -2.45588362 4.56816912 -3.76038258 3.69033578 0.97307176 -2.99748096 0.16997369 0.69866422 3.04236109 -1.07689431 -0.6838512 0.39185165 -0.54557213 0.98329966 0.74923284 1.17089658 -1.38231749 -0.06568117 1.12196052] Distance 7.3504225754616765 Each least square approximations [11.48341221 4.70381083 3.19000402 -1.81177804 4.07956036 -0.41111255 1.03924464 -0.278615 -2.25524999 -2.13167017 0.77821244 -1.4727705 -0.86776275 -1.05606688 -1.96348766 -2.53894414 -0.86070145 -0.47335931 -0.80038932 -0.36292462] Distance 4.748042620612188 Each least square approximations [10.61304455 -5.08481106 2.29217628 -4.72735794 -0.01309654 0.13320165 -1.68387397 0.0881717 0.56660367 1.47052724 2.50973764 -0.43713117 -1.71582314 -0.40888483 -0.15756477 0.67961956 -0.0452788 0.56992258 -0.35135521 2.22885426] Distance 6.879969543832468 Each least square approximations [-11.84568785 -4.83027078 3.17207114 2.06166123 -2.47046849 0.10154675 -2.91503252 -0.47762424 -0.11459338 1.41504634 0.23438089 -0.81980637 -0.38337585 1.49393802 -0.13694811 0.9072954 -1.73997463 -0.26139326 -1.95964001 -0.21370814] Distance 5.341362653184154 Each least square approximations [-6.2359603 6.32523691 -2.21806588 1.20651777 -0.9038834 -2.5553053 2.779617 -1.11126642 -3.29419341 -2.05300609 -0.86754676 0.14194102 -1.81572383 -0.0701404 -0.16456792 1.75660999 -1.28269122 1.40019759 -0.74939691 -0.3338995 ] Distance 9.435608997799735 Each least square approximations [ 6.60593096 0.84506147 0.12631048 0.07445705 -1.29227034 4.08373883 -2.75347038 -2.15605235 3.00907891 -0.07229259 1.56970336 0.02214682 0.40371276 1.23138885 -0.65525194 0.04189966 -0.07797345 1.0207186 1.51101161 0.72870658] Distance 11.166684633399862 Each least square approximations [ 6.88489991 -2.06113838 1.43532921 -3.48523346 5.24107976 3.13518 -0.90459679 -2.40837737 0.66684533 2.02549877 0.6448425 1.09950994 0.35599389 -1.34645919 2.54452075 1.72472462 -1.11590657 -1.76963785 -0.85515182 0.58093602] Distance 9.184876231452986 Each least square approximations [-7.14017813 -2.19290237 -2.9460999 -4.76467832 2.09811341 -0.01560799 1.51948611 -0.1113094 0.23823359 -1.93614018 0.18658605 5.46325896 1.32620466 -2.24388078 1.72385015 -1.83291854 -0.77040605 1.13508809 0.12307428 -1.0502745 ] Distance 8.569351340152046 Each least square approximations [-12.39693366 -4.83001179 -3.49938165 -0.73476477 0.20565399 -0.51333001 2.48854149 1.48141563 1.15296843 -0.59498135 0.40715052 -0.58816376 -0.17417235 -0.53802636 0.32649518 -0.53572197 0.12487833 -0.6655218 -0.748308 0.78747369] Distance 3.7555033276330922 Each least square approximations [-8.37151023 -4.16064401 3.62676392 1.0036312 0.78878857 3.43454153 1.79608536 -0.38906571 0.05380178 2.44520772 1.59997709 1.00452602 0.01818755 -0.80553138 1.41984354 0.9633487 -0.41458022 -1.19227991 -0.61650327 0.22802565] Distance 9.199108557957391 Each least square approximations [ 8.02762249 -0.49126569 4.0977498 0.87572295 2.57719039 0.02556519 -1.85036777 2.63940178 -0.53465645 2.20655867 1.77782949 -2.73906482 2.07998892 1.71287962 -0.26594046 -0.32186895 0.49706077 -2.26284571 0.36129692 -1.61761072] Distance 9.300534959279227 Each least square approximations [ 9.28114217 0.2229236 -2.7560239 -4.87179558 -0.12676623 3.12283797 -1.37340365 -2.37338638 0.27518622 0.02914084 0.78742463 0.4911887 -2.73727296 0.76653945 0.50509692 0.39748447 -0.21645551 -0.49543297 0.99481401 -2.02545014] Distance 8.217068673885086 Each least square approximations [ 9.22104813 0.55466483 -1.22791886 -2.50707667 -2.801118 0.29935365 -1.14335254 -0.44348247 0.37659377 2.94683304 -1.50764575 3.17744071 1.65430926 1.41439355 0.21640219 2.48431825 -1.36944913 3.31922539 -0.85062207 0.5113062 ] Distance 8.279243834046326 Each least square approximations [-10.56452823 5.61297515 0.18124314 3.28501664 -0.52369434 0.13890168 2.15581391 0.15592382 0.87058372 0.87163195 -1.10168539 -0.69922017 -1.58989208 -0.82201249 0.60719372 0.27816475 -2.46126266 0.42033866 1.1820663 1.17922919] Distance 6.507390251221948 Each least square approximations [-6.37997979 8.36943367 0.21332713 1.24715725 -0.56696632 0.55619346 1.6828062 -1.01381921 -3.43700424 -1.42976368 -0.37260564 1.74343367 0.95452183 0.63066855 0.6807937 1.59067837 0.67825322 1.88173067 0.55782559 -1.29818072] Distance 8.391062934128275 Each least square approximations [ 6.38793227 -2.75634062 0.07029605 0.84816058 -1.98873471 3.04184632 -1.85882975 0.10444386 2.03145361 -0.20080255 -0.37620927 0.34326735 -1.96198321 1.50749935 0.07056515 0.88105261 0.48534514 1.80522784 -0.54216234 0.56831558] Distance 11.54755469916796 Each least square approximations [ 7.45902567 -0.11387558 1.91719926 -0.57687081 5.08196016 3.38485507 0.3833422 0.60147661 -2.00408586 2.37287754 2.5929925 0.67417927 1.71771256 -1.33825009 1.06740889 0.95646161 1.05238972 -1.58346082 -1.01964758 0.20720859] Distance 9.424412994140889 Each least square approximations [-6.94607374 -3.59903786 -2.0290467 -4.37971211 -1.40208349 -0.20183144 0.89113178 0.09309719 0.60568044 -1.26988732 -1.37254356 5.23195163 1.38467782 0.89315452 2.4988178 0.89200267 -0.05352255 1.15235378 0.285363 -0.44952157] Distance 9.20181665554815 Each least square approximations [-9.8890018 -3.18371743 -0.2960718 -4.2380261 1.8539835 -2.07230343 3.44608594 1.5906595 1.15529181 -2.14581898 2.86919406 2.00297128 -0.40516847 0.2513567 -0.66491938 -0.1678456 -1.33644817 2.33656748 1.04172143 0.24849669] Distance 6.261031461597974 Each least square approximations [-7.46794188 -2.55211815 4.22227882 -0.1585807 0.95866739 -0.23020517 3.49755605 0.79581046 -0.87754955 -0.34966946 1.7591761 2.72239087 1.76424942 -1.27802305 1.28250371 1.04682762 -0.75639835 -1.28945748 -0.83555162 0.01058539] Distance 9.939608324187109 Each least square approximations [ 8.57068568 -1.53669811 2.39766196 4.11379168 -1.27716705 0.63118901 -1.51155561 2.22228047 1.37618419 1.41731512 0.88453814 -1.9934465 1.4104395 2.47216841 -1.16144442 0.09463998 2.22543541 -2.72580506 0.58787334 -0.99865316] Distance 8.660379668088343 Each least square approximations [ 7.55419255 2.16673314 -3.37601698 -3.05779822 -0.32438157 -0.07836179 -2.99767887 -4.33260731 -0.62139629 -1.11324755 3.18117912 -0.741248 -4.4239692 1.26951143 1.70322065 0.35435862 0.9772708 -0.72604212 1.05372093 -0.482745 ] Distance 8.054892876789067 Each least square approximations [ 9.18114907 0.73195828 -3.59363991 -0.0760811 -1.30150654 2.91198218 -2.67779679 -0.27605192 1.75689326 1.26261597 -2.70264416 1.77814306 2.01147024 -1.19544206 1.40823598 1.30507706 -0.71703796 1.61456744 -1.45426283 0.41185035] Distance 8.3489483210931 Each least square approximations [-9.22337531 3.32882677 -2.48097452 3.88733031 -0.90893509 -2.96396705 2.04182298 -0.4671728 1.70740592 -0.13403557 -4.08797558 0.81066114 -1.68273763 -1.27824526 0.98440986 1.27656011 0.01284451 -0.75363763 0.28102028 2.1058398 ] Distance 7.122066514022439 Each least square approximations [-8.27794257 7.74547121 -0.45572068 1.08076955 -2.22576464 -2.59253243 -0.86222982 -1.34325392 -0.66573246 -2.82662437 2.44998539 -1.73558393 -3.32239465 -0.42381736 -0.69050709 1.62978652 -0.89386815 0.67784968 2.43594316 0.05851797] Distance 5.917466935758281 Each least square approximations [ 6.55990151 -0.50619562 -1.74065857 -3.35774301 -4.32393166 1.96634313 -2.91060388 -0.90028243 1.14408412 0.1105355 -0.83802691 0.69509324 -0.26155135 1.2117972 -0.87822126 0.36359513 1.23074541 1.77182003 1.07047564 0.80288019] Distance 10.830362596194865 Each least square approximations [ 8.88390522 0.61391443 3.50990952 -4.25087518 1.92691412 0.63457148 -2.46984086 -1.21019041 -0.2995191 4.2462254 -0.39530129 1.16082152 0.95165487 -2.02789568 1.09908446 -0.60279024 1.03893866 -0.16797935 0.40954951 -0.31905464] Distance 8.316571434140569 Each least square approximations [-7.23489847 -4.01412624 -1.93188875 -2.50915058 -1.15786968 0.74287602 1.19270513 -0.08061873 -2.16268536 -2.00385305 -2.48972275 2.51324929 -1.13321802 -2.17688218 1.32721606 0.20441389 -1.50368036 -0.74510657 -2.60407784 0.63357247] Distance 9.863400841639653 Each least square approximations [-9.22929564 -1.68723688 -0.3340947 -2.89253296 -1.1715914 -3.02169166 3.06948677 0.9230395 0.90369002 -1.65758088 0.17990802 -0.20922924 -2.34204516 2.36962558 0.87944515 0.60426739 1.23462167 1.7761965 -1.2664429 -0.74442652] Distance 8.838987488535455 Each least square approximations [-8.87192869 -2.94176656 1.83167882 -0.40895552 0.09111521 0.72391555 2.91492391 1.14748747 -0.19168132 1.52678694 1.31513668 1.82260839 3.9129846 -0.72783556 1.88056109 0.70554461 0.98451753 0.61537414 -0.30019375 -1.4675873 ] Distance 9.27395407993744 Each least square approximations [11.48364046 1.91322367 2.65739365 4.55492977 1.3480821 -2.87047031 -0.64262316 -0.13755223 -2.35461122 -0.48518215 -0.0643023 -2.43769558 2.01335117 2.08182147 0.27200777 0.57966297 -1.06887506 -1.2981965 0.62132387 -1.73199822] Distance 4.190047863232917 Each least square approximations [ 7.6388043 0.58899896 -0.85665429 -2.20978444 1.60073174 0.30736591 -3.1825701 -3.16967948 1.73904213 -1.28989483 0.23550318 -1.33702373 -0.87102344 0.55121087 0.80536131 0.71302274 1.29749893 0.2725014 0.25702965 -1.3453043 ] Distance 10.89009217827621 Each least square approximations [ 8.4217802 1.91277154 -0.93910922 -4.41604599 0.89897295 3.34995587 -3.14197106 1.82624541 2.51363876 0.1485076 -0.89339196 4.59473141 0.35744088 1.75376307 0.77890342 2.36638728 0.55781321 1.79159191 -0.98729827 2.28092675] Distance 7.110681723698911 Each least square approximations [-8.34868118 0.81719623 -1.08443771 2.97971965 -2.2143323 -1.17995089 1.63682355 3.2241681 -0.41207107 2.46155902 -0.61382261 1.23436102 -1.70280745 -1.38416412 1.37010335 2.81772126 -1.82644393 1.36489998 0.87091753 1.75755563] Distance 9.30188731526752 Each least square approximations [-6.05755798 0.03753905 0.91272979 -0.02579991 0.04683554 1.71611386 0.26934276 1.08023614 -0.8314273 3.41590322 0.40834214 0.23051371 2.29026727 2.01937482 -0.76388592 1.33161535 -1.3858533 -1.37072595 -1.02468944 -3.04230912] Distance 10.934777759438228 Each least square approximations [ 3.27593968 -2.70414521 -1.37885929 -0.74334577 -0.5135435 0.08269098 0.216928 -0.68876038 -2.55694872 1.61015718 -1.58293705 -0.38765739 -0.30192249 1.15089662 -0.11636376 -0.22364917 0.79403709 0.29418931 0.30646008 -1.83436277] Distance 12.685349791620686 Each least square approximations [ 3.88462977 3.69305125 1.05372616 1.31770746 2.27271079 0.10210264 -4.7306131 1.92126426 3.42260209 2.18718139 3.24329892 1.03769716 -0.39669289 1.42099847 1.65143937 -0.82049693 1.63392998 -2.38790024 0.56766379 3.10181397] Distance 9.21099384403905 Each least square approximations [-5.42707577 1.75198744 0.51332034 -1.83080212 -2.6432334 -3.47561627 4.79042183 2.89555222 1.45935107 1.83489838 -0.70596379 0.42869336 3.49317832 -0.99924405 -0.46036185 3.57969194 -1.17876132 0.12923861 0.55808317 -1.13916896] Distance 8.81430213763643 Each least square approximations [-3.84691444 -0.28966655 -1.89391211 1.29065476 0.47549434 -3.53844896 -0.97218586 0.50865478 1.35522987 1.5151184 1.85821248 1.59325378 2.6709679 -1.36571137 -2.80797828 2.02747164 0.56953062 0.90483262 1.46649641 0.15077405] Distance 11.451164209201629 Each least square approximations [-6.16143626 2.59100929 -2.00189665 0.37351131 -0.28320237 1.97488249 -0.3730062 4.4500118 0.32885272 -0.92678008 1.05392553 2.87408104 -0.21042554 -0.12050861 -2.19603805 0.33647645 -1.47930191 -0.94155131 0.06800062 1.69402759] Distance 10.277256176295692 Each least square approximations [ 3.9947787 1.78781269 1.09301573 0.33337326 -3.41248643 2.62035213 -1.65578288 -0.79031612 -1.80892862 1.64957233 -0.66482462 1.36082102 -0.55344032 1.61356526 -3.11745607 -0.18943225 1.42104858 -2.02140337 0.2682958 0.90032889] Distance 11.374201146068652 Each least square approximations [ 5.56760526 -0.34867809 -6.56850494 1.72518632 1.06743988 -0.02098811 -0.61400065 0.41335443 -1.52274166 -2.31601064 -0.1812639 2.39112231 -2.18147287 0.79054681 -0.61495446 0.71611416 2.08691447 -2.19984957 1.57036093 0.72023215] Distance 9.425161887462503 Each least square approximations [ 5.66154623 1.75676793 -2.38296721 1.63191882 -4.17940436 2.11072684 -1.72734971 -3.18093717 2.81678274 -0.50824893 2.41566727 -1.35395176 -1.47062729 0.24333218 -0.59356126 1.17999632 -0.864468 -2.50772336 -0.3455709 -1.30371878] Distance 9.615670523720981 Each least square approximations [-5.26531 0.34731378 -1.58157274 -2.83439441 -1.53797934 -3.74293634 1.94563531 -2.02994153 -0.27646994 0.03322191 -1.96584702 -0.21072886 -1.65948733 1.69144278 -1.32596152 0.70647235 2.71131146 -1.59039443 2.23249985 -0.41190929] Distance 10.492686114361348 Each least square approximations [-7.48838455 -3.12695968 -0.58818272 -1.6463846 1.52359631 3.01906419 -1.75256237 -0.58909715 -2.16437443 -0.38446577 -0.47571754 -1.65855892 1.23437569 0.63703352 -3.43325557 1.25431135 -0.90924375 -0.97638163 -2.0929873 0.79367981] Distance 8.646494390788114 Each least square approximations [ 1.45564213 0.27031363 0.85232246 0.07174547 -1.25861275 0.16322524 -0.54823965 -1.19260321 -3.07661998 0.12084903 -2.37619417 -0.32199421 -0.37780109 -0.00492219 0.20510479 -0.46951127 0.93957888 0.38215955 0.15585758 -1.68209587] Distance 12.753102983073777 Each least square approximations [ 2.37771396 1.40065301 -0.8236896 0.2710225 1.08264532 -1.4665889 1.31421038 -2.31393427 3.65904496 3.88501864 3.05101198 -1.34263386 -1.29077802 2.34961938 2.80061121 0.01082332 1.35863986 -1.82511286 1.03359916 0.57162271] Distance 10.413905998912686 Each least square approximations [-4.94969188 4.34642188 1.07400577 -2.21696396 0.06041382 1.36517987 2.80547034 4.1636339 -1.81087934 -0.81486908 1.02565084 -0.62763109 2.69593956 -0.13777144 1.20875474 0.11376592 -1.18191644 -0.21306985 0.72092417 -0.23972711] Distance 9.783349102925126 Each least square approximations [-3.32169511 -1.3132581 -0.35327041 1.90094665 0.35808465 -0.66084172 0.46946924 2.41816217 -0.72771426 -0.2939549 -1.59085302 0.20463398 0.31748426 -3.48331342 1.67672245 0.88454846 -1.37919673 -0.71637972 1.57112133 -0.08681129] Distance 11.890298602773425 Each least square approximations [-6.73685192 2.25938242 -5.21623625 -0.1740169 2.66466638 3.99201656 1.58908703 0.10667134 -2.14109398 -0.27356034 3.56648539 0.03027957 -0.87512896 2.26076961 -0.39350618 -2.74292169 0.2200282 -0.35663493 -1.02134342 1.52762215] Distance 7.115238823408332 Each least square approximations [ 3.81088277 5.13275145 -0.57000017 -2.01974487 -2.13894052 2.63541258 2.58319142 2.77750794 -3.98207329 0.44885293 1.80004193 -0.01002554 -0.92545672 1.50297112 -0.02736882 1.02638487 2.38335971 -1.79458313 0.53341441 0.19244357] Distance 9.194889302271694 Each least square approximations [ 2.42268156 0.76613748 -2.89128395 -2.62646033 -1.30929607 0.10255387 -1.91678534 0.8127426 0.75572604 -3.32205688 1.63118443 1.91928334 1.8936695 -1.30173315 0.43121592 2.44422829 1.618463 -1.03825272 -0.60943544 1.15841608] Distance 11.217855126972488 Each least square approximations [ 3.64169794 4.01692227 -3.47383052 -3.02931268 -0.82910619 -0.10211319 -1.31036639 -3.00206088 0.29045953 -0.56807806 -1.24371939 -0.00761836 0.95101812 0.48581008 -3.31281225 -1.58934671 -1.11675198 -1.4125524 -0.66353888 0.49898699] Distance 10.286925374288765 Each least square approximations [-3.32123873 3.84877522 -1.09532538 1.86811767 -4.23746865 0.46768261 0.89199056 -0.58221254 -0.48508517 -0.48955234 0.7048709 -2.23368218 -0.29394284 0.40329352 -1.99119545 -0.47867003 2.87954523 -1.71197169 -0.00580599 0.17904838] Distance 10.812731655353582 Each least square approximations [-2.06626862 3.23387516 -4.45795411 1.23994453 -3.09656036 -0.60602181 0.47299123 1.37774041 -0.19393273 2.58809514 -1.15936063 1.5733102 -0.84464488 3.80074692 1.73839689 1.37745474 -2.02094364 0.47700518 -0.53950621 -1.21399732] Distance 10.875538510973296 Each least square approximations [ 6.21058699 -0.51520701 -1.15810998 -2.40715328 1.90397759 2.16525157 -0.69929341 1.21453057 0.17116038 -1.31914396 -0.01675214 -0.78035033 -0.68224377 1.81781945 0.47127117 0.56376882 -0.32047684 0.89003647 -1.43384456 -1.59735953] Distance 11.608744709921709 Each least square approximations [ 6.75186598 0.93480566 -0.9999951 -1.89580121 -0.63126576 5.47379316 0.56765371 1.29366158 1.98017425 -0.58301798 1.64585194 1.3661697 0.28601193 -1.41252811 1.76449527 0.14121574 -2.37338269 -1.52486144 0.96226304 1.5086263 ] Distance 9.725469455992124 Each least square approximations [-6.40076591 -1.12464764 -0.71726605 -3.51277902 1.94643485 -1.64097847 2.34299961 0.97936033 1.98715284 0.84625676 1.14284878 0.29289805 -2.03424851 0.29982145 0.24055824 -1.53671696 1.59711142 0.63615789 -0.99207534 -0.87779895] Distance 10.85220704183787 Each least square approximations [-7.33002279e+00 2.13482411e+00 1.06096179e+00 3.02531630e+00 1.15959178e+00 9.03184015e-01 -4.46041911e-01 -1.31189987e-01 4.77336068e+00 2.63289654e-01 8.25096818e-01 1.67999682e+00 7.66365228e-01 2.84671287e+00 -1.48979242e+00 1.69553793e+00 4.42272392e-01 -1.21704456e+00 4.23201593e-01 -6.58546562e-03] Distance 9.500710951916064 Each least square approximations [-4.86232863 -2.56114955 1.10602644 0.61921065 -2.13264015 1.00484072 -2.25942685 -2.71951662 -0.27334544 -0.57029487 -0.40941017 4.23811347 0.63796541 1.02567974 0.06441202 1.18917069 1.15620876 -0.73476502 -1.55040525 2.78657249] Distance 10.949191417396172 Each least square approximations [ 4.11243359 -2.21017206 5.64993787 0.58317067 0.6402816 1.35266206 -3.07735431 -1.27059769 0.74433056 2.7011496 -0.34165084 -0.45840412 -1.30980573 0.0157958 0.54796937 -1.58775263 -0.12692395 -2.63871543 -0.41868857 -0.40304466] Distance 10.760571877682663 Each least square approximations [ 8.4912911 1.05594029 -0.4153706 4.35934618 2.46258694 -0.51438908 2.39640277 1.31888696 -1.54132006 -0.76291338 3.31387361 1.33288897 -0.37193111 0.65231856 2.28388231 -0.74402518 -0.31948935 0.70492574 2.63792365 -2.75883093] Distance 7.731804331114088 Each least square approximations [ 7.14756015 -0.70960093 1.58767479 -0.76448394 -2.32080056 1.11721466 -0.73099939 -1.28442636 1.19722797 1.77505568 1.59770195 -1.99018515 -0.21381258 -3.91011186 1.44484483 -0.32092046 1.8133336 0.23500386 -0.67034041 0.11768875] Distance 10.356619141339886 Each least square approximations [-7.15259012 -0.88180563 1.04630005 -1.40770824 -3.74835504 -0.21943138 0.30963832 -0.82679704 -0.17659224 -1.28022656 -5.71909646 1.21746996 1.2509255 0.68753536 -0.43970304 -1.53318224 -0.68141468 0.42913763 -0.25324512 -2.21929553] Distance 9.339841017016626 Each least square approximations [-5.31544556 3.98136969 -6.3328811 4.5382726 1.60631686 -2.51437618 1.98230121 3.2473844 -2.2457379 1.32071458 0.37931092 -0.65814335 1.54758016 -0.24966379 0.59505412 0.3771843 -1.22625145 1.46347526 1.76747254 0.52256313] Distance 9.182202026468621 Each least square approximations [ 1.50995255e+01 -1.78228115e-01 -3.39201889e-01 6.58157195e-01 2.20948446e-01 -5.03175538e-01 4.38263657e-01 -1.82740490e-01 -3.26711136e-02 -1.36218126e-01 -1.20336379e-01 -1.89729719e-02 -2.70236751e-01 6.68824138e-02 1.25548875e-01 1.80831539e-04 6.72962845e-02 1.36636590e-01 3.26714311e-01 -1.00179328e-01] Distance 0.6976796262163992 Each least square approximations [10.85750813 -3.09458408 -4.61162006 -1.72615739 0.29977589 -0.60017868 -1.96129115 -0.17253811 0.50579468 1.11003025 0.87948183 2.11695943 1.90193808 0.02512127 1.72501659 -0.37291672 -0.1705735 0.06490323 -0.01476721 0.45912998] Distance 7.7525749591252495 Each least square approximations [-9.11930787 -4.66679775 -5.19828616 -0.57761531 1.34194952 2.45090857 1.20805471 0.1365328 -0.08952704 0.10754632 0.88326011 0.92607535 -0.92957922 -1.73563984 -0.20582902 1.27541357 -2.8625626 0.84093814 1.13418517 -1.91352507] Distance 8.198953280329047 Each least square approximations [-10.70183537 6.20888515 2.64332749 -1.80949658 -4.51092109 -2.22246545 0.69246559 -1.28573911 2.5252764 0.36638657 0.89244205 0.12994453 1.07009931 -1.96032537 0.14737876 0.5120995 -0.92945357 1.19385315 -1.49570813 0.76393236] Distance 4.624905702551297 Each least square approximations [-9.67777811 -1.72950996 6.63960261 -0.38579116 -1.79083168 0.69657253 -2.1706417 -0.53861731 -1.28752316 -1.41570358 -1.31047586 -0.67842214 1.3331941 1.50050991 0.72512892 0.70446414 -0.19321408 0.08095405 -0.06469881 -0.38213403] Distance 8.31835982712625 Each least square approximations [10.28821892 -3.25486437 3.70096756 -3.57752117 1.19202828 0.6442764 -1.88734807 1.01751502 1.60844314 3.5188423 -2.75040642 0.88681376 0.03387024 -0.59371051 1.80171943 2.41534797 -0.10714053 -2.09001555 0.03789979 0.91900845] Distance 6.519726752938147 Each least square approximations [10.32380201 3.94807586 2.38702101 -1.68363138 4.01219946 -0.26910255 0.42341231 -0.93378935 -1.1555154 -3.13336682 1.46043788 -1.61907825 -1.49400547 -0.815618 -1.73677479 -2.62707487 0.13672412 -0.82872306 -0.66232427 -0.97826814] Distance 7.149242954110301 Each least square approximations [10.85735935 -5.36072288 2.09962178 -3.30804927 0.18380619 0.73841877 -2.92439748 -0.03965253 1.78882611 0.92633005 2.88261732 -0.23200732 -0.02924499 0.88850582 -0.05823419 0.01931962 -1.07882046 0.1102851 -0.93534708 1.48050331] Distance 6.426160315182575 Each least square approximations [-11.08950562 -4.37382193 1.38832905 2.17259539 -2.91023328 -0.44661351 -2.60359562 -0.2049286 -0.04170608 1.92268187 0.64826354 -0.54569949 -1.15223354 2.30157756 0.36877934 0.38956408 -1.62977627 0.06294715 -2.87956128 1.23076168] Distance 6.466604330167297 Each least square approximations [-3.96774952 0.93606976 -1.89481273 2.04250029 -0.97787453 -5.23090147 1.33425234 -1.13483453 -3.56335515 3.3410161 0.98072719 0.95810089 -2.28906794 0.9831769 -1.27661352 -0.06605738 -0.90174231 1.35162812 -0.09625792 0.44112999] Distance 10.75785075056462 Each least square approximations [ 5.68701095e+00 6.89038027e-02 -1.87365894e+00 -3.00935904e+00 2.06413225e+00 1.74283302e+00 -1.11413024e+00 -2.58864482e-01 1.68444193e+00 2.95087839e-01 1.67110338e+00 -5.66829427e-01 -1.45503700e-03 2.73149175e+00 -1.77199980e-01 1.78742802e+00 -3.30038653e-01 5.55951880e-01 -1.14175610e+00 -4.20412991e-01] Distance 11.65244311672355 Each least square approximations [ 7.35940401 -2.50634973 1.45367537 -1.66620011 -0.38948892 5.0598267 -1.41970136 0.31046535 1.46160329 1.89173993 1.24825854 0.24023256 1.75572417 0.87563746 0.63826829 2.68564 -1.81683796 -0.1324002 2.52802516 -1.21419976] Distance 9.205554124336794 Each least square approximations [-4.27300799 -3.40752804 -3.36545842 -1.80858948 0.85705032 -0.38078881 0.59699642 2.34456691 1.13320594 -0.53112748 1.22852016 0.93067615 -2.71261539 0.54010698 1.51411196 -1.29720053 -0.25394341 0.7615606 -0.84479856 0.62129619] Distance 11.80730098717149 Each least square approximations [-8.41880798 1.91924268 3.56893443 5.60105554 2.53602388 -1.30711584 -1.02301383 0.59567426 0.51828416 0.02616646 -2.63350832 3.54901884 0.93824451 2.13085249 2.04029902 0.47121806 0.54226756 1.94652715 1.13046663 0.72565258] Distance 6.649795954121656 Each least square approximations [-3.72365831 -3.07863917 2.57120745 0.49737874 -3.55247694 3.48354087 -0.30850084 -2.39751408 -0.20018368 -0.21777928 4.23581501 1.08030136 -0.37173739 0.22298696 -0.98825999 -0.01748084 0.686123 -1.21602426 -0.89847855 0.65274125] Distance 11.11659211446949 Each least square approximations [ 5.03214692 1.82826945 6.92455616 -1.86678365 -0.91227962 0.12728502 -4.17553436 -1.35102281 -2.46842668 0.44376033 -0.54424301 -1.3373968 -0.01983267 -0.46260185 1.20728733 -1.90304772 0.53752514 -2.14256532 -1.74331857 -2.05635816] Distance 9.049839523305542 Each least square approximations [ 6.0012245 4.53654355 -0.31040375 0.63129686 3.56239271 0.92846329 -2.1080301 3.36932361 -0.0423497 -1.92477212 0.62087196 0.85405177 -0.25625769 0.87790189 1.78383766 -0.86836142 -1.04217924 1.76609598 0.03829367 -1.34577481] Distance 10.289468351423423 Each least square approximations [ 6.64673753 -1.39496078 1.82421471 -2.94509488 -1.22773371 2.79539683 0.31675675 -1.74341318 -1.60569552 0.74290283 0.20247402 -0.74915173 -0.83669112 -0.65541812 -2.54963682 0.58382324 1.54915755 1.52222244 -1.58664054 1.20588127] Distance 10.814047225145758 Each least square approximations [-6.61370458 -1.82036268 1.79970325 -0.54588041 -5.16432292 1.58503466 2.00458257 1.48874153 0.75910048 -2.80861185 -1.35659026 -0.13035817 2.68634952 -0.26767307 -1.80889712 1.46696021 -0.80302704 1.70731546 -0.11882333 0.61486296] Distance 9.743126519515794 Each least square approximations [-6.14839059 5.92542311 -5.33711353 5.85154453 -0.0789041 -0.45778063 1.0545491 3.30753722 -4.26712311 -1.13638495 -0.11071332 -0.60381957 0.78298709 0.65035418 0.51928382 1.83922847 -1.37315664 -0.7096428 2.26691112 0.5223231 ] Distance 6.437447617071691 Each least square approximations [11.15666516 -2.19012429 3.14848185 -2.57557895 -3.31776207 2.19249269 -2.60358436 -2.9292055 2.00922526 0.23830642 0.3457047 -0.65287628 0.05043083 1.12414621 -0.08421535 -1.58210894 1.63930465 0.22029494 -0.58127858 -0.14440845] Distance 5.763211267784229 Each least square approximations [10.00251133 -2.59609078 -3.01100077 -3.14888075 2.02197726 0.04606751 -1.20990449 -0.20573649 0.68591057 1.70173539 1.03872237 0.94312789 0.07820253 -2.10070437 2.97866437 -0.61801894 0.46481575 -0.28350998 -1.08211765 0.11701847] Distance 8.357953378334432 Each least square approximations [-8.48280833 -5.1925966 -4.61758594 -3.21447979 1.19351268 2.31772799 0.57793286 0.33273481 -0.52914298 -0.28803809 1.42856058 1.65506593 0.71059159 -2.55442758 0.89654279 2.64608481 -2.39789137 0.61706979 -1.1482156 -2.2548831 ] Distance 7.168242560861104 Each least square approximations [-10.18111699 1.8865513 2.19672243 -3.8319897 -3.08729001 1.75618951 1.99561072 -0.71780291 3.15184054 1.01491393 0.27587831 1.7665994 0.84855784 0.47521975 -1.04710461 -1.27381651 0.66346043 2.57243931 -0.53518056 1.28161386] Distance 7.145846566167189 Each least square approximations [-10.41298401 -3.49717369 6.36522662 -0.38332519 1.08263486 -0.57709561 -0.85863439 0.42022764 -0.81452413 -0.81967107 0.2550763 -0.13071133 1.4971694 1.15167658 -0.09088241 1.71258899 -0.40497472 1.04873026 -2.02248927 0.43028194] Distance 6.67116772023383 Each least square approximations [11.77730718 -5.21574315 3.26507589 -2.63917259 -2.60745622 0.07313266 0.50354659 1.25508937 2.46928157 1.8246186 -0.25758678 -0.0739809 0.9411941 0.58098132 0.85357742 -0.5757269 -0.12945282 -0.33772204 -0.28447427 -0.84129876] Distance 4.104109782914597 Each least square approximations [ 8.69800356 2.15937066 1.71902271 -3.57150107 3.22987948 1.01345082 -0.61497413 -1.93556727 0.95344334 -2.39997133 3.20763652 -1.25922972 -1.9961257 1.60677165 0.9718615 -0.18217972 0.36867095 -0.11900491 0.0540979 -1.55745042] Distance 9.024092218356568 Each least square approximations [11.3420203 -3.90283184 -1.11633683 -1.39789101 -0.76762051 -0.05811087 -2.43730405 3.14915321 0.80476527 -1.33609293 1.74540158 1.56051716 0.60018124 2.10834956 1.06026063 -0.17848689 -1.24227346 1.42009939 -1.86570516 1.25261113] Distance 5.975223198010023 Each least square approximations [-9.18678767 -0.66034819 1.86221102 3.84955365 -1.89032267 -0.97638078 -0.32354391 0.79803604 -0.14314007 3.30576998 -2.16447998 0.59618279 -1.12643532 1.16822719 0.07585375 0.44251135 -2.12956888 0.74594537 -2.28747797 2.74975124] Distance 8.753021669826346 Each least square approximations [-7.21477347 4.58839946 -5.32379108 1.69217775 -3.75071309 -1.12746024 -1.9880696 1.89661479 -1.71856384 1.66996465 -1.99302606 0.18184317 0.56823655 -0.88251186 -0.6669072 3.07679438 0.23378157 0.8834445 -0.68293695 -0.61134158] Distance 7.855816369950939 Each least square approximations [ 7.94239859 0.6241835 -0.31347378 -1.59286524 -1.61286426 2.89654956 -2.75366451 -1.5169874 -0.05505748 -1.75165311 -1.87240541 0.28006754 0.71091943 -0.40870653 0.76942621 1.15642067 0.13014677 0.30898074 -1.66854944 0.6290583 ] Distance 10.574462259380358 Each least square approximations [ 8.96931045 3.03943421 -2.94722803 -4.52275777 1.78602737 0.30445654 0.0742637 -2.74168042 0.74165907 0.56943035 2.91183271 -0.12210918 -0.49486334 -0.68104622 -0.32970685 1.7150039 -2.15688565 -0.41110604 -1.43856475 1.60644543] Distance 7.68894375437839 Each least square approximations [-1.27478223e+01 -3.58537152e+00 1.31597780e+00 -1.42067485e+00 1.88923568e+00 -6.22398796e-01 2.56094140e-01 -2.15842181e-01 -7.50861737e-01 -2.95659723e-01 9.60470855e-01 1.14600488e+00 -9.96912978e-01 1.96275333e+00 -9.45445768e-01 -1.82891533e+00 2.01729711e-01 2.14425415e-02 -1.03600654e-02 1.73638954e+00] Distance 3.6251583129525127 Each least square approximations [-9.52262022 1.37132218 -2.40524225 -1.11694719 -1.20521902 0.97828863 -1.74963622 0.28006846 0.24079407 0.2321899 0.64273924 2.6149183 -0.76418327 -0.03474262 -1.8391643 0.54043704 0.06062921 0.12695033 -1.00835738 0.12218639] Distance 9.671295579161947 Each least square approximations [-10.35330311 -2.80680104 0.56208696 -0.01550664 -4.0068141 0.04319462 1.32076354 -1.56351246 -2.53028973 -0.6253922 -1.59046051 -0.1123922 2.89879772 -1.84122122 0.91664881 -1.54573988 -0.3794966 -0.62372463 1.01078327 1.29127971] Distance 6.938284501420981 Each least square approximations [ 8.2397209 -1.63351807 4.11385539 -0.6830067 3.52186506 -0.57517591 1.74831696 1.09928615 -0.96705111 1.82925534 1.17088788 0.83459804 1.70788106 1.9710723 0.26976992 -1.59364169 -0.05653694 -2.67382667 -0.16492623 2.08644089] Distance 8.894013686560536 Each least square approximations [10.02823927 2.60741946 1.00008533 -1.40649018 -0.35845569 -1.80441513 -2.67118535 1.05745544 1.26300475 0.29936755 3.51495679 -1.24422416 -0.58174458 1.12435176 0.14661931 3.27833158 -0.46512659 -0.87559535 1.19064963 -1.07872607] Distance 7.605706728427013 Each least square approximations [10.95321908 1.30537095 -1.79402712 -3.03482823 1.51232417 -0.73109128 2.47804164 -2.80143989 0.54972944 -0.75299234 0.89853523 -0.81122603 -0.71370144 -0.44228944 1.53458811 2.05704121 0.67189911 2.35457086 -2.01928774 -0.17785109] Distance 6.379982657871524 Each least square approximations [-10.8626787 0.41545443 0.50409566 -0.55731925 0.03453124 0.89616785 -0.53687448 -0.14254658 2.42514024 2.63494125 -1.54454373 -0.66473847 1.96212582 -2.43913151 -0.7179459 -2.72549486 0.94304819 0.73585038 -0.2204531 0.19441826] Distance 7.522694477790822 Each least square approximations [-5.90399842 1.91205957 -5.87559816 3.44101431 -1.84839357 -3.77295536 0.92081753 0.21466318 -1.62004963 1.76923333 -0.09411779 1.36228916 -0.58119282 1.95353479 2.57102488 -0.78637709 -4.36445191 0.61262496 -0.82161709 -0.49795805] Distance 8.51313252198981 Each least square approximations [ 8.98745155 2.8933543 -1.39206696 -1.91416715 -1.20712345 5.001546 -1.45455765 -0.04764882 -0.02139933 -0.79380181 1.56924341 -0.74293228 0.27272505 0.3167185 0.51192519 -0.94035405 -0.24364787 -0.2269052 1.31357315 -1.41621228] Distance 9.115813908813518 Each least square approximations [ 9.35672874 -0.26159263 -0.06477942 -3.42610565 3.01125195 1.06847422 -3.26269113 -1.48940233 1.24036875 -0.75997986 -1.06184384 0.27828002 -0.37957443 0.24779483 1.93212191 -1.38559192 -2.82946077 -1.15191826 -0.64716875 2.56877531] Distance 8.202608605127995 Each least square approximations [-8.01846408 -2.23950096 -5.14687739 -1.65159639 2.61881896 -0.98927631 3.47748459 0.68550697 1.76676906 0.13335797 -0.26218185 1.25811522 -0.59009974 -2.48323802 -1.61695098 -0.68112515 -0.15965236 0.25737376 -0.18843965 0.5438376 ] Distance 9.028203667844519 Each least square approximations [-10.43210192 0.83618029 -1.71488214 1.20376932 -3.0820005 -0.67591555 -2.66745792 -2.29380088 2.20420852 1.92348975 1.15869954 -0.49753938 1.04412978 2.03096834 1.44373141 0.77307029 2.04894244 -0.66847908 -0.30333347 0.27753425] Distance 7.492299718102022 Each least square approximations [-8.22049627 -3.18785042 3.3459721 1.27536597 -3.08289947 3.11105696 -4.05719621 -1.01476513 1.05011651 1.1370757 -1.35499715 1.61591557 -0.97980071 0.77514523 1.36005778 -0.1209937 -0.18419374 -1.0573798 -0.01808788 0.18659725] Distance 8.749546882358974 Each least square approximations [ 7.33787004e+00 -2.03282398e+00 4.16393903e+00 -3.43029099e+00 5.07373917e+00 2.07498597e-03 -3.17692317e+00 -9.80647136e-01 -4.26265473e-01 1.96574821e+00 4.19529267e-01 -4.71159623e-01 5.05967961e-01 6.35853038e-01 -2.82162108e-01 -7.45554734e-01 5.45538590e-01 -2.52757619e-02 4.49096400e-01 -1.30966333e+00] Distance 9.132922311100714 Each least square approximations [12.30144193 -0.07318319 -1.15899551 -0.12433083 3.44143702 3.76897283 1.56999188 1.94561509 0.17909108 1.1813869 -1.59557779 -1.79534174 0.73395556 0.0401724 -2.2311472 0.61284642 0.12806834 0.42598745 -0.47710197 -0.60911949] Distance 4.045815314097513 Each least square approximations [ 8.71319565 -1.92029243 2.03428674 -3.34820713 -2.72406822 -0.64667938 -0.78180018 -0.39066099 1.45669449 1.61280153 2.77621102 -0.13121558 0.54267864 0.27087616 -0.05192317 4.21703473 -0.49174156 0.34617794 -0.51595774 0.08317842] Distance 8.96935560213479 Each least square approximations [-10.67843788 -0.43962827 4.01295208 -1.9218792 -0.83443519 -0.78270877 1.02084418 0.91731992 -2.1785675 3.28422826 -1.06248168 -0.99201177 1.30209018 0.56490539 -1.45540021 1.63884957 -0.71459472 0.44427134 -0.65715345 -0.74535668] Distance 7.202285175826091 Each least square approximations [-5.90383201 3.60971961 -7.54015311 4.19775218 1.48798881 -3.36112162 2.40071705 2.91514733 -1.54868665 0.66701092 0.25146472 -0.0554582 0.71850275 -0.71327376 0.58622035 0.28720754 -1.60818941 0.9225742 1.1746394 0.7501472 ] Distance 9.011731198234738 Each least square approximations [15.17326077 2.97779679 -0.57293609 -0.12138401 -0.28892574 -0.64470995 -0.43446337 0.09684965 -0.23867008 -0.13759202 0.26671618 0.30005469 0.17929532 0.13906401 0.04576291 -0.08521424 0.2718909 -0.02579927 0.1884407 -0.04080582] Distance 0.7348991287397889 Each least square approximations [11.06607853 -3.58960972 -4.71887615 -3.02464232 0.96912185 -0.7066855 -1.92955608 -0.4243603 0.64803614 0.33557972 0.11078238 2.06120494 1.4925835 0.3684436 1.91837031 -0.52243671 -0.68859881 -0.03655344 0.05438522 0.42504414] Distance 7.564022603217299 Each least square approximations [-9.41326237 -4.31962796 -6.21203124 0.31846132 2.31471606 1.90161717 1.40198979 0.13175408 0.25411163 -0.43699037 0.85043778 0.63407995 -0.67952393 -2.19816746 -0.41388991 -0.04557276 -2.56945466 0.46525127 0.65669097 -1.4903381 ] Distance 8.23710318103095 Each least square approximations [-11.25140918 5.62228328 2.8130613 -1.64112432 -4.66062311 -1.80797484 -0.645004 -1.44549985 2.84027601 0.73146861 0.02897802 -1.07703346 0.65863351 -1.63876539 0.82672034 0.82606544 -0.81129927 0.97032596 -2.6552544 0.72700596] Distance 4.620784816218789 Each least square approximations [-9.96692636 -2.09877934 6.72497901 -1.04992956 -2.49152363 1.44499892 -2.65269023 -1.17487513 -0.2234637 -0.91586282 -1.33815876 -0.71629256 1.05187729 1.66931936 0.49959012 0.21672409 -0.38625381 0.40505959 -0.02585896 -0.38479115] Distance 8.152055388196885 Each least square approximations [10.70242354 -2.93021503 3.97680798 -4.1526592 2.80411698 0.69479299 -1.81922352 0.41844192 1.09643148 3.25282171 -1.78177759 0.51329585 -0.0203369 -0.7152125 1.50745452 1.72762111 0.02842107 -1.31695199 -0.15903738 1.01079719] Distance 7.02101198287587 Each least square approximations [10.9802349 3.60953319 3.57027095 -2.28634381 4.17523283 0.36446065 0.60356471 -0.44910726 -0.70070508 -2.32745711 0.80597993 -1.59032426 -0.60774632 -1.30526399 -2.20865421 -2.05580172 -0.01835072 -1.08599951 -0.26259668 -0.90942603] Distance 7.003226059374475 Each least square approximations [10.58816336 -5.11845313 2.38304303 -4.89587265 0.08579714 -0.42015027 -2.33790962 0.32605511 0.97410853 1.56221141 3.10290099 -0.03283273 -0.2491129 1.0585649 0.36525347 0.94171536 -0.64104135 0.15332508 -1.29136466 1.48204782] Distance 6.917587884447668 Each least square approximations [-11.29873351 -4.45796411 3.20912076 2.22708458 -2.69813463 0.30758774 -2.48014403 0.9637065 0.03246565 2.37802846 0.79224926 -0.92964511 -1.42076538 1.82838498 0.37477459 0.25802068 -1.76753853 -0.11063608 -2.1449935 0.89834962] Distance 6.52506867440278 Each least square approximations [-10.227597 -3.68592444 -4.65846711 -5.47013826 0.49251497 0.46105594 0.63158719 1.74055615 -2.89979014 1.58236111 0.41177929 1.06935349 -2.15037641 0.24013777 0.32891858 0.63992195 -1.81744001 0.48717363 -0.22874701 -0.06182321] Distance 3.6071829559412096 Each least square approximations [ 3.9682234 4.20916189 1.07985636 -1.29398365 -0.40715593 2.81648016 -1.15204554 -1.59368925 -4.47382472 -2.13431328 -1.27893011 -1.58013508 0.53566567 -0.16619664 0.04005213 0.28379652 1.62466869 -0.76946304 -0.85386301 1.25883446] Distance 11.172106178414454 Each least square approximations [ 5.64485355 2.1938886 -2.57845783 -4.22460813 4.16566132 -1.73647298 0.88674545 0.60496332 2.723213 0.63377615 1.60718135 -2.30552496 0.06919898 3.43483231 0.62059858 -1.39324726 1.83955226 -0.02760985 1.6911209 0.9591721 ] Distance 9.382280563146832 Each least square approximations [-8.23029147 4.73272385 -3.00432313 2.42759978 0.31043628 -1.7538551 -0.13289177 1.1008178 0.01398712 -0.40475736 0.54540459 0.297295 -0.46635927 -2.85083049 1.16090715 -0.64098146 0.01539488 -0.79789403 0.40966318 1.826115 ] Distance 9.136775639283593 Each least square approximations [-5.414477 -1.57668869 1.55764747 0.44039256 -0.81217215 -1.86943126 -3.4758777 -1.49499323 -0.14778594 2.04642837 -2.92528196 -1.56920837 1.2501101 -1.36895269 0.2486445 0.99257141 0.83953587 0.10023168 0.12670473 -0.05666452] Distance 11.592645347888752 Each least square approximations [-7.77374696 1.07177277 -2.80764221 -2.85734297 -1.37321182 4.19190406 -3.66454936 -0.56658844 1.3570988 -2.04080865 2.09176367 -1.11764828 0.16685456 -1.46392971 1.44907163 -3.2992582 -0.80298521 0.41841901 0.0271328 0.73472807] Distance 8.29146071006966 Each least square approximations [ 6.41779847 4.82393042 0.06495205 -4.00071094 2.76040791 5.34740483 0.14912409 -0.49858266 -2.51472184 -0.64197389 -0.21209438 2.06340949 0.77538609 2.53113375 0.30993275 -1.73712528 0.11474575 1.77653471 1.10146343 -0.38592375] Distance 8.067549001309626 Each least square approximations [ 6.35551948 0.46519731 1.47862303 -2.73319805 -0.05371352 1.20076767 -3.54042776 3.06260283 1.07951394 -0.31721 1.29428026 1.28267362 1.72054358 -2.86202647 0.4838514 2.57489792 1.0552149 -1.09453867 0.01591786 1.02475311] Distance 10.399138309250862 Each least square approximations [ 6.1441056 3.43878693 -1.13485176 -5.99053675 -0.4590021 -4.55295457 0.85696805 -2.44893227 1.10899537 -0.53394027 -1.12579823 -2.39491784 1.1937386 0.70081519 -0.92060299 0.45411214 0.38449255 -3.48110134 -0.31751633 -0.67561278] Distance 8.306510404202852 Each least square approximations [-5.874312 1.09081564 5.15203328 -1.21587364 -1.58604165 1.6581743 1.41482562 0.24676682 1.55844306 0.71759693 0.54723388 -1.89466288 0.48743808 -0.81085631 0.05413054 -0.77998989 3.548621 -2.47987896 -0.50339322 0.46246268] Distance 10.446752310861768 Each least square approximations [-7.4235636 2.54735369 -6.62481809 -0.35694558 1.70914024 1.2804372 -2.83387215 3.09216147 -0.6605832 1.91483458 -1.51857829 1.66752517 -1.43586847 0.84179556 -0.71708563 2.03305868 0.59930015 2.33636055 0.03794348 0.61682817] Distance 7.528400741908157 Each least square approximations [ 6.88355837e+00 1.38816503e+00 2.34502982e-02 -1.04019298e+00 -5.17054800e-03 2.93946528e+00 -2.51956101e+00 -1.67345785e+00 -3.11022150e+00 4.27832377e-01 -1.64757257e+00 1.68112132e-01 5.68128603e-01 -6.04647104e-01 -1.61100345e-01 -3.95664287e-01 1.87626113e+00 -8.89949990e-01 -1.46048238e+00 1.04164478e+00] Distance 10.865925333880876 Each least square approximations [ 7.95419424 2.8301677 -5.17436079 -3.50529734 1.62306472 0.52296409 0.84778282 -1.50087057 -0.1773808 1.23487036 1.3238061 -0.56657852 -2.05022689 0.09384068 0.03908139 0.30253249 1.72736029 -0.84980549 0.04448518 1.20878619] Distance 8.827648040593491 Each least square approximations [-12.81038195 2.35107968 0.41158347 2.15528297 0.35383137 1.53815434 -2.53437381 0.89151006 0.29716192 -1.7053695 -0.14136047 -0.46189494 -1.18044099 1.06121156 0.24489788 0.15833915 0.29827666 1.15518413 0.72916299 -0.40779856] Distance 3.8907458116355707 Each least square approximations [-7.76500526 2.09341985 -1.6273544 -2.24451584 -0.96950678 1.20353404 -3.12339301 0.37092858 0.8675585 -0.0660313 -0.25339757 0.69923189 -0.61627674 -0.5355694 -1.93999518 0.96460677 0.05007731 0.07681754 0.99022098 0.12803665] Distance 10.720508951600474 Each least square approximations [-9.92344047 2.10241521 -0.65822753 -2.72787077 -1.42785693 1.75717378 -0.34430845 -3.27982481 -1.65851664 -1.88358783 -3.22413701 -1.03458818 1.69262387 -2.19382738 1.05264124 -1.84307263 -0.32344962 0.27871966 -0.56908798 -0.11032296] Distance 7.072069728404044 Each least square approximations [ 7.66804738 0.48852588 1.31383723 -1.90044228 2.67094608 4.13154971 2.65765123 -0.29030848 -1.96287122 3.65125895 0.62931172 0.59825855 -0.77149238 0.91258518 2.06085723 -1.4694741 -0.35115558 -0.6871382 -0.23394998 0.82458193] Distance 9.18810648408638 Each least square approximations [ 7.82862058 4.35292331 2.61837505 -1.02623788 -0.41190457 -0.33532775 -1.85134474 -0.24642779 -0.31069225 0.69764564 3.10901602 -1.12307026 0.51894165 0.15266992 0.27185354 2.47497388 -0.09153467 -1.29305891 0.01111869 -0.07373146] Distance 9.779973324473923 Each least square approximations [ 9.25248014 1.8438336 -2.22007517 -5.53372987 2.37237424 -2.03231849 1.5225237 -2.79020565 0.21514261 -0.36942536 -1.34681779 -2.70199617 -1.93011598 -1.3152506 1.24785387 0.30204421 -2.34907551 -1.44694942 -0.96961205 -0.46142109] Distance 6.137115438735659 Each least square approximations [-8.56518463 -1.51925176 0.72974546 0.47839476 0.36895462 2.18502378 -1.18962645 -0.02138303 2.17458744 2.60808958 -2.71195088 -0.46505585 1.67458233 -1.69887342 -2.19452499 -2.49778431 1.59450562 -2.1353316 -0.67699353 0.09971156] Distance 9.004186870513514 Each least square approximations [-7.11250449 2.47916183 -6.29740917 2.52207049 -1.05429728 -3.51297598 1.44486912 -0.98334436 -2.20626784 2.25547054 -1.06992759 -0.17362465 -0.29625159 2.50098333 2.28275412 -0.42158218 -2.70671271 1.4884038 -1.02821396 -0.2773553 ] Distance 8.094593810847602 Each least square approximations [10.15906522 2.17209478 -2.12060768 -2.56801755 0.05156094 4.22874995 -1.25050246 0.65078172 -1.00710801 -0.84842351 -0.01809387 -0.15017503 1.1090143 1.26175968 0.4402971 -1.00055128 0.68629116 0.63895249 -0.11748209 -1.27153853] Distance 8.434826227698665 Each least square approximations [10.3894043 0.47324542 -1.07864036 -1.8493653 3.27430834 2.55810211 -2.87171969 -1.73548342 0.7756305 -0.11491414 -0.42831998 0.92409489 0.05088936 0.57929021 1.82306561 -1.55893925 -0.31832431 -1.38416216 0.46275166 1.10924975] Distance 8.114282742109104 Each least square approximations [-9.28099905 -2.05556835 -4.94606789 -2.00590191 0.94819169 0.23470063 2.50983606 0.80918136 2.87160816 -0.59650691 0.1068632 2.27793636 -0.58369968 -1.71844116 -1.11885958 -1.3176878 0.45791959 -0.27906424 0.18681861 0.83589916] Distance 8.393771572672833 Each least square approximations [-11.15869491 2.37987494 -2.19630311 0.46216639 -1.3434078 -2.26737668 -2.89912663 -1.17019379 2.34749869 1.89002684 -0.44648748 0.20831229 0.92842849 1.0240997 1.55493789 2.43120688 0.23178663 0.26338956 0.19443047 0.69464086] Distance 6.7950320428866045 Each least square approximations [-9.10500076 -2.77378565 3.39054858 0.95449198 -2.58702122 2.64552878 -3.18128579 -0.18127244 0.79802689 1.75443191 -0.47037598 1.8491445 -0.54155859 0.91206171 0.9576086 -1.52534825 -0.0198865 -0.55376995 0.87142911 -0.21487808] Distance 8.86763364272376 Each least square approximations [ 8.18286788 -0.86889067 5.28229758 -3.45568622 3.50426154 0.95254746 -3.76673549 -1.02390454 -0.88490735 1.76124077 -0.42246036 -0.6596168 0.08795384 1.08993352 -0.52359929 -0.89229589 0.85981402 -1.42669854 1.37065569 -0.20161901] Distance 8.418863263602208 Each least square approximations [12.80946218 3.63475702 -2.00866554 0.33121896 2.70369805 2.27960041 0.22008461 0.57183276 -0.62992799 0.14728828 -0.92521162 0.09006335 1.44102666 -1.3854553 -0.09503247 0.47536131 0.03171326 -1.71616486 -0.58170302 -0.91990475] Distance 3.7886509651882503 Each least square approximations [10.29271933 -1.89857124 1.20809376 -3.45674172 -2.79588384 1.22417871 -0.1260129 -2.24309644 0.87653256 2.10288312 1.28601086 0.47206808 -0.01726017 -1.09993403 0.03742515 3.32421549 0.23301591 -0.52788836 -0.60634109 1.07366428] Distance 7.734340904521118 Each least square approximations [-12.15942096 -1.97756821 1.85440413 -0.83275989 -1.6307222 1.00123416 2.4285755 0.96682765 -0.49507832 1.38606236 -1.33122046 -1.90470955 0.76200335 0.9479536 -0.62763189 1.33389613 0.26887809 -0.17735061 0.29405633 -0.87705818] Distance 6.304862126795384 Each least square approximations [-7.43587674 4.15098642 -5.80944562 4.30892331 -2.07994968 -3.42764263 -1.36303615 0.55019818 -1.73928153 2.60341786 0.03136291 -0.64842331 -0.37664905 0.48579313 1.36163407 2.90004136 0.84937932 1.5842884 -0.47471044 -1.1781209 ] Distance 7.1029659495250534 Each least square approximations [ 9.53277952 0.05244997 -2.21881659 -2.36923814 -1.34185385 5.14869415 -3.05048606 -2.05439216 -0.31559385 -1.32130186 -3.20913792 -0.2833114 0.50882361 -0.57631747 0.77846929 0.73506817 0.72025679 0.72910405 -0.90544568 0.78004919] Distance 7.716816366394636 Each least square approximations [11.53769535 2.16840998 -2.4223562 -2.61635678 0.68477882 1.1234103 -2.29230409 -3.76577021 -0.06953969 -0.71975087 1.39030346 2.30201045 -0.53595584 -0.17012552 -0.95356575 -0.86470695 -1.74118876 1.68402435 0.94507026 -0.31959488] Distance 5.562986414016707 Each least square approximations [-10.94691076 -5.33617433 -3.08657848 -1.05058232 0.75976612 0.86035498 1.32734946 -0.76008933 1.16512956 0.67268134 1.04595418 -0.3254962 -1.97702136 -0.70860667 -0.83566687 1.3109927 -0.27815702 -0.69267784 -1.64782425 -0.03587074] Distance 6.597678345850991 Each least square approximations [-9.97231108e+00 3.44935088e+00 4.32498224e-01 -2.70500751e+00 -1.97432666e+00 7.03609778e-01 -6.46418505e-01 -1.73539675e+00 -4.77410556e-01 1.20481002e+00 5.11218757e-02 1.59475137e+00 8.99165463e-03 2.57288710e+00 -3.11723646e-01 3.03250210e+00 1.00303667e+00 -6.30659287e-01 2.07249089e-01 -6.61148918e-01] Distance 8.399068928816686 Each least square approximations [-9.91782170e+00 -3.35205147e+00 3.81301016e+00 -2.14644536e-01 -4.02650583e+00 3.04472824e-01 -1.67480455e+00 3.50188962e-01 -2.22205612e-01 -9.00178976e-01 7.11932117e-03 1.99038716e-02 3.13004607e+00 2.56946022e-02 -5.57307549e-02 -1.40357998e+00 4.90185735e-01 -6.14578683e-01 6.23919534e-01 -1.72426511e-01] Distance 7.8836872936972595 Each least square approximations [ 9.94379508 -1.52489498 4.1100957 -2.79687489 2.8551697 -1.04314743 -1.16341974 0.68538856 0.05595081 0.37972166 0.26260651 -0.24199795 1.05416766 1.58978462 -0.48340841 -0.38218312 -0.26065445 -0.24707998 0.38247223 1.10917839] Distance 8.743925028515262 Each least square approximations [11.22029254 2.58823263 2.2069818 -0.92399091 2.07139146 -0.99071563 -1.71370816 -0.23333551 0.10969015 -0.53396324 2.45502342 -1.93684638 0.05606159 1.3065609 0.24673644 0.78772581 -0.57083053 0.39580872 -0.35204847 -0.32827579] Distance 7.711996653833192 Each least square approximations [10.64162812 -2.71871725 -0.70478571 -3.55332712 0.46398588 0.58472375 0.46995576 0.33268176 1.0335368 -2.25630583 1.83794051 -0.30737239 -2.24644767 -1.21570553 0.97174457 2.13968907 2.2503717 1.29992455 0.65442165 2.47822799] Distance 7.041911532937228 Each least square approximations [-10.76875847 -2.25046096 2.93964699 0.3588932 -0.87437088 -0.72815499 0.1102318 -0.06641565 0.67262198 3.28245313 -1.13844569 1.44750131 2.02604033 -0.91673737 -1.27584242 0.82374219 -1.1759193 1.29602445 -0.85558375 -0.36451098] Distance 7.894855393673772 Each least square approximations [-5.82841027 3.62908066 -8.07657754 4.23305224 1.81216813 -3.53965369 2.99741706 2.93703565 -1.42387341 0.6181998 0.34004828 0.49532932 0.93773473 -0.78867851 0.78305273 0.03070162 -1.81179085 0.89887179 0.80469618 0.66643882] Distance 7.7622310665069785 Each least square approximations [14.67916664 3.48347568 -0.10943585 0.73195686 -0.23390617 0.79734853 -1.08608835 -0.0867182 0.28675827 0.12522254 0.11604839 -1.10523391 0.06602865 -0.04180074 -0.08263328 0.27951226 -0.40823422 -0.2318114 0.13562999 -0.2860177 ] Distance 1.5007641648792789 Each least square approximations [ 1.11552177e+01 -4.36064732e+00 -4.92795436e+00 -2.91403368e+00 1.40128951e+00 -3.98849947e-01 -1.72889848e+00 -4.48095496e-01 5.81497154e-01 -4.38677119e-01 -8.60331451e-02 1.66172289e+00 1.28922982e+00 1.38503279e-01 1.93956411e+00 -5.94489735e-01 -6.39472966e-01 2.66196039e-01 7.79049654e-03 3.00464378e-01] Distance 6.544130894086557 Each least square approximations [-9.40757144 -4.23268371 -6.86757596 0.6034404 2.639983 1.74215406 1.43040363 0.44245453 0.18506803 -0.59979037 0.86560974 0.52975446 -0.52175397 -2.20065049 -0.57387505 -0.37222402 -2.48305151 0.53458286 0.87770841 -1.49401508] Distance 7.1681151808476224 Each least square approximations [-11.53267584 5.00556928 3.10786786 -2.36473273 -4.57635769 -0.77899414 -1.00275476 -1.65973344 2.61396201 1.01110977 -0.65886468 -0.68059755 0.65644904 -1.8286261 0.72664411 0.26903181 -0.83339029 0.6003817 -1.79238899 0.64177797] Distance 4.196223841795452 Each least square approximations [-9.95860607 -2.10677484 7.08905921 -1.24396845 -2.6236934 1.74413913 -2.63876259 -1.73678177 0.35402998 -0.58185861 -1.44692223 -0.74100135 0.51557137 1.39965641 0.47621908 0.02948483 -0.68154374 0.33316274 -0.25549297 -0.26549134] Distance 7.241862719085245 Each least square approximations [10.51344335 -3.18577509 4.21246114 -4.27597458 3.1846377 1.26489714 -1.85020199 0.66494524 1.48633128 3.02718377 -1.04889787 0.62681545 -0.09480356 -0.73398131 1.47972832 1.1979483 0.32576493 -0.01277446 -0.60117324 0.95180671] Distance 6.580643874505301 Each least square approximations [10.84203204 3.5782324 3.8824914 -3.35198824 4.60798223 1.00126011 0.97053468 -0.39874187 -0.80450354 -2.18021642 1.3280927 -0.93482616 -1.03671004 -0.99806188 -1.69292791 -1.9732148 -0.33231463 -0.69245133 -0.1674364 -0.5397865 ] Distance 6.0213535875522926 Each least square approximations [ 1.04106864e+01 -5.27433229e+00 1.87528209e+00 -5.42378879e+00 6.01900828e-02 -1.14167031e+00 -2.18587412e+00 7.68722695e-01 4.49009303e-01 1.45945149e+00 2.99786243e+00 2.47947191e-03 -1.89867742e-01 8.98126902e-01 2.17644007e-01 1.00435918e+00 -5.62296898e-01 -2.23739541e-02 -1.19926709e+00 1.00742740e+00] Distance 6.498935374695637 Each least square approximations [-11.17856879 -3.85784285 4.14529586 2.97892691 -2.14417253 0.40521502 -2.59286835 0.59817477 0.32305296 2.46009666 0.16109828 -0.84892851 -0.7369094 2.31372893 -0.05851495 0.08906188 -1.5003845 0.02682694 -2.36261765 0.71937826] Distance 5.926996957192381 Each least square approximations [-6.17434757 4.48357225 -7.31002081 3.66426404 0.93622103 -3.96959583 1.91497832 0.86178539 -1.38209493 0.61660298 -0.34956302 -0.25514817 -0.98752061 1.59677562 0.32564897 0.24434406 -0.67503069 1.91962649 -0.90344404 -0.9445324 ] Distance 7.71284109983377 Each least square approximations [10.87958981 1.65054998 -1.89886062 -2.54505496 -0.31083933 5.40217018 -2.85578112 -0.06116734 -0.08150528 0.86840729 0.41652502 0.70584772 0.88361726 1.5893385 0.43803075 -0.06533061 0.51796566 -0.44662106 -0.06133235 0.29614403] Distance 6.597786108614888 Each least square approximations [10.59874618 -2.57378265 -3.73942526 -2.44563183 2.20916066 1.86640946 -2.52853681 -2.82553759 -0.39308481 0.02156173 -0.26110154 0.60749141 -0.48189516 -0.56240386 -0.03388091 -0.42376664 -0.35155528 -1.09687092 0.97644051 0.28578919] Distance 7.231248701954142 Each least square approximations [-10.12508314 -3.8729489 -5.06320056 0.50698921 2.02538604 2.12592717 0.43532404 0.81012598 0.44332839 -1.54085544 1.90536357 1.98316822 -1.16580833 -0.34500405 -0.44552019 -0.32744956 -0.7730328 1.23494374 0.64778573 -0.08236301] Distance 7.091738295808592 Each least square approximations [-1.20269234e+01 4.90530705e+00 -1.64308553e+00 -1.68417853e+00 -2.14536446e+00 -4.41173123e-01 -3.49591844e+00 1.20749263e+00 -3.55014043e-01 8.77008535e-01 -3.21363298e-01 1.50945534e-01 7.81787802e-03 2.07694154e+00 9.23136930e-01 5.36417543e-01 1.79658547e-01 -2.44874064e-01 1.35240668e-01 -7.67427667e-01] Distance 4.212037509633742 Each least square approximations [-10.02640519 -2.32877014 5.1211703 -1.13550886 -3.15863467 2.01134585 -1.18867085 -1.26624314 -0.25364233 2.19031529 -1.3302654 -0.42272101 -1.08505276 -0.53589361 1.59077518 -0.14742933 0.91230373 0.4120238 0.22357268 -0.46312584] Distance 7.418723797185842 Each least square approximations [ 9.26299599 -1.96352283 5.10164529 -3.03136337 4.83723738 1.57676503 -2.13227732 0.05070306 -0.56945521 1.71953335 0.45325938 -1.07011885 -0.1929085 -0.20924803 -0.4869379 -0.33765475 0.10726922 -1.65405844 0.62414932 0.37753969] Distance 7.34748004838032 Each least square approximations [11.33632001 5.31860951 2.1810598 -1.77212872 3.89335813 0.17969054 0.08509162 -0.59873009 -0.78899363 -0.92069674 -1.09874029 -0.98546425 0.70941692 -0.62967047 -0.70204161 0.97118385 0.6096484 0.09815194 0.66879122 -0.08284804] Distance 5.528486884036297 Each least square approximations [11.13156086 -3.89627998 0.70796368 -4.87122479 0.69102065 0.35486009 0.42306363 -0.87610512 -0.59400855 2.68966267 0.67141383 0.46241642 -1.61451858 -0.56539623 0.84875673 0.70685442 0.4757287 0.46665008 0.11481594 0.50810581] Distance 6.296922413395309 Each least square approximations [-12.3652523 -4.44957535 1.37728692 1.67699857 -1.05281982 1.14605252 -2.12184237 1.89089964 0.8475713 1.93721368 -1.48351371 -0.56310114 0.86696465 -0.12091002 -1.2910737 0.74030176 0.14457739 0.40662574 1.02559155 -0.28135163] Distance 4.294528411354689 Each least square approximations [-6.32810957e+00 5.63681591e+00 -5.60639514e+00 3.31294285e+00 -2.77525564e-02 -2.71990356e+00 1.86118308e+00 -7.11661059e-01 -2.33764247e+00 1.21043673e-03 5.98480349e-01 -1.18809875e+00 -7.09361623e-01 1.37884447e+00 -1.65523575e-01 1.38725395e+00 -6.55580022e-01 2.15988387e+00 -2.41379186e+00 -9.73671840e-01] Distance 7.946179973115628 Each least square approximations [ 8.40975553 0.70900398 -0.83627933 -1.42326713 0.15287408 6.43942847 -3.07727459 -1.57913201 1.77305297 -1.11756932 -1.05327149 -0.20304951 0.58080138 1.13714528 -0.042209 0.28709858 -0.93579016 0.02606474 1.58706619 -0.22622344] Distance 8.607429931131309 Each least square approximations [ 8.95416051 -2.46259602 -2.25902054 -2.29815348 3.45216891 2.03317347 -1.73762992 -4.1237223 -0.5180669 1.19455389 0.29285101 0.25486255 -1.2942467 -1.87579079 0.25024606 0.47000152 -1.44415587 -0.4159502 0.0131425 0.45146175] Distance 8.349198526834508 Each least square approximations [-9.27867425 -3.9261419 -3.93216167 -1.10148094 1.85690923 1.72964901 0.78424489 0.84003952 -0.64981948 -0.31284292 1.85997221 2.78181281 -0.2926733 0.84049092 0.68031534 -1.17531101 -0.69785184 2.24604853 0.17376611 -1.33399032] Distance 8.03472727717127 Each least square approximations [-12.4540155 1.04119527 -3.34143464 -2.51109076 0.12861431 0.75194703 0.09100668 0.47515332 -1.27623115 -0.65893546 -1.19530154 0.32610392 -0.73688417 0.64117359 -0.30342313 0.53807017 -1.0851521 -0.99238391 0.52246002 -1.39953403] Distance 5.328750036047843 Each least square approximations [-10.22581359 -3.08124058 3.732335 0.06588717 -1.83472061 2.37675033 0.92171664 -1.50496667 -0.78118746 2.75695273 0.30499293 0.20697557 -0.50742892 0.80531505 2.66950743 0.23146533 0.77720512 -1.23995332 1.02412418 0.44680373] Distance 7.228303120489434 Each least square approximations [ 8.42631485 -1.1620914 4.45571524 -1.444436 4.44125234 1.47293224 -1.47759811 2.26038703 0.15184605 0.68421472 2.39307159 -1.66541059 1.29357499 -0.10284548 -0.17594546 0.51413043 -0.14949636 -1.86582612 1.4892654 -0.37642143] Distance 8.478369257176668 Each least square approximations [10.40570575 2.74672549 -0.12044998 -5.65996538 0.86408201 0.11487256 0.33040139 -1.9502564 -0.39232629 -1.39459926 0.55449749 -0.10970159 -0.40722974 1.23586828 0.30484104 0.30176185 -0.90272113 1.0130829 -0.15757466 -0.52337688] Distance 7.294914657152244 Each least square approximations [10.20305814 -2.53790434 -1.41152836 -3.51152633 0.05943863 -1.06164601 -1.16432897 -1.31905421 -0.5562645 1.75543355 -0.2457034 1.45845249 -0.45951906 -0.25740603 -0.14197651 0.70392232 -0.4590269 2.53463044 0.0649416 0.83380276] Distance 8.330542616034911 Each least square approximations [-11.88953324 1.99099654 0.80283786 4.59647959 0.94025145 0.2770249 -1.2237899 -0.27575965 1.06934199 1.30508364 -0.5677518 0.15134672 1.87359204 0.13867479 -0.45209963 0.55406767 -0.79661156 1.38530449 0.58826448 -1.01295337] Distance 5.604126207970649 Each least square approximations [-6.03224699 3.5490899 -7.06454587 2.34242258 -0.74670243 -2.43780211 1.87592156 0.92177372 -2.89881713 1.77649886 -1.15698116 0.0596205 0.02070533 1.14505324 -0.23063578 0.76074946 -1.01048475 3.05414261 -0.69295895 -1.99151958] Distance 8.552841637657878 Each least square approximations [10.63641049 1.08695761 -2.6469349 -0.65556062 -0.16727151 4.90810527 -2.20939624 0.77010122 -0.40552986 -0.51517357 0.53028968 0.80096531 1.33974419 0.65027582 0.42450728 0.61021579 1.54629332 0.38487855 -1.24569758 1.57443235] Distance 7.483558722823631 Each least square approximations [10.02576128 -0.74942273 -4.12644066 -2.2235214 2.59356322 2.2408449 -2.02741713 -2.18010459 0.5716578 -0.40910856 1.14205317 -0.7911366 1.02980484 -0.23570657 -1.15773744 -0.68695707 -1.03831361 -1.48674438 0.85681419 0.25317064] Distance 8.058494934310309 Each least square approximations [-10.5954913 -3.59296751 -3.61703907 1.26532933 1.69076828 0.57910255 0.07445362 0.14487233 0.49232696 0.75587781 3.01508703 2.40401453 -1.18726459 0.13764998 0.14185084 -0.66584499 -0.84651022 0.80590694 0.92628663 1.69093725] Distance 7.231974358832404 Each least square approximations [-11.47212153 5.42556171 -2.36533802 -1.21889468 -0.55136125 -1.34235519 -2.95009428 0.20473961 0.09149378 1.34199647 0.02691829 0.29394318 0.58059325 0.31811001 0.8037492 0.4181869 0.38900547 0.30151326 -0.50111273 -1.30040227] Distance 5.807005879244843 Each least square approximations [-9.74483661 -2.29724964 3.87828105 -1.13910975 -4.06035918 1.36426182 -2.61629793 -0.67600064 -1.53969619 1.08602825 -0.48313482 -0.13389414 -0.1544621 -1.73804902 0.88295248 0.11620657 0.20934277 -1.09779195 0.48600466 -1.30834118] Distance 8.060727234801778 Each least square approximations [ 8.18958442 -2.27151711 4.50303427 -3.28440355 4.46435224 1.27027166 -2.61725438 -0.16109081 -0.06674375 1.83893371 0.07713522 -0.29120799 0.83293589 0.85823281 -0.02871701 -0.3969448 0.95255085 -1.78962004 1.63121104 0.10233778] Distance 8.630081636513726 Each least square approximations [11.90609911 5.52498825 1.73619382 -1.47554076 1.37827112 -1.71026061 -1.0470235 0.77868339 -0.3586543 -0.02082159 -1.28564886 -0.4598128 0.07007677 -0.74618517 -0.50272547 0.3628856 0.66870158 -0.71909774 0.55135884 -0.72477828] Distance 5.4135451461175546 Each least square approximations [11.64543847 -2.78376419 0.71182838 -3.01263751 0.84433958 -1.27217232 2.68716326 -2.25966094 0.38961948 2.22429526 0.14182742 -0.16069811 0.04547647 -0.43786322 0.28780467 1.64071568 0.94716066 0.47953246 -0.19704223 0.83985975] Distance 6.359833695993152 Each least square approximations [-13.23979503 -4.36385714 1.34577371 -0.68217759 0.63132474 0.86636448 -0.79150118 0.73767123 0.69020662 -0.54538111 -0.72607876 -2.02261664 0.51294294 -0.88113353 0.29329213 -0.79482655 0.0374559 -0.1249579 0.43050388 -0.20655815] Distance 3.4224376355904425 Each least square approximations [-6.36387972 2.83685362 -7.42237708 2.39546941 -2.81780941 -2.28790383 1.97215544 -0.0645553 -1.2468369 0.22725233 0.50565319 1.36450119 -0.47998794 0.10455868 1.55679899 2.51315856 -2.40593235 -0.98091268 -0.21807761 0.29603785] Distance 8.37730547238868 Each least square approximations [ 8.6327477 3.67842454 0.86680164 -0.75443298 -0.84413574 5.11482562 -1.68266467 -2.04357222 -0.4229381 -3.23597863 -0.48208649 -0.89575833 1.40399555 0.43880732 -0.01666506 -0.03646794 -0.56095294 0.72357039 1.53190471 -0.8821179 ] Distance 8.6685490518079 Each least square approximations [ 8.285061 -0.86581507 -1.10437323 -4.78844575 4.66484664 -0.63873232 -1.48570815 -0.34499693 2.2508121 -1.46803728 -0.79401729 0.39860477 -2.02021955 0.74791568 1.84842601 -0.97166935 -3.85482073 1.18012521 0.13469006 0.85394066] Distance 8.010428121525429 Each least square approximations [-8.34008924 -1.99625077 -5.91777918 -1.57237456 3.15586184 -1.28045397 4.20466605 0.45818703 -0.93423419 1.27662549 0.11047196 1.40161688 0.35074255 -1.39759019 -2.10728163 -0.59494756 0.24701708 1.04523519 -0.97612003 -0.15686458] Distance 7.887378576393921 Each least square approximations [-10.11268615 -1.20350564 -0.2104481 -1.65722648 -4.02288849 1.25159343 -0.55652186 -2.77423056 -0.17802562 1.71864091 -0.04689263 -2.75402269 2.90666143 0.8362211 -0.49363351 -0.14211347 0.42509813 -0.21675752 -2.3982237 0.3163604 ] Distance 7.608519635243927 Each least square approximations [-9.54178909 -3.59500547 2.38908563 -1.33542994 -4.07551539 0.6375084 -2.78046839 -1.36964999 1.40708218 1.26254018 -0.03596706 0.62725163 -0.97603591 2.17342726 1.46348103 -0.13433816 -0.49799632 0.53923976 0.13346495 0.96949736] Distance 8.051653899629898 Each least square approximations [ 8.10224001 -2.01694885 4.21449944 -3.45533709 4.55208856 0.84602395 -1.33683158 0.38089693 1.36677503 1.19240175 2.77491784 -0.0500009 0.41845421 1.99176011 0.37270402 -0.2156179 0.06027515 0.00957338 1.30365441 -0.26743718] Distance 8.736960710403249 Each least square approximations [11.42262252 -4.3565305 1.12963252 -4.96721248 1.2636857 0.01472799 1.9093462 1.12054862 0.55775845 -2.8312925 1.04513805 -0.92604425 -0.59934689 -0.66557267 0.61640722 0.44858431 -1.39542681 0.58032954 0.27382772 1.2148625 ] Distance 4.337729633110591 Each least square approximations [ 8.39939097 -2.45915381 -0.25200499 -4.5425397 -3.17909339 -2.62827587 -1.13602815 1.77674969 0.98121286 0.52250876 2.02209768 1.02125941 0.687506 0.97827792 1.1233512 0.39655031 0.98566658 2.48305702 -0.16526081 -1.32693474] Distance 8.905935850798091 Each least square approximations [-9.74779945 3.47586704 5.53878856 1.42174157 -0.53162262 -2.91436788 -2.86962428 2.29072177 0.04590749 2.2657388 -0.30152223 0.51284038 0.38472764 1.8898271 0.38096363 -1.04158054 -0.51120464 -0.15363465 0.52236468 0.37055757] Distance 6.559065605017886 Each least square approximations [-5.90677317 3.60927525 -7.85449224 4.20648154 1.56843653 -3.42552864 2.68795696 2.95364742 -1.48248465 0.49654519 0.16320616 0.10514431 0.58280589 -0.60945284 0.60174466 0.23147414 -1.8058711 0.81654669 1.05609165 0.9363958 ] Distance 8.431389200581762 Each least square approximations [ 1.50303032e+01 3.29930541e+00 2.21184025e-01 -2.87684517e-01 1.27607112e-01 1.11510013e-01 -2.40104627e-03 -1.02117929e-01 6.85557227e-02 2.13567893e-01 -1.34690184e-01 2.54936526e-01 9.40275207e-02 4.87948187e-01 -2.15390381e-01 -3.76643752e-01 -6.90539938e-02 -5.44476711e-02 2.27087584e-01 -1.39818773e-01] Distance 0.6717112537326008 Each least square approximations [ 1.10850958e+01 -3.91929149e+00 -4.75600443e+00 -3.11839815e+00 1.31818963e+00 -5.59275605e-01 -1.77273939e+00 -3.04779736e-01 7.06125491e-01 3.29872268e-02 -1.56823337e-01 1.87413477e+00 1.09981332e+00 1.95281441e-01 2.06255703e+00 -4.72090469e-01 -4.32529891e-01 7.65257258e-03 -6.29939709e-02 3.89004022e-01] Distance 7.21741069854449 Each least square approximations [-9.40163625 -4.17871449 -6.51082787 0.33366506 2.43745343 1.93442437 1.37142199 0.287565 0.2097089 -0.70214239 0.92002385 0.69473894 -0.56817091 -2.28862182 -0.54006266 -0.18462664 -2.45221362 0.63315459 0.59338231 -1.49989934] Distance 7.829122670803907 Each least square approximations [-11.39237008 5.26657933 2.85686448 -1.72736403 -4.62523052 -1.3728901 -1.09664154 -1.31835003 2.90626169 0.93702702 -0.21383762 -0.94859311 0.76825401 -1.46331785 0.81139678 0.67285156 -0.96741795 1.01412032 -2.56202391 0.87825431] Distance 4.44590889060773 Each least square approximations [-10.05872675 -2.11535585 6.7790812 -1.16393475 -2.47478359 1.48725477 -2.59759843 -1.43203864 0.09459343 -0.75469374 -1.42781509 -0.66756484 0.56241602 1.70733197 0.53249736 0.14368095 -0.39846359 0.59103632 -0.06913023 -0.20391085] Distance 7.798336931391754 Each least square approximations [ 1.07661475e+01 -3.01421984e+00 4.13578202e+00 -4.27298685e+00 2.72961813e+00 1.06037972e+00 -1.88851409e+00 2.61407458e-01 1.19816125e+00 3.13922529e+00 -1.59453558e+00 5.82332284e-01 -1.94377702e-01 -7.82348828e-01 1.37316539e+00 1.47922528e+00 3.21099089e-03 -1.03484401e+00 -2.77122628e-01 1.01529176e+00] Distance 6.665005438766088 Each least square approximations [10.93138335 3.55925258 3.61948437 -2.63582973 4.32312641 0.68495331 0.94040107 -0.41659635 -0.75629266 -2.40373981 1.02978953 -1.26360129 -0.63627315 -1.28416705 -1.77665463 -2.00674015 -0.01112842 -1.08341359 -0.10766815 -0.59574378] Distance 6.771397669783663 Each least square approximations [ 1.05668076e+01 -5.22757712e+00 2.10025630e+00 -5.15226591e+00 -1.91595878e-01 -6.46155456e-01 -2.32335356e+00 4.56699169e-01 8.63197481e-01 1.83082478e+00 3.14921958e+00 8.07163525e-03 -3.79470519e-01 8.95040222e-01 3.18701511e-01 9.29303188e-01 -5.55119383e-01 9.35925423e-02 -1.39832788e+00 1.20914783e+00] Distance 6.511762116201957 Each least square approximations [-11.18036722 -4.14064108 3.49121842 2.54023134 -2.614127 0.43685609 -2.53607484 1.17514207 0.30023556 2.3780915 0.40618434 -0.94551286 -1.31563145 2.08026398 0.16043424 0.01367492 -1.65447345 -0.02249877 -2.09581875 1.18938358] Distance 6.403692747690156 Each least square approximations [-5.2943871 3.88145008 -7.05207229 4.27116699 1.70747948 -3.00095861 2.24229353 3.27248084 -2.03639378 1.33853257 0.21971238 -0.29537384 0.994193 -0.62086893 0.31620837 -0.08230818 -1.25827045 1.46077935 1.36357528 0.62681705] Distance 9.147971139009844 Each least square approximations [ 1.52122121e+01 1.36321302e+00 -1.13968116e-01 1.15231079e-01 1.16394435e+00 -7.54141980e-01 2.42463981e-02 2.34032420e-01 1.76946931e-01 1.35831620e-01 -7.47480757e-02 6.56033817e-02 -9.47320845e-02 -9.34879855e-02 -6.80757896e-03 5.34617464e-02 -3.61758918e-02 -1.03849342e-01 6.80557718e-02 3.07598390e-01] Distance 0.6870446784370069 Each least square approximations [10.93506868 -3.60184007 -5.00664924 -2.24228495 0.44441774 -0.44896985 -1.86697413 -0.05738023 0.56893884 0.50846802 0.57138865 1.82892154 1.78660762 0.25764721 1.71161516 -0.25261283 -0.2642214 0.35504793 -0.04850527 0.27181514] Distance 7.6569982894420034 Each least square approximations [-9.23759577 -4.44193865 -5.71409347 0.10146536 1.92992474 2.20446604 0.94811073 0.04218101 -0.03816303 -0.24761915 1.04309703 0.71176383 -0.82386646 -1.92365964 -0.14767435 0.71758217 -2.69589457 0.72116204 0.9936233 -1.71905678] Distance 8.391938692584578 Each least square approximations [-10.89704364 5.99840409 3.02068434 -1.65173374 -4.51386672 -1.88529795 -0.21248011 -1.20743153 2.82104517 0.81326547 0.43495383 -0.14642034 0.77243287 -1.98047639 0.40350205 0.56050814 -1.09534182 1.10552175 -2.05538522 0.69391834] Distance 4.792977903050776 Each least square approximations [-9.58397912 -1.84160512 6.7774688 -0.82924868 -2.21067821 1.06462015 -2.40890254 -1.14435523 -0.64149236 -1.33210939 -1.25038449 -0.77124563 0.95940303 1.09559076 0.55853382 0.45403678 -0.34458503 0.15259809 -0.14437681 -0.43276235] Distance 8.579416754275499 Each least square approximations [10.20798692 -3.26877849 4.16989599 -3.89046682 1.81384887 1.1176705 -1.87237067 0.63172707 1.35954897 3.31000024 -2.51675517 0.80275476 -0.13859019 -1.11249888 1.73004615 1.92226986 -0.41185859 -1.76913182 -0.26321654 1.03514387] Distance 6.922030266061483 Each least square approximations [10.37216715 4.05800264 3.33850605 -1.92850883 4.29248576 0.22964026 0.39377127 -0.38338881 -1.13966269 -2.96857545 1.28690829 -1.41723756 -1.45979664 -1.02738129 -1.82880382 -2.51849503 -0.02535433 -1.14812629 -0.7482261 -1.00515155] Distance 6.97892981702411 Each least square approximations [10.74854638 -5.30516354 2.22561424 -4.05383496 0.19922187 -0.05265226 -2.42906615 0.1710872 1.15799016 1.29623976 3.28580964 -0.43900697 -0.15848777 0.67112288 -0.10751853 0.18810946 -0.90320773 0.03904238 -0.89830022 1.46993057] Distance 6.825364750277708 Each least square approximations [-11.04485207 -4.60258025 2.44566708 2.08800731 -2.90602924 0.1993918 -2.6294023 0.18963706 0.53446106 1.98980273 0.57574276 -0.69005298 -1.2174814 2.20696218 0.3048345 -0.04774154 -1.91094682 -0.05247408 -2.55648243 1.15307048] Distance 6.630992320905104 Each least square approximations [-1.00238680e+01 7.25080961e+00 -3.23579418e+00 2.16046441e+00 -2.29112580e+00 -1.21616186e+00 4.08879253e-02 -2.88174787e+00 -6.35027767e-01 -1.18114445e+00 -1.27132816e+00 4.52046195e-01 -1.29284045e+00 6.52447475e-01 4.45448555e-01 5.04496863e-01 5.98216256e-01 6.62588014e-03 -5.18510470e-01 -6.61887805e-01] Distance 4.311269677518569 Each least square approximations [ 6.7233356 1.64280269 1.14846902 -2.08813029 -3.38238268 3.93125706 -3.85197724 -2.40554063 0.19217921 -2.8617247 -3.61772337 -0.8207033 0.70391602 1.79302251 -0.06125994 -0.43857633 0.80732829 0.5840371 1.256223 0.43115489] Distance 8.904678797295468 Each least square approximations [ 9.09982867 1.11300815 0.07706107 -4.24219591 5.35805974 -0.43713504 -0.7412295 -2.02664559 -0.24050271 2.0632774 0.89547873 -0.37675295 -2.04944721 -1.52006544 0.54558196 0.68647178 -0.07296071 0.18353612 -0.98934636 -1.11658525] Distance 7.657545892591421 Each least square approximations [-9.35279409 -3.96687389 -3.26406614 -1.42040338 -1.21146559 0.21305263 1.35969473 0.2729439 -0.53574289 -1.68681942 -0.40624336 3.40733274 0.19354109 -0.27054354 0.68002708 -0.14927516 0.19253374 -1.31365004 -3.2266275 0.7766072 ] Distance 7.838815071530406 Each least square approximations [-9.9511204 -1.3763673 -1.39003232 -4.06455168 -0.34098118 -0.82717609 0.98123358 0.76859573 0.91972315 0.63208174 -0.57913209 -0.01696214 -0.43593808 1.71180039 0.22208416 1.08960934 -0.04112595 0.27871022 -1.69914342 0.36931473] Distance 8.847525909221428 Each least square approximations [-9.99138926 -2.98670513 2.57895838 -1.02691083 -1.41048864 1.31405363 1.01822876 0.75883366 1.06406211 1.73000935 1.5997411 1.9368691 1.9432368 -0.343503 1.91086157 -0.37409887 0.29264743 0.1567096 -0.31496915 0.16860419] Distance 8.300827401569657 Each least square approximations [ 1.05456465e+01 -8.77584157e-01 3.23665641e+00 1.23189341e+00 2.33630593e+00 -3.63544791e-01 6.57426810e-01 1.33118990e+00 -1.00138920e+00 -1.66373757e+00 3.47880195e+00 -1.43852735e+00 1.20021794e+00 2.01677034e+00 -1.59356399e+00 2.92162370e-03 -1.08408161e+00 -1.22317835e+00 1.56160853e+00 -8.80412126e-01] Distance 6.738081396131876 Each least square approximations [ 9.16926188 0.82854792 -0.70895234 -4.6500576 0.87329691 0.29935394 -3.37786617 -1.87901868 1.66641384 -1.25592024 1.51353561 -2.21790742 -0.29611846 0.2430053 0.79252992 1.68253504 -0.66970713 -0.85767617 1.09494222 -1.3471275 ] Distance 8.185192646706739 Each least square approximations [10.41016806 0.77364021 -1.66514387 -2.86959112 1.38736883 0.10077807 -1.59905648 -0.07749024 -1.03686702 -0.97055167 -1.0195201 3.40879928 0.92928171 0.15975731 2.362802 2.67320462 1.00417765 1.85218431 0.8371985 0.56858112] Distance 7.1283058740438126 Each least square approximations [-9.86900366 1.89307563 1.03769083 3.54764029 -0.06432109 -1.56315038 1.99061857 1.22158878 2.82834353 3.51576902 -0.74199324 0.6968343 1.25684391 -1.37644951 0.62575153 0.79597272 -1.33271313 -0.33580411 1.72464933 1.63362474] Distance 7.285044171433725 Each least square approximations [-8.92649062 2.14563852 -4.63064316 -0.74222665 0.27937646 -2.07989816 1.17259009 1.45708497 -1.79193521 -0.12531888 1.67160071 -0.83606002 1.87099681 -0.50567763 -3.46023936 2.12751158 -0.64215545 -1.5067371 -1.09520443 0.09822016] Distance 7.86162917680309 Each least square approximations [ 7.08904373 2.05628559 1.1930071 -1.39458349 -2.56377521 3.22665039 -1.93987209 -1.17715641 -1.75831857 -1.08135507 -1.57488048 -0.70438325 0.57529461 -0.07510434 0.66181263 1.32642911 -0.12601913 -0.51436824 -0.17346233 -0.48702108] Distance 10.795902940092587 Each least square approximations [ 6.5839221 -0.13506428 -2.66462878 -4.39961836 2.81258383 -2.97533178 -3.01535496 -2.47149622 0.9046424 1.58306314 1.13466057 -1.21950501 -0.43770326 1.22880783 1.53832963 0.70581232 0.42678056 0.19057898 0.75644848 -0.10638524] Distance 9.674727244705474 Each least square approximations [-9.10341067 -2.02288014 -0.88030251 2.78469236 1.6863462 -0.81587881 3.30250684 3.11243716 -1.71483989 -1.08836278 0.03220493 2.97286193 2.25336304 -0.84116313 0.11596745 -0.26400926 -2.27127296 0.08916674 0.82713208 0.47253357] Distance 7.8962839611822915 Each least square approximations [-8.20697147 0.46907939 -0.2485178 -1.30021026 -2.53930546 -1.82959863 -2.0000901 0.43806623 -0.68791072 1.75359593 -2.4471095 -0.45670372 1.36592276 -1.32811856 -1.32551232 0.58138251 -1.34210484 1.57901568 0.36072333 -1.16126856] Distance 10.114203712222896 Each least square approximations [-10.46135452 -0.9971583 -1.34172853 -3.04257116 -3.75731099 3.54577264 1.94857872 1.33707253 -0.65154602 1.24363187 0.93724028 -0.55978678 -0.15423035 0.09131104 0.07955701 -1.4304208 -1.01325974 2.15373745 1.44828168 -0.0948577 ] Distance 6.330013114209942 Each least square approximations [ 8.71205775 2.47159852 2.9421828 -2.44248227 2.43429079 0.85123098 1.69707603 0.74699675 -1.17548086 0.28494483 1.64544203 3.28242829 0.10804286 1.13609658 -1.9946506 -1.11237211 0.81767912 -1.12305181 2.1921039 1.27733122] Distance 8.384834163652158 Each least square approximations [ 7.53222432 1.25972615 0.87341224 -5.61367211 0.46910344 0.53377384 -2.87022623 0.27382769 0.65715789 -3.15332635 0.07425022 1.16008496 1.21070835 -0.4030531 -0.41750082 2.04550452 1.06462616 -0.20613449 1.11820491 1.63675034] Distance 9.19894039319436 Each least square approximations [ 7.92973037 0.17804467 -2.23287553 -5.26546309 -0.06844465 -1.49653539 -0.82161966 -2.62950264 0.01535216 -0.6139833 1.32694578 0.36292183 -0.47548326 3.2025225 0.32068777 -0.80671494 0.88380413 0.04488185 -2.35122661 0.28981187] Distance 9.027564755932802 Each least square approximations [-8.83350024 1.16828185 2.08864112 1.32708308 -0.4057584 -0.35348687 -1.70406513 3.23714388 2.33329928 0.96584121 1.62122527 -1.11396083 -0.68956357 1.22073325 -1.16173204 1.41609188 1.68698973 -0.83296748 0.99524645 0.42688868] Distance 9.347909601174385 Each least square approximations [-6.02839544 1.66908417 -5.31755997 2.56698162 -1.94735029 -3.24539408 1.630096 -0.8033908 -2.21954252 2.37580036 -0.85905981 1.39574051 0.25608226 2.84895585 2.64668725 0.2043169 -4.33686488 1.14347466 -1.43119075 -0.11112235] Distance 8.621927030047173 Each least square approximations [ 8.80922449 1.52650781 -1.60612846 -2.75311689 0.04395651 3.92117925 -0.89698002 -0.0196971 -0.82744265 -0.54178308 0.75834749 -1.43398286 -0.65995422 0.93739466 0.18366143 -0.86196921 -0.47068166 0.9683839 0.35735073 -1.4749413 ] Distance 10.05897737266884 Each least square approximations [ 9.79542173 0.92769722 0.35585314 -1.67281068 2.65910171 2.89308536 -3.4712627 -0.96302334 2.42215802 -1.06919217 -0.75368887 0.33855164 0.49707174 0.4316573 2.00349339 -1.26547701 -0.84383755 -1.97496641 0.08368879 1.99630302] Distance 8.131455783523451 Each least square approximations [-7.97033153 -1.53045798 -4.272037 -3.21033526 1.46801421 -0.84233921 3.50436786 1.10962454 2.52437899 -0.08850557 -0.06387275 1.9060106 -0.36843554 -2.68118831 -1.49572251 -0.97362367 -0.17923285 -0.02257875 -0.65312505 0.79231737] Distance 9.176336460068391 Each least square approximations [-10.20599024 1.4861383 -1.60355082 1.77386078 -1.45057581 -1.54315319 -2.97289162 -1.66782152 2.52371339 2.85182732 0.04300374 1.12163187 0.4000661 1.60433447 0.30293514 1.99373939 0.58773923 0.47126244 0.37643026 1.76297034] Distance 7.876965637935153 Each least square approximations [-8.17107875 -3.08389379 2.65902732 1.75994396 -2.53670948 2.41984279 -3.64503515 0.14855391 0.9866034 1.26895929 -0.78356833 2.10736399 -1.11788415 1.45634744 0.64020401 -0.55293113 -0.86216995 -0.34986518 0.13743773 -0.80481178] Distance 9.556136228695342 Each least square approximations [ 7.28139084 -1.13655349 4.90001499 -2.92797523 2.57811904 0.98857367 -4.62116777 -1.94540931 -0.34934763 1.38771512 -0.90859257 -0.87552632 -0.63087882 0.98059794 -0.74072931 -1.03911432 0.51382551 -0.8619603 0.6047019 -0.35257968] Distance 9.425407120272267 Each least square approximations [12.09819801 1.58156151 -3.12785572 2.26453183 4.04080383 3.95084705 0.53742335 1.2505403 0.06623721 -0.06387769 0.43649164 1.54529558 0.64579736 -0.23736605 0.69370882 -0.08679927 -0.6275196 0.24926822 1.02509477 0.38919345] Distance 3.7207481753233274 Each least square approximations [ 9.39997316 -0.98212896 1.80534111 -2.67736527 -4.83959779 1.15568165 0.07066205 -2.09649844 2.31298942 2.03615943 2.65010168 0.81607498 -0.1246594 -0.83897268 -0.78113197 2.78359646 0.78423893 -0.85115354 -1.3478506 0.04958107] Distance 7.634775805488383 Each least square approximations [-1.07717444e+01 -7.62883754e-01 1.75301957e+00 -2.67573657e+00 -2.34300561e+00 3.56810404e-01 2.97626497e+00 1.03220688e+00 -7.55744105e-01 2.15618280e+00 -2.83031841e+00 -1.36869105e+00 1.01443453e+00 2.15424269e+00 -8.75525461e-01 1.39507642e+00 8.56983384e-01 -3.23373023e-03 -1.17788012e+00 -7.00668846e-02] Distance 6.972889415741618 Each least square approximations [-4.80078758 4.14822764 -5.56538194 4.80954253 1.45705349 -2.61978611 1.62891911 3.31508151 -2.66077677 1.91405121 0.36516146 -1.29757142 1.43302915 0.02675091 0.38055781 0.60184118 -1.09517343 2.09230376 1.7093192 0.31499521] Distance 9.373291778120512 Each least square approximations [14.73697713 -2.44733401 -1.3059458 -0.21483857 1.06985034 -0.18563399 0.38855454 -0.93145796 0.10875094 0.05617936 0.12350532 -0.37829465 -0.40468171 -0.19524004 0.32119838 0.13690187 -0.13699152 0.44904667 0.05753637 -0.22944479] Distance 0.8231963696373993 Each least square approximations [10.95716775 -2.65704825 -4.27337756 -1.00618589 -0.55898692 -0.01420096 -2.37173575 -0.09422112 0.44735893 1.5173702 1.15602548 2.49367927 2.28384688 0.13729015 1.47215073 -0.42126904 -0.14961813 0.06926702 0.2937132 0.4912587 ] Distance 7.631280461031191 Each least square approximations [-8.88107219 -5.0297496 -4.64737259 -1.21138096 0.91893679 2.73165807 1.08065816 -0.12480104 0.1313562 0.55226713 1.03076392 0.81170492 -1.24201842 -1.58423323 0.14366738 1.90020391 -3.05229993 0.99565789 1.15845137 -2.24920783] Distance 8.087336300084868 Each least square approximations [-10.56991022 6.41447471 2.46386088 -1.71699797 -4.01106901 -2.28362286 1.46082528 -1.53952468 1.94582971 0.24582933 1.29529564 1.04409742 1.08594569 -1.53219849 -0.13116011 0.68038538 -0.44414023 1.11589181 -0.66552268 0.54253384] Distance 5.298306092114 Each least square approximations [-9.31328748 -1.78431313 6.72003847 0.16796986 -1.60162022 0.32760526 -2.19099158 -0.18962235 -1.87041416 -1.64588052 -0.96218676 -0.53390373 1.76229612 1.38255456 0.47771005 1.06803847 0.26300881 -0.25319592 -0.01211621 -0.48843372] Distance 8.472009829923447 Each least square approximations [ 9.97629494 -3.16106086 3.96452582 -3.3041454 0.4591567 0.53484708 -2.23019807 1.04384759 1.69242445 3.56628262 -3.4028497 0.50869319 0.09785562 -1.04442372 1.72810869 2.48462565 -0.340189 -2.79970979 -0.03296302 0.6184728 ] Distance 6.311563333592058 Each least square approximations [10.08529578 4.2630749 1.78560636 -0.92870784 4.08107353 -0.46576854 0.23086081 -1.08216032 -1.43653952 -3.32598408 1.68356258 -1.54281676 -2.08765541 -0.08468612 -1.17176078 -2.70207226 -0.07913841 -0.42941859 -1.12735469 -1.15954481] Distance 7.235171377918955 Each least square approximations [11.01512543 -5.66409083 1.9753021 -2.29995513 -0.0742076 1.49695335 -2.96541488 -0.20222931 2.33886136 0.62724669 2.77209195 -0.51283477 -0.17445607 0.68528118 -0.66249099 -0.31216553 -1.22778981 0.54265057 -0.7500345 1.72835029] Distance 5.889109926302045 Each least square approximations [-10.97957237 -4.46071882 0.63201938 1.8531411 -3.03154818 -0.62338641 -2.20995228 -0.91567149 -0.21701773 1.49859369 0.33959004 0.08348227 -0.79502994 2.25133304 0.43415586 0.58641888 -1.62218859 0.49588609 -3.15103136 1.15873437] Distance 6.796127480801796 Each least square approximations [-4.9730261 3.89111859 -6.19454962 4.70085626 1.47187836 -3.34897499 2.06865987 3.08986279 -2.13146831 1.68296653 0.37901031 -0.77514385 0.98412459 -0.30553274 0.56079008 0.66730725 -1.34003552 1.89223085 1.15198751 0.69426796] Distance 9.287755086907008 Each least square approximations [14.95012193 -0.22893785 -1.88484692 -0.065241 1.08363851 -0.19770772 0.21640085 -0.88548343 0.47727529 0.27244485 0.07053135 0.01955787 -0.50755331 -0.02045326 0.03801586 -0.03435552 -0.37869852 0.48244198 0.26645853 0.1344519 ] Distance 0.8644801125633889 Each least square approximations [11.1679276 -3.09846879 -4.24538839 -1.50212548 -0.25109525 -0.05043398 -2.43771605 -0.31605723 0.38716741 0.83964279 0.66235831 2.61500033 2.06246697 0.37367134 1.36547421 -0.3712398 -0.57367231 0.07248315 0.54283851 0.59929572] Distance 7.396877714934905 Each least square approximations [-9.00863079 -4.94280686 -5.26341552 -0.6863218 1.46306344 2.49615396 1.29643584 -0.1581759 0.48777706 0.21179601 1.03379374 0.65219603 -1.23411245 -1.72800428 -0.05742089 1.08017291 -2.9160356 1.06514118 0.95441688 -2.086428 ] Distance 8.046366665898352 Each least square approximations [-11.06659234 6.2421943 2.5497638 -1.58449526 -4.08202098 -2.21920386 0.68418683 -1.82292353 1.70675298 0.30347007 0.85615382 0.32891237 0.78443192 -1.53982904 0.14141232 0.90439895 -0.36337292 0.80163429 -1.32014277 0.6289746 ] Distance 4.952914490334747 Each least square approximations [-9.40900302e+00 -1.93465912e+00 6.97368918e+00 4.34396002e-03 -2.22248169e+00 8.27865624e-01 -2.49585969e+00 -5.28217447e-01 -1.42281727e+00 -1.49804093e+00 -1.07779807e+00 -6.46259249e-01 1.34561015e+00 1.61413283e+00 4.64969139e-01 8.38773457e-01 5.94448595e-03 -3.96637982e-02 1.85230540e-01 -6.38735249e-01] Distance 8.140948616405355 Each least square approximations [10.13203231 -2.9602075 3.95907873 -3.70444929 1.61774362 0.44214572 -2.59233723 0.79560456 1.46695022 3.34092495 -2.87637966 0.26570949 0.02737115 -0.96025294 1.5770563 2.18082011 -0.08853348 -2.3200673 -0.26631573 0.77024614] Distance 6.639113750446686 Each least square approximations [10.53780198 4.11285094 2.3159645 -1.42215514 4.15194276 -0.2805554 0.62245367 -0.92395781 -1.44193439 -2.84237929 1.40524488 -1.48345131 -1.5981144 -0.36177691 -1.53315256 -2.78750883 -0.36974263 -0.4548613 -0.84291408 -0.92653493] Distance 6.926974992229061 Each least square approximations [10.786902 -5.63644386 2.28474106 -3.18401225 -0.18538989 0.83562252 -2.67820471 -0.17683125 1.89606728 1.30348319 2.74781899 -0.28361828 -0.66410298 0.77709507 -0.56814711 0.3782987 -0.8304702 0.64639453 -1.1040773 1.64266979] Distance 6.329151511102464 Each least square approximations [-11.20109668 -4.42630402 1.50964698 1.98213279 -2.79454122 -0.20742929 -2.52666394 -0.37435593 -0.15717087 1.66881409 0.51394072 -0.37880262 -0.82775653 2.12925054 0.3966029 0.40178623 -1.68994925 0.52939245 -2.88607521 0.93450448] Distance 6.648703023906522 Each least square approximations [-5.38079317 4.04674238 -6.27259013 4.58783825 1.68528083 -2.62955698 1.85892783 3.32020327 -2.25362349 1.06196652 0.46933986 -0.68358239 1.39016149 -0.17753196 0.56869239 0.09388662 -1.43729792 1.25766002 2.02304291 0.39433855] Distance 9.127921837956064 Each least square approximations [15.10953969 -0.04181044 -0.13708475 0.12993865 -0.37551942 -0.63254674 0.43569259 0.37042363 -0.0622923 -0.15041537 0.13243875 0.21762067 0.05391556 -0.11900437 -0.1162112 -0.14819741 0.17416654 -0.31478806 0.61285105 0.06033891] Distance 0.7110386228491643 Each least square approximations [10.77203672 -3.27345169 -4.41033444 -2.06751333 0.36534903 -0.82119826 -1.96751698 -0.33977043 0.51940738 1.22628306 0.81150893 1.92945704 1.92608881 -0.15991945 1.9086791 -0.4382158 -0.12033041 0.12592895 -0.24980521 0.49679903] Distance 7.811829690861631 Each least square approximations [-8.99951448 -4.7479813 -5.19325794 -0.42809671 1.37104296 2.45220407 1.20786005 0.26719398 -0.18058872 0.01986135 0.91995107 1.07468984 -0.81873704 -2.0877664 -0.0455456 1.14965653 -2.72946823 0.86769274 1.1763828 -1.84750871] Distance 8.29840827987283 Each least square approximations [-10.62280116 6.15438709 2.60794617 -1.72892109 -4.64029648 -2.24453863 0.43392618 -0.93143349 2.94027927 0.36754478 0.93402693 -0.10555853 0.93997871 -1.76673287 0.19538814 0.33284658 -0.84039496 1.30554126 -1.7086452 0.67295487] Distance 4.756476260836095 Each least square approximations [-9.67617594 -1.8578766 6.71498823 -0.52696558 -1.52087776 0.90864763 -2.17962524 -0.36591704 -1.19597575 -1.26258678 -1.47126736 -0.68905505 1.30389197 1.29704115 0.71314976 0.81111966 -0.08373966 0.1187071 -0.09074737 -0.43919148] Distance 8.333945908784223 Each least square approximations [ 1.03809921e+01 -3.34875578e+00 3.56456829e+00 -3.60022610e+00 1.32904750e+00 4.66077094e-01 -1.68017990e+00 7.39020022e-01 1.55341207e+00 3.40272933e+00 -2.73660317e+00 8.88910027e-01 9.52030171e-02 -7.83347077e-01 1.75610574e+00 2.42946568e+00 -3.56292750e-01 -1.96655253e+00 3.95725723e-03 7.35203560e-01] Distance 6.629308700986931 Each least square approximations [10.28880863 3.81994133 2.48361526 -1.60447116 4.25694691 -0.05712271 0.30928183 -0.98826753 -0.80730511 -3.07525991 1.16680619 -1.87423199 -1.11031969 -0.78578782 -2.10354011 -2.50467054 0.27984532 -0.87228779 -0.73582341 -1.14399306] Distance 7.193714549562364 Each least square approximations [10.80420186 -5.41395055 2.21327526 -3.30252 0.48099863 0.56752966 -2.97116597 0.14639907 1.84453137 1.00619963 3.04546784 -0.06157253 -0.0600455 1.22885479 -0.01477078 0.01730753 -0.89346301 -0.07646665 -1.12903685 1.58840356] Distance 6.269202619938699 Each least square approximations [-11.02883434 -4.57342889 1.34368587 2.10981941 -2.95571015 -0.43157351 -2.45119185 0.19964453 -0.16852444 2.28541048 0.88664229 -0.57019022 -1.2503274 2.1162934 0.30548438 0.35100984 -1.99938209 0.06035867 -2.8668229 1.22116951] Distance 6.344336890502788 Each least square approximations [-5.08737383 2.55702461 -2.00739414 5.38249325 4.37759618 -2.81023811 2.18918592 1.33517367 -0.41315008 -0.9503548 -0.36337899 -1.2620491 1.11484352 0.46091026 -2.10640427 -0.94953321 -1.69511368 1.66319535 -0.23409724 0.48382071] Distance 9.671309961137814 Each least square approximations [ 8.35205544 -0.44869978 1.25950651 0.05555675 -0.67769633 0.87171945 -2.84365074 -0.62406627 1.61589717 2.52791369 -1.53800262 1.47357479 -0.18755526 0.39293797 0.39787204 0.7463918 -2.68444024 -0.4589754 1.70697024 -1.27204894] Distance 10.023835492442142 Each least square approximations [ 9.47668342 -6.3790344 -0.63795961 3.09572057 0.36594609 -3.8339444 1.38785568 -0.25830129 -1.99700962 0.76893744 1.22624981 0.78554506 0.60607766 0.06117651 1.20884211 1.08303741 0.07947591 -1.98644724 0.88753782 -0.0396007 ] Distance 6.029006344348468 Each least square approximations [-4.39125768 -3.55632395 -5.08951035 0.80394287 -2.09169038 1.77319374 1.13241554 1.58676081 1.06630589 -2.66223679 2.06606142 -1.2672214 -1.01483201 -2.07788789 -1.14043073 0.54821226 -3.66081149 2.90678947 0.67040205 -1.73621142] Distance 9.589051367826988 Each least square approximations [-6.79156969 2.51854491 4.19956115 -5.38909254 -0.13584729 -1.96826485 -0.14346101 0.2590196 0.62392228 0.74747787 0.372386 1.11610362 -0.44615804 -0.83644312 2.86405748 0.26293527 0.83591025 1.07574572 0.99747368 0.5438556 ] Distance 9.504466461062165 Each least square approximations [-6.11703774 1.45548807 6.71822628 0.81117797 -0.04426378 2.42327556 -0.58686088 -1.01900043 0.92544468 1.50252822 0.58868793 1.66635782 0.98427727 -0.58201917 -0.97256661 1.43539394 0.42741374 0.59968352 -0.11777566 -0.55798018] Distance 10.203289184496397 Each least square approximations [ 7.99405756 -0.4284264 1.03420037 -1.95334872 -0.20947745 0.50464974 0.41298473 3.44123281 1.28817562 -0.30352475 -0.17256489 -0.80955326 -0.04179265 -4.14247322 1.33847762 1.8976893 2.17840162 0.68718936 -1.53115763 -0.50985299] Distance 9.696069599961385 Each least square approximations [ 3.85285616 4.68218997 1.37632495 -4.39003594 4.48219206 1.88229202 0.90102837 -2.16130044 0.25410464 -2.95769331 1.3752889 -1.39358883 -0.34625349 -0.13984897 -2.61851928 -1.52086802 -0.82286922 0.18083545 0.30625231 -0.77335742] Distance 9.884575878158483 Each least square approximations [ 6.51560113 -3.27218503 0.97112511 -2.40687347 3.04881794 0.60221488 -2.95800616 0.98077102 -1.76034832 1.53616814 2.1127341 1.78922503 -0.20097638 -0.61535975 -1.64360955 -1.34621301 -2.94226111 -0.23647985 -0.74622746 0.62744346] Distance 10.056147380568094 Each least square approximations [-5.1749698 -3.81479431 1.15984008 5.74181784 -0.75961667 -0.44384469 -0.55398773 -0.18271074 1.7753126 1.35131103 -0.48670115 -1.48540603 -0.82709875 2.39535818 -0.94683693 1.3350555 -2.47299486 0.26677346 -2.31478774 0.50340244] Distance 10.15040036699153 Each least square approximations [-6.93912585 4.88306009 -6.55170727 1.88472515 0.53732224 -3.41155839 3.22000413 -1.00626429 -2.75576589 -0.86107125 1.23550451 0.35996702 -0.28083252 0.2038773 0.56678976 2.55839685 -1.35665669 0.73501879 -0.54247549 0.12529297] Distance 7.413146590748975 Each least square approximations [ 9.82146551 2.80819063 0.45269132 -0.70121428 -0.67284234 5.3602112 -1.88834687 -1.30791902 0.76269596 -1.34695822 0.31832548 -1.12385033 0.60970284 0.45754758 -0.36033505 0.26481477 -0.48409328 1.33733734 1.00365539 -0.35496375] Distance 8.318842470450585 Each least square approximations [ 9.48143441e+00 -3.13748772e+00 -1.38267397e+00 -4.06781270e+00 4.04153993e+00 1.77637599e+00 -1.47283978e+00 -1.44554725e+00 4.11925761e-04 6.59189503e-01 -2.37566733e-01 9.32553243e-01 -4.97732347e-01 -8.50193078e-02 2.25386813e+00 8.12635108e-02 -1.96501835e+00 -1.86954390e-01 -4.82366848e-02 -1.25316694e+00] Distance 7.89212844847704 Each least square approximations [-8.16375621 -3.00271979 -6.90868565 -1.50255669 3.02393598 0.7238389 2.53666118 0.84345158 -0.13289285 -0.30020171 -0.14440865 2.47713283 -0.11759426 -1.46558918 0.92246557 -0.87045201 -0.77187167 0.07078622 0.24120054 -1.27676468] Distance 7.849596422805846 Each least square approximations [-12.2289256 -0.30690781 0.96625047 -2.37079367 -1.66443469 0.41244727 1.13334361 -0.9647571 0.64406021 0.72309633 -1.43597575 -2.61392013 1.1900521 0.34297362 1.09003731 -0.14275441 -2.3779937 0.21343534 -0.23730746 -0.46312639] Distance 6.042254447601506 Each least square approximations [-9.81869937 -3.47578182 4.5614264 -2.14859189 -1.95214472 2.12503853 -0.23854194 -1.65603184 1.03057001 2.19364276 1.91686286 0.42054953 0.19467507 2.78905664 0.89114463 0.18326641 -1.07113323 -0.27263226 -0.78120434 -0.21285753] Distance 7.1499299255721525 Each least square approximations [ 9.78987736 -0.24143212 5.17036157 -2.3697294 2.95341401 1.98018387 -2.06184824 2.53497768 1.12264414 1.05097558 2.37403673 -0.64657964 -0.08092826 1.86988046 0.80233614 0.20685694 1.07095388 -0.66930113 0.92242821 -1.089332 ] Distance 6.97102822223705 Each least square approximations [10.74025706 0.39582241 1.76203826 -6.07905701 1.58338512 1.28846487 -0.82609114 -2.05960899 0.73562557 -2.60769929 0.93341541 0.18573512 -0.80083895 0.48496426 1.03220676 -1.1232727 -0.8077389 0.61900971 0.17205021 0.26163155] Distance 6.257793090858206 Each least square approximations [ 9.25401338e+00 -2.86654755e+00 -6.62876627e-01 -6.12023543e+00 -2.19139891e+00 -3.22859460e-01 -1.79457878e+00 1.90486740e+00 -5.51611160e-03 9.69430288e-01 1.84304040e-01 1.57626910e+00 1.82146990e+00 1.99670280e-01 4.31365432e-02 4.93986983e-01 -4.28175718e-03 1.83577121e+00 -1.25662498e+00 1.29758879e+00] Distance 7.69445646712907 Each least square approximations [-10.73508866 2.36348632 3.98124788 4.73954601 -1.72466077 -0.82509267 -0.03940817 2.33939607 -0.25054241 1.3531489 -0.86283632 0.08335541 -0.9696531 0.91699159 0.34477546 0.92248763 -1.73791141 0.02859737 -0.55528772 0.28369407] Distance 6.271204523758357 Each least square approximations [-5.4032909 4.40718643 -5.77510278 4.25759902 0.57436413 -2.54974638 2.03484125 2.54039961 -2.31768056 -0.1372252 -0.52987374 1.00615318 -1.44939621 0.37930578 1.85064678 1.07413988 -3.37861977 1.2452214 0.49084058 -0.77372561] Distance 8.032095785720863 Each least square approximations [10.31346688 1.41849078 0.19017597 -1.3393535 -1.56474096 5.28388353 -2.14549524 0.51844588 0.7796141 0.51695539 1.97543449 0.34106968 0.6659612 0.02119915 -0.20610981 -1.40406676 0.48297936 0.01988293 1.33917002 -0.73424172] Distance 7.347281987235566 Each least square approximations [ 9.11578959 -2.49213278 -2.00621741 -3.92850605 3.00158329 1.08553551 -1.68062865 -1.9474353 -0.01622468 -0.35975941 -0.82247674 1.8927464 0.41137348 -1.670173 2.0566341 -0.40441943 -1.25680542 -1.0396292 -1.50344734 1.76469781] Distance 8.000181624002767 Each least square approximations [-8.98062638 -2.31395243 -4.83357748 -1.55247554 3.12219037 1.25842007 2.62570565 -1.23226329 0.0973845 -1.89534671 -0.24267966 2.37446478 0.06359778 -2.41928604 -0.68027746 -0.21753199 -0.94140618 1.12682249 1.08341475 -0.82145812] Distance 7.625953228592457 Each least square approximations [-11.32353897 1.4890667 -1.30598237 -1.45847289 -4.20648527 0.47455411 -2.34018545 0.44033148 1.71135622 0.10254622 1.98228502 -0.98431933 -0.1443481 0.63696443 0.63793105 -0.39679107 0.91684969 0.15957035 0.09478465 0.67956719] Distance 6.428194649255454 Each least square approximations [-9.16138214 -1.69151142 5.67446123 -0.40544872 -2.02745165 2.15491683 -0.92648884 -0.92973452 -0.27818658 1.32983693 -2.47596533 -0.1162474 -0.20742629 0.78902089 1.5968393 0.72497043 0.27054797 0.13783743 -0.57780229 0.30339482] Distance 8.213878699796824 Each least square approximations [ 8.70683706 -3.69383428 3.31166872 -2.95373175 4.27257394 0.39430192 -2.18687765 1.08083647 -0.71230847 3.19265949 0.59471579 -0.99940934 -0.13576717 -0.20005028 0.17464945 -0.43017833 0.11148128 -0.58700827 -0.74126562 -1.03939679] Distance 7.844097882890928 Each least square approximations [11.38726697 0.95648087 1.39942592 -1.45062799 2.8947651 3.42738458 1.07340492 -1.86246902 0.10616328 0.08074175 0.57039421 -1.80250849 0.43371755 0.02773134 -1.71615008 -0.09283563 2.11042882 -0.02097822 -0.28683264 -0.88262377] Distance 6.156642539271347 Each least square approximations [ 9.38568974 -2.61703619 0.84045979 -4.6274701 -1.26866026 0.09505578 -1.17481814 0.98102727 1.76722581 2.65041762 1.84912128 0.34534505 0.7843642 0.44660955 1.16457314 1.55981586 -1.28714374 0.51731352 -1.24615199 0.38931861] Distance 8.14921205078075 Each least square approximations [-1.10608092e+01 -3.15865619e-01 2.61790906e+00 1.12881551e+00 -1.14625303e+00 -5.96750040e-03 -4.20595713e-01 1.89077234e+00 -2.07989833e+00 4.78821765e+00 -8.41637359e-02 -3.44373475e-01 -4.98432620e-01 4.55574898e-01 -1.35485668e+00 -1.63371479e-01 -6.40075085e-01 -4.97701549e-01 -1.23646026e+00 -6.07730010e-01] Distance 6.43913171271221 Each least square approximations [-6.2960716 4.02971325 -7.33268155 2.81716085 -0.33244466 -1.68543308 3.39495376 0.08942649 -3.27410977 -0.04278717 0.08305254 -0.83006414 -0.15021068 1.64689742 -2.1578733 1.35354647 -0.99659742 0.69552018 -0.40536997 -0.92896829] Distance 7.808189507540731 Each least square approximations [11.18268418 0.47357715 2.47399737 -1.97827616 1.57570695 2.89553009 -2.54448791 -1.48036784 -0.3026241 -1.29182978 -0.7767902 -0.96781869 -0.07315193 2.20359016 0.3290483 2.84653454 0.15115767 1.58455264 -0.71594248 0.87737872] Distance 6.41475605532359 Each least square approximations [10.04856015 -2.66777328 -4.70752568 -1.89992129 3.00478961 0.27977909 -1.75513928 -0.68139447 1.875695 0.40314417 0.86257323 0.51525141 0.67710052 -0.04519348 0.3370564 0.94680108 -1.34456221 -0.6130753 -0.34114477 -0.91401313] Distance 7.769963608041541 Each least square approximations [-9.2320284 -2.47796366 -5.50205672 -0.89554216 2.62603413 0.063744 0.90766199 0.68338927 -1.27134838 -1.30284391 3.01264632 2.97586364 -1.4228004 -0.18381962 0.6556237 -0.1647108 -2.52814292 1.08145473 -0.90915432 -0.6222463 ] Distance 7.280787330940185 Each least square approximations [-11.17605948 3.33502806 -0.48507358 -1.83593313 -1.82027897 -0.69336279 -0.49180951 -0.04574583 1.53766725 1.70119737 -1.87855434 0.24002765 0.44504626 -0.04251572 0.96434472 0.96680891 -0.53226191 0.53645893 -1.08216302 0.63008517] Distance 7.711159699986419 Each least square approximations [-10.01002976 -2.81888592 3.6877659 -1.61819965 -2.2580137 1.89793189 -1.46499814 -1.88518558 0.37851842 1.73807632 1.75141016 0.22634962 1.29053149 0.06672722 1.82020026 0.01088883 1.00764259 0.92919098 -0.05861902 -0.57910006] Distance 7.995755684887308 Each least square approximations [ 9.5970279 -1.6042915 5.86497084 -3.21451909 2.43387236 2.34025922 -0.92581673 1.31245788 1.13032071 0.31594205 -0.36817544 0.32765239 -1.63260944 -0.15930342 0.27884271 0.75851621 -0.15140941 -3.78010687 1.4781227 0.3423027 ] Distance 6.419910416977563 Each least square approximations [ 1.02629973e+01 3.78759631e+00 2.55504062e+00 -3.75594911e+00 2.25623655e+00 1.01346798e-01 -1.27219773e+00 1.22810874e-01 1.11686964e+00 -3.18082514e+00 -1.42681647e-03 1.03976198e+00 -2.06523326e+00 -4.77962361e-01 5.94207193e-01 -5.73099740e-01 3.17143235e-01 -1.06565493e-02 1.24666850e+00 -1.62948126e+00] Distance 6.870615541583585 Each least square approximations [11.4072342 -3.39508732 0.66646018 -4.12415376 -1.87118384 -0.4896231 -0.45916856 -1.55919856 -1.7494364 1.97779518 0.91441573 0.15122792 1.69982153 -0.42521021 0.33906276 -2.12613162 -0.35020501 0.52127149 -0.06803744 1.5546985 ] Distance 5.686937687778957 Each least square approximations [-11.66612739 -0.88129214 2.23548332 3.6322459 -1.76979114 2.93836706 -0.79582982 0.40276999 1.18855888 0.37665058 -0.12275624 0.76972142 -0.95258865 2.08948293 0.99289104 -1.17713348 0.21974615 0.82552556 -0.10956625 2.12367424] Distance 5.787517656850251 Each least square approximations [-5.51101543 3.75328105 -7.49072218 4.1489711 1.56791765 -3.23885918 2.48610683 3.2082267 -1.7331021 0.9863187 0.09036242 -0.13964758 0.93165285 -0.7045329 0.44790823 0.14746136 -1.30360179 1.31315283 1.31054877 0.87560856] Distance 9.045236433878578 Each least square approximations [ 1.52313420e+01 2.45047958e+00 -1.29977298e-01 7.74396480e-01 2.97343713e-01 -5.76710830e-01 -1.24592104e-01 1.08357549e-01 3.96549525e-01 -6.15853063e-02 -3.13984005e-01 8.14885257e-03 2.99136365e-01 -2.66360241e-01 -4.16052445e-02 -1.63825017e-01 9.35951015e-02 -1.66959086e-01 4.22237106e-01 1.57536129e-02] Distance 0.8905516102029937 Each least square approximations [10.96924982 -3.77258034 -5.02694244 -2.67181818 0.85405714 -0.64704098 -1.58143211 -0.24107791 0.50589505 0.31664581 0.46401512 1.72616809 1.51096009 0.08239105 1.85951187 -0.12387243 -0.55011455 0.12532666 0.02481005 0.24019143] Distance 7.756096062655566 Each least square approximations [-9.38252683e+00 -4.39091288e+00 -5.92642013e+00 1.82376310e-01 2.31657629e+00 2.11995469e+00 1.14680453e+00 1.54482978e-01 -5.34423678e-04 -5.24231327e-01 9.91720409e-01 6.23896756e-01 -7.72789189e-01 -2.05421324e+00 -3.44455087e-01 2.87561590e-01 -2.53456409e+00 7.21049929e-01 9.97134243e-01 -1.44955998e+00] Distance 8.375421840508677 Each least square approximations [-11.24319443 5.75792788 2.88023934 -1.63041383 -4.52360598 -1.70334842 -0.33873924 -1.36009026 2.66227631 0.79315898 0.20638476 -0.73548817 0.6875891 -2.13709 0.61917321 0.29990129 -1.06779982 0.83600495 -2.34582396 0.83163884] Distance 4.777764910792009 Each least square approximations [-9.81042514e+00 -2.04620762e+00 6.78329535e+00 -9.24011647e-01 -2.37296290e+00 1.38778064e+00 -2.47129121e+00 -1.36065715e+00 -6.08501903e-01 -1.10910135e+00 -1.38739319e+00 -7.63227868e-01 8.19479002e-01 1.34914057e+00 5.73121655e-01 4.04206684e-01 -4.41940725e-01 3.40520088e-01 6.77355511e-05 -3.60367101e-01] Distance 8.37699897362107 Each least square approximations [10.36192715 -3.23840877 4.00346274 -4.11895711 2.47763857 1.01177937 -1.87897709 0.8985458 1.14277681 3.32467947 -1.92840355 0.82959079 0.25620666 -0.85339994 1.74205101 1.80771449 -0.04381698 -1.4381768 -0.33799985 0.97957159] Distance 7.1528161499008105 Each least square approximations [10.64721207 3.80034594 3.52957082 -2.53945611 4.01751056 0.26264861 0.73260902 -0.39331138 -0.99437346 -2.61499911 1.26664574 -1.48778043 -1.03281047 -1.28463026 -1.9195924 -2.55042276 -0.15663452 -1.14730291 -0.43681166 -1.05352071] Distance 7.050836326876493 Each least square approximations [10.72793185 -5.09139767 2.44060776 -4.6171124 0.3053743 -0.35236848 -2.34224615 0.33754944 0.82220568 1.31414507 3.05490999 -0.17338207 -0.17590144 0.76827076 0.22158162 0.57965954 -0.77351213 0.15775987 -1.02217113 1.33167955] Distance 7.085519034902764 Each least square approximations [-11.22887578 -4.22185582 2.85062271 2.42116682 -2.70270188 0.36249637 -2.81103139 0.36609995 0.26165444 2.14790199 0.8009885 -0.98812116 -1.07489249 2.09610766 0.34279219 -0.09626771 -1.94228657 -0.13332983 -2.42751856 0.99809683] Distance 6.670355615133613 Each least square approximations [-5.84243484 3.67676969 -7.71325462 4.24281565 1.66559327 -3.16661158 2.65818094 3.08967801 -1.63183609 0.52478657 0.24826147 0.09787353 1.02153091 -0.64175384 0.68915993 0.14455631 -1.78320736 0.87334581 1.37430093 0.79553279] Distance 8.557747732845527 Each least square approximations [15.10155319 3.08541332 0.53642453 0.24197104 -0.28550376 0.1685499 0.37598438 0.09568199 0.43067305 0.1994844 -0.39347989 -0.15814341 -0.02651892 -0.1437185 0.25810079 -0.19420311 -0.01682942 -0.21264812 0.03764281 -0.15576984] Distance 0.6607698983630989 Each least square approximations [11.01680537 -3.96861082 -4.85281007 -2.9172023 1.33723497 -0.73585985 -1.52682797 -0.38797054 0.68906429 0.0628873 0.12953757 1.65643042 1.33134985 -0.20465267 2.1216172 -0.44359405 -0.39423976 0.17561966 -0.28224078 0.21514733] Distance 7.427447336263528 Each least square approximations [-9.38075898 -4.22176304 -6.36138113 0.20727011 2.40987916 1.97559357 1.44592253 0.34803615 0.02510133 -0.6116233 0.85529496 0.78668979 -0.51622093 -2.21173202 -0.50507934 -0.09213043 -2.50975201 0.66597189 0.94934875 -1.46922112] Distance 8.001153465838271 Each least square approximations [-11.22553318 5.22052793 2.95518481 -1.98897524 -4.85976272 -1.20778807 -0.77721526 -1.30675728 3.17500774 0.81049831 -0.39488779 -0.67829349 0.71979744 -1.79427104 0.73482232 0.41676421 -1.21475537 1.15561226 -2.15236722 0.74389625] Distance 4.698589632317253 Each least square approximations [-10.03818038 -2.06804069 6.79008877 -1.12302253 -2.30581118 1.4371713 -2.48604876 -1.41135906 -0.08054078 -0.75454656 -1.51716243 -0.82398869 0.79387327 1.48919232 0.5959163 0.18884737 -0.53305734 0.44059212 -0.15895986 -0.22734095] Distance 7.99428449437485 Each least square approximations [10.64520907 -3.22713898 4.00776576 -4.16588229 2.56881377 0.96946527 -1.65774851 0.68761857 1.54961116 3.1868005 -1.59383906 0.99940283 -0.11952508 -0.66322847 1.6654774 1.66386775 0.09814581 -0.70374564 -0.43813771 0.97004316] Distance 6.897851510431262 Each least square approximations [10.79000405 3.4912797 3.61953559 -2.87223714 4.24234649 0.67508903 0.79779355 -0.5110924 -0.606815 -2.48250778 1.28414333 -1.24350322 -0.67007739 -1.01513547 -1.68339535 -2.03153476 0.19172855 -1.02342087 -0.17752849 -0.67774466] Distance 7.082741386077774 Each least square approximations [10.55328855 -5.11011789 2.04501008 -5.01440272 0.08980438 -0.59039748 -2.38650357 0.56682101 0.92413732 1.48161634 3.18608362 -0.06022602 -0.09923561 0.96754389 0.39431427 0.81771272 -0.58981371 -0.10866925 -1.37382296 1.26115792] Distance 6.872081439059074 Each least square approximations [-11.15250307 -3.90315773 3.30825578 2.69093217 -2.51249435 0.34792459 -2.53176902 0.95165486 0.14744774 2.43550958 0.37731784 -0.88566259 -1.06262802 2.20255098 -0.03704136 -0.07806392 -1.61006436 -0.03399201 -2.27294275 1.04424648] Distance 6.779080694282484 Each least square approximations [-9.9428853 8.13644257 -2.93923558 4.10648041 -0.55470275 1.37691949 -0.16062366 -0.65130423 -0.01059679 -1.49375837 0.06599582 1.57958367 0.23240463 -0.37273266 0.59145321 0.43093688 1.07651702 -1.08167863 -0.31088781 0.17071003] Distance 2.8893249148024225 Each least square approximations [ 7.36555518 0.71036288 2.90614586 -1.45326546 -3.28180847 3.54699539 -4.30822576 -1.46254494 -0.58676977 -0.86267539 -3.12669095 0.45158444 -1.06019838 1.33854426 0.09526866 -0.60495192 2.18573827 0.46910215 1.30706719 0.29976411] Distance 8.885979503820781 Each least square approximations [ 8.77860245e+00 1.07765804e-01 -1.06285196e+00 -3.16100211e+00 5.26298308e+00 -7.58377552e-01 -3.96634250e-01 -2.18599333e+00 -9.23778655e-01 2.37185717e+00 1.14197385e+00 5.82290781e-01 -2.88329158e+00 -1.86096756e+00 8.33059673e-01 -3.69035707e-01 1.29491546e+00 4.89727064e-01 -1.55705595e+00 8.17559805e-03] Distance 7.9374808150546095 Each least square approximations [-9.72570122 -3.75913329 -3.44120569 -0.90168458 -2.31640907 0.02529033 0.86360241 0.68879897 -1.3926427 -2.22320598 -1.30684146 2.29456416 2.32035368 0.41916787 1.06787374 0.55588371 -0.11876078 -0.58252656 -3.15480441 -1.12369576] Distance 7.0061318981672995 Each least square approximations [-9.15254444 -1.02850141 0.50687091 -5.85536025 -0.96325339 0.68765668 0.7216746 1.45865933 2.09544592 -0.98512829 0.67750647 0.30978029 -0.20682157 0.63980464 -0.65087221 1.44728828 -0.03857075 1.84549484 -0.63192011 -0.13539775] Distance 8.56450631773371 Each least square approximations [-1.05664733e+01 -9.56144520e-01 3.46397745e+00 -1.59139699e+00 -3.07270439e-01 1.31967971e-01 2.70679440e+00 4.72158126e-01 2.30408589e+00 -2.64684376e-01 -2.78915267e-03 2.08670821e+00 2.10329559e+00 -1.65164103e-01 1.35389648e+00 -3.22236721e-01 -3.26837068e-01 7.39132256e-01 -1.61222168e+00 4.33847708e-01] Distance 7.427057667679873 Each least square approximations [11.57644077 -2.63766955 1.42864871 2.24428274 0.41249894 -0.05002186 1.75855883 0.74255623 -0.6490979 -0.01694372 4.01117368 -0.60157049 -0.73332475 1.26468175 -1.28885996 0.25522548 -0.09857911 0.04832247 0.75381136 1.26699944] Distance 5.890078021902174 Each least square approximations [ 7.9279661 1.56837019 -0.11745293 -4.84956903 1.68179996 0.50827925 -2.11007191 -3.20919094 0.69050959 -0.88276161 2.82757232 -2.02167388 -1.49689018 0.41370755 0.24279767 2.51403103 0.97976138 -0.87057065 0.80129847 0.32415266] Distance 8.843281007640785 Each least square approximations [ 9.84143003 0.38182789 -3.69789057 -2.74243521 1.8344507 -0.08697554 -3.57257921 0.62942468 -0.98087538 -0.3296943 0.18612873 2.90578155 0.24438251 -0.06657758 3.50078425 1.97000931 -0.55287524 0.89258211 0.03547762 0.43141858] Distance 6.90755210477009 Each least square approximations [-8.71683421 0.96780809 0.99182784 4.71483353 -0.03545112 -2.69924476 0.6038489 0.65340858 2.28530686 4.22400815 -2.62224466 0.23686076 -0.99858144 -1.66117254 -1.7344262 1.28903137 -0.66480397 -1.17031715 0.23781893 2.65531377] Distance 7.343453931229163 Each least square approximations [-2.95603591 2.74223065 -5.31803936 1.85100538 0.66015182 -3.34230648 -0.32236602 0.20241425 -0.41790297 1.05190362 -2.31377587 1.01313399 -0.58948893 1.59159487 0.74977873 1.24966401 0.95553778 2.01050662 -1.44042615 -0.05642426] Distance 10.928562589371348 Each least square approximations [ 6.74201453 0.81741089 -1.06472437 -0.58451261 0.72031118 2.47267527 -3.12472076 -1.02416299 -1.10792969 1.19646804 -2.6966255 0.98123337 0.6141577 -0.20783447 0.45750239 0.74631877 -0.93195215 2.97218903 -1.43043228 1.24572159] Distance 10.41273530720956 Each least square approximations [ 9.69197832 0.85463691 -3.53731392 1.5150471 -0.9670998 2.13309096 2.31807239 -0.9344693 -1.44454512 -3.81542552 -1.80634762 1.25723222 0.50168088 0.72921246 -0.51438653 2.10227422 0.65363055 -1.60256509 0.67613184 -0.884469 ] Distance 6.815770857178605 Each least square approximations [-6.36999362 -2.52267871 -2.6519593 0.78282351 1.72662806 1.60743236 -0.21126934 -0.43620333 3.77569347 -1.72248945 1.17265965 -2.15634375 -3.5243061 0.52547797 1.027655 0.72854296 -2.1566214 -0.25779526 -2.29799474 0.1144636 ] Distance 9.535224386191564 Each least square approximations [-6.04619154 4.06385244 1.93374573 -3.42293617 1.07094087 0.74042397 -2.08027749 -2.55757973 0.18270327 1.37248586 -0.26586784 0.77073271 -0.80234945 1.00107486 1.24916133 1.9745387 1.44987376 0.53186627 0.787535 0.10013877] Distance 10.249706099584092 Each least square approximations [-4.40332215 -1.48604297 4.63079385 -0.62103045 -2.34742305 0.85317401 -3.35782139 -2.33073004 -1.14520564 -0.67521016 -0.31686791 1.06221946 2.3684922 -0.4139662 -1.42967093 -1.26404737 0.08339798 1.9190759 0.61492507 -1.99199535] Distance 10.584030279581201 Each least square approximations [ 5.78385455 -0.76695833 4.19516347 -2.6274434 1.13928102 1.71897646 -0.89253366 1.06470777 1.78562257 -0.29667286 -1.70038805 -1.72492748 0.45319892 -1.59796235 -0.49143579 -0.80398126 1.62230801 0.90828332 -0.1144791 1.69466554] Distance 10.723379650747832 Each least square approximations [ 6.23921891 5.35750294 4.17908294 0.85302156 1.55429307 -0.72614486 0.14919361 -0.41234242 -1.50585516 -0.8148337 2.25149135 -0.11313228 -1.1781284 -0.48762109 1.0293736 -0.32201158 -1.6210143 0.40767471 -0.40632051 -1.2925999 ] Distance 9.718995589928804 Each least square approximations [ 6.97590411 -3.06795214 2.02879646 -3.18029809 0.42906913 0.53251475 1.07283566 0.59237935 -0.45121044 -0.89890561 -0.84214951 -2.03227513 -1.44596634 -3.29298659 1.99704645 0.37829064 0.5024065 -0.95845782 0.50971823 1.58272228] Distance 9.885423286805892 Each least square approximations [-5.86605378 -4.65167015 3.1419927 1.63345337 -1.0493049 2.24381855 -0.486431 -1.77266594 1.61100164 1.10341828 -2.53684416 1.00185968 1.35033476 0.21172492 0.33561201 0.51871287 -0.44131402 -0.27122242 -0.8183128 0.29180418] Distance 10.306354465310045 Each least square approximations [-5.42667358 4.35933489 -6.37060744 3.71982801 -0.17967388 -3.83673754 0.13770862 1.91381092 -2.61346726 1.6556669 -0.7292619 -1.28104297 -0.82824039 1.33016831 -0.20599336 0.21607575 -0.89618461 0.78648313 0.97327544 -1.72141446] Distance 8.422795186838547 Each least square approximations [11.61051808 -1.2248 -1.37423158 -2.76644966 -1.6421798 2.21996351 -1.869968 -0.76219043 1.60403835 0.11996358 0.61047431 -0.79207783 0.92793344 0.19132172 0.54363038 0.227458 -0.29318086 -0.4857971 -0.23032855 0.56992267] Distance 6.985159025234075 Each least square approximations [10.93494852 -1.32707198 -3.9562028 -2.33287384 0.12050413 0.42672493 -2.32331959 -0.11813636 0.1450224 1.07966634 1.66577632 0.90220469 0.86029942 -0.36055812 1.09988883 1.15085474 -0.98130046 0.10542294 -0.54969116 0.21947363] Distance 7.371068471462688 Each least square approximations [-9.55653049 -4.7126956 -3.71140794 -0.7008591 1.72020167 1.38297583 0.12868262 0.53173361 1.52636539 0.45773767 2.56565943 1.16378345 -2.32083464 -1.4456538 0.2739102 1.34974475 -1.06462333 0.81612395 -0.3940378 -1.42393348] Distance 7.420788797686402 Each least square approximations [-10.23947895 4.81198998 0.13842059 -1.58287194 -2.52338316 -0.92104301 -0.29775398 -1.92166341 2.20049466 1.214099 -0.20459424 1.77614029 0.56797872 0.82786714 0.46715733 -0.82066911 1.06420597 0.62177705 -0.28031503 -1.3946135 ] Distance 7.442725615555801 Each least square approximations [-8.98496069 -3.29732476 5.47417084 -1.47913964 -2.19793569 1.14166915 -2.75926792 0.02698948 -1.67579603 -0.21868318 -0.08782096 -0.05847493 2.15937855 -0.42370167 0.21962073 0.48346656 1.38714421 -0.03714992 0.05885769 -0.7228569 ] Distance 7.995326301239764 Each least square approximations [ 9.22902431 -2.67425508 5.64424368 -3.11390136 1.67653918 1.23611119 -0.36862052 0.78499034 1.48235229 0.71477215 -1.38302251 0.20597621 1.3391782 -0.20634655 0.30012265 0.77448194 -0.28184779 -1.32829948 -1.00795541 -1.00721077] Distance 7.863745723637764 Each least square approximations [ 1.00771058e+01 4.53947487e+00 2.59883584e+00 -1.38547753e+00 3.01429961e+00 -3.97487051e-01 -9.33320553e-01 3.05413274e-02 5.47635867e-01 -2.73376717e+00 9.27605974e-01 -1.97008934e+00 7.02752305e-03 2.16896969e+00 -2.86830972e-01 -4.63071052e-01 5.47902837e-01 4.10249387e-01 -1.09862466e+00 -2.70986646e+00] Distance 6.662866091898562 Each least square approximations [11.69932664 -4.3587089 1.97107362 -1.80450056 1.62397444 1.02923833 -0.31951632 1.2140773 0.33800091 -1.13540212 0.99215314 -2.26016794 -1.58697228 1.17906851 -0.05763477 0.76789335 -0.47963197 -0.13874607 -1.03932072 1.65881381] Distance 5.244784208576493 Each least square approximations [-10.70527371 -3.8147942 1.70881499 1.47704198 -1.4851186 0.90539494 -1.23012405 -0.30290393 0.38435126 1.48796178 -0.29292318 0.69240218 0.82447479 -0.71299911 0.02186916 0.51230995 -2.21510518 1.46712437 -2.31803983 -0.45204445] Distance 7.481374497128974 Each least square approximations [-8.0856182 5.53803597 -4.22633771 2.41683803 1.79673446 2.50303168 1.8839616 2.15994468 -0.47112512 -2.04051173 0.99019974 0.84191788 -0.7826755 -0.103748 0.35462524 -0.89663175 -2.22981677 1.13828914 0.3001664 1.66044093] Distance 7.673019184413808 Each least square approximations [ 8.31653528 0.70312398 2.72237218 -1.42851973 -1.88749021 2.43629894 -3.35577286 -1.85217815 -0.97828476 1.81516948 -0.94181739 -0.62939239 -0.64447523 0.91903035 -0.68276977 -2.91099584 1.62699171 -0.12300254 0.90200721 0.32588606] Distance 9.510951400185556 Each least square approximations [ 8.84264006 -2.07068662 -3.04014768 -2.65112049 3.72598371 -0.6899197 -0.8935197 1.01702425 -0.94965764 1.38335815 0.72190099 -0.45113401 0.13782313 -0.15581269 1.71084489 -2.58928282 2.82742761 -0.52650952 -0.49572438 0.17627298] Distance 8.739024511072357 Each least square approximations [-7.58164083e+00 -2.14563157e+00 -5.80579007e+00 4.41678555e-01 -1.56126209e+00 3.37504686e-01 -1.38029870e+00 -7.65273200e-02 -1.38193622e+00 -2.09153327e+00 -4.66457274e-01 9.25027961e-01 2.84559018e+00 -2.90484905e+00 1.81804217e+00 1.97603587e+00 -2.53859680e+00 6.37250606e-01 -2.56249395e+00 -3.70820092e-03] Distance 8.252670576660318 Each least square approximations [-8.12651534 1.09791271 3.65390978 -5.98204911 -0.59735169 -0.84189282 -1.09291365 -0.45176248 2.13128912 1.08732827 1.06909814 -0.45111518 -1.97311585 0.26186037 -0.49899741 -0.76619395 0.78322111 1.40856963 0.31214061 0.0348064 ] Distance 8.925552438416775 Each least square approximations [-10.07456274 -0.3805511 4.60967551 -2.90331595 2.13211349 -0.37138444 -0.39443142 -0.16969585 2.31672882 -3.14082673 0.6849074 1.07166928 -0.80515264 0.42116318 1.77068065 1.71563736 -0.79036196 1.70603866 -0.85476975 -1.56049086] Distance 6.814192814646144 Each least square approximations [12.27385333 -3.57449045 -2.23456826 0.47164514 -0.12036977 4.61389726 -0.63105904 -0.52220627 -0.73169449 -1.40599325 0.8824147 -1.48115198 0.69457652 -1.35421224 -1.14828801 0.34340434 0.96365209 0.86691183 -0.24624447 -1.23514214] Distance 3.1557661926921914 Each least square approximations [ 6.55432809 2.66558697 2.31405487 -3.75040638 2.83848241 1.60223413 0.05748491 -2.77187648 0.56705731 -1.52786758 2.29483819 -0.19416674 -0.24773616 0.30498502 -0.59731853 0.11543539 1.62713007 -0.38783381 -0.18481914 0.60854832] Distance 10.658039333290244 Each least square approximations [ 8.85247014 -0.43841907 -2.21968455 -3.32887842 0.10102238 -1.62347776 -3.79951521 2.3964834 -0.09610331 1.41317873 1.94194962 1.18282153 -0.27319025 0.69534882 2.00807148 2.11010732 -0.94729013 -3.16593955 0.98263749 1.51529951] Distance 8.079749451901748 Each least square approximations [-6.73459021 -1.7011649 2.75596267 3.93302266 -0.6456551 -0.73260809 0.13170446 0.66540206 0.62925271 3.65733102 -2.31593829 -0.62459304 -2.30100425 1.83731035 -0.4486658 1.92058004 -0.16509832 -0.68709889 -1.50027566 2.58471823] Distance 9.941483793365638 Each least square approximations [-7.0945499 7.49916 -3.63339714 5.04628959 -0.62771764 -1.21804473 -1.71553623 3.84718304 -0.71978552 3.19549991 -0.36047797 -0.4401085 -1.34647494 -2.41155161 -1.56001744 -0.53902702 -0.08067936 -1.08380969 -0.60170645 0.48097358] Distance 4.939024119956575 Each least square approximations [ 8.50703659 -0.22218161 1.94183222 -2.2370746 -1.01167535 1.12380988 -4.21676279 -2.51522001 2.34381058 0.49774654 -2.38353462 0.70652114 0.9933335 1.34013688 0.6520187 -0.32716026 0.92215146 -3.22352245 0.13524832 -1.36820117] Distance 8.745063889399601 Each least square approximations [ 9.29833927 -1.21365248 -2.73409765 -3.4586329 0.41201179 -2.11950879 -0.12588748 -0.93150932 -1.38620061 2.87366233 1.35566166 0.86229704 -2.6356266 -2.59354559 1.89083691 -0.03631717 -0.86863218 1.97119826 -2.52054839 1.02197565] Distance 7.580838088928722 Each least square approximations [-10.24813401 -4.90163654 -1.33196867 0.32406884 -1.35918064 0.45258296 -0.29952815 -0.10062968 -1.68645529 -2.05856928 0.0305365 -0.30309384 1.07284893 -1.50463987 0.25576168 1.09300727 0.91009169 0.90845607 -2.91798911 -0.82449241] Distance 7.526835788673173 Each least square approximations [-8.67417601 1.02956631 1.64036902 -3.40993276 -1.37094172 1.55104414 -0.1977611 -0.42725684 1.27031083 1.00108426 1.67117837 2.57852321 -1.35953022 -0.94144661 -0.78770083 -0.182069 0.6248991 1.66159876 -1.40732749 -1.58421267] Distance 9.706611500771329 Each least square approximations [-9.20327045 -0.80078677 4.26349826 -0.93460832 -2.4063682 0.94118686 1.96775869 -0.77507875 -0.04794074 -2.4384704 -1.05644246 1.50219743 1.86158348 -0.84202833 0.22464267 0.07007486 -0.90086103 0.53923809 0.1111522 0.42556738] Distance 9.057816142790074 Each least square approximations [ 9.80122463 -4.54451475 3.1901456 -0.24163359 0.32032737 -0.205422 2.49455054 1.26589727 -3.31488975 0.08376954 1.43756271 1.81445843 2.44959463 -0.76099373 1.52014077 -0.39268116 -2.02810927 -0.15660314 -1.48471678 1.45830587] Distance 6.606247404213605 Each least square approximations [ 6.65312127e+00 2.71909684e+00 2.08284971e+00 -3.46192598e+00 2.22512196e+00 1.02766086e+00 -6.52203147e-01 -8.29331214e-01 5.01041195e-03 -1.39792684e+00 3.47000635e+00 -2.91856831e+00 -8.25224826e-01 1.54966216e+00 -8.05986904e-01 2.10277959e+00 -4.76853179e-01 -3.45967504e-01 -5.66251587e-01 -1.54399609e+00] Distance 10.17903261114985 Each least square approximations [10.01097665 0.72833045 -0.91578343 -1.99295836 3.86890281 -0.83142235 -2.6447905 2.33768754 -1.8923919 -0.35967138 2.95974734 1.50042789 -1.85427457 0.44172693 0.51545314 0.99394366 -1.28238529 1.27443607 -2.06052883 -0.24412997] Distance 7.1811798250865 Each least square approximations [-7.6362378 -0.81806892 2.00561975 2.90976835 0.25862447 -0.78898878 -0.92526259 0.64239611 3.37879152 3.6257119 -0.0112332 -0.62509269 0.34702625 -2.201941 -1.78192131 0.01245702 -2.30238384 -0.01020895 -1.27501701 1.20517392] Distance 9.875585111860895 Each least square approximations [-12.35050927 -1.39262212 -1.74519946 -3.58424111 0.20991851 -3.74386362 -1.12756191 1.83580771 -0.43600436 0.70705395 0.53553882 -1.51644298 1.00720225 0.74635402 0.62765372 -0.98037632 0.18348606 -0.62701409 -0.24279522 1.01249948] Distance 3.565460303809081 Each least square approximations [ 4.81999152 2.52025685 0.31139605 -2.21028156 -0.83504841 1.91908518 -2.13524036 -1.84837998 -2.99258638 -1.91457106 -2.63956076 -0.32820652 1.03478907 -0.90109799 0.80985704 -0.5780478 0.12685989 -0.89016136 1.26112626 -1.41964868] Distance 11.644314323447134 Each least square approximations [ 7.12497498 1.52983587 0.68894131 -3.34649563 2.8546582 -4.11188642 0.6704644 -0.70811255 1.0357713 3.00741527 2.13755313 -0.59531298 -2.1193531 2.80094944 2.36791527 -0.37783341 3.06510002 1.31485942 3.3506815 1.08621113] Distance 7.8772043213840375 Each least square approximations [-7.7894063 -0.42386791 -1.76510399 0.86572412 -1.6890471 -0.79684623 2.17605271 3.75191478 0.12446923 -2.49141573 -1.71055857 -0.95183709 0.26857346 -2.91822899 -0.71837144 -0.43238076 0.43015359 -0.05081754 0.26050403 0.67423345] Distance 10.120284994904681 Each least square approximations [-6.02482449 -2.10676896 1.80508167 -1.1970076 -0.96768659 -3.1361455 -1.21360842 -0.04765946 -1.56874189 1.13383022 -3.41671344 -0.60578766 0.93388096 -1.5834536 1.05874811 1.35801988 0.47610428 0.32652877 -0.54658313 -0.64897943] Distance 11.341747297219401 Each least square approximations [-8.45321861e+00 -5.87457940e-01 -1.84673601e+00 -3.19477403e-01 -8.53024447e-01 4.57989019e+00 -1.57726654e-03 1.85537818e+00 1.85273658e+00 -1.38994432e-01 9.97063197e-01 1.56265322e+00 6.69110635e-01 -1.19565541e+00 1.25039567e-02 -4.07551169e+00 -8.50911256e-01 2.06508857e+00 9.01541856e-01 1.72597036e+00] Distance 8.653322070804142 Each least square approximations [ 8.19274792 6.06477148 1.00547565 -1.75590127 2.24087545 1.63633781 1.54714454 1.1225656 -2.97130236 -0.09344132 -0.2305177 3.07718492 1.92401423 0.590019 -1.95790546 -1.90768762 -0.08255116 1.22121932 -0.16995046 0.13751092] Distance 7.6627497573538825 Each least square approximations [ 5.66742642 0.63863595 -1.38515663 -4.28992917 2.70396704 0.70746417 -2.87115578 0.84920346 0.15603209 -2.01894664 1.48182446 -0.31840381 1.77613179 -1.89334929 -0.61361882 4.12087355 0.3413817 -2.04153231 -0.89543934 0.04050864] Distance 10.212059801288683 Each least square approximations [ 6.33584564 2.67011873 -1.72766472 -5.74498316 1.51812924 -1.18337471 -1.97372527 -3.20356326 1.24361384 -2.04784498 0.29893357 1.74294429 -1.48515327 -0.26553901 -1.4166752 0.35464691 0.12770231 -0.75148385 -0.23361054 -1.0467242 ] Distance 9.662417864468662 Each least square approximations [-5.59179882 0.69476257 2.75997819 1.54166537 -2.34240809 -0.37058635 1.19385323 0.12837685 2.68126511 2.11182917 1.18357789 -3.13319691 1.78003585 -0.89170976 -0.57736487 1.55420951 1.25840059 -1.19148807 1.09938381 1.03942779] Distance 11.216632452590046 Each least square approximations [-4.68703944 3.08887266 -3.52698111 4.61327321 0.73465 -4.66938001 1.09140649 -0.53343561 -2.39531108 0.78123926 2.13597439 0.28283314 -0.70039828 0.51810339 -0.32782583 1.90188353 -3.72139303 1.85943395 -0.06198968 1.25327567] Distance 8.900763983484847 Each least square approximations [ 8.03100523 1.13267325 -1.2263475 -2.02296336 0.34280934 4.10038232 -1.71752165 -0.14643646 1.9909796 0.4933573 1.04358097 -0.69443088 -0.33017019 1.21798403 -0.30947842 1.02635592 -0.70004757 0.11783693 0.76491659 -0.50434771] Distance 10.07402998108074 Each least square approximations [10.25138975 -5.17115703 2.44021292 -0.26310104 -0.21085189 2.46521023 -1.28648152 -2.79586228 2.7940802 0.68931675 -0.49774027 0.90375254 -1.47596823 0.27000973 -0.34625648 -0.13837273 -1.29610272 0.36168619 -0.74893803 0.64914684] Distance 5.886327590339417 Each least square approximations [-6.01252632 -2.81037214 -5.57511296 -2.98510199 -0.07708205 1.54339108 0.99868806 1.80544045 -0.48909185 -0.39348587 0.97666087 -0.42280728 -2.55622764 -2.62766185 -0.20640275 -2.61507787 -2.38333645 1.06895383 -2.28775145 -2.3963516 ] Distance 8.502687955625891 Each least square approximations [-9.52048566 1.30947483 1.84828208 -1.02979427 -0.40360017 0.38311333 0.51705728 -0.54631434 1.02596073 -0.2648987 -1.72710555 1.17064768 -1.05405591 1.61329909 2.14989444 1.48275253 2.28103166 -0.07355222 0.4298187 0.0917112 ] Distance 9.138356922224274 Each least square approximations [-6.92932339 -1.61758708 4.69159915 1.45222115 -0.98272727 1.7747398 -1.42947023 -3.04337839 2.11490821 1.75393848 1.04239283 -0.08895735 2.30131539 1.10693185 0.1643793 0.64533076 0.60350794 -0.58865779 -0.48036671 -0.92554927] Distance 9.749277589129393 Each least square approximations [ 8.272427 0.69575624 3.14228562 -2.53421608 1.97836058 -0.8899271 -2.70700952 0.54214819 0.54108787 -0.34591447 0.60288292 -1.73431639 -1.14671825 -0.93492275 3.9254441 -0.83873975 -0.6105672 -0.17233404 -2.27201388 -0.50199787] Distance 8.785509618478649 Each least square approximations [ 7.78502419 2.72564227 0.27886258 -2.42713104 4.1081631 1.61648635 1.29199055 0.02301619 2.68698887 -1.34963099 0.07714832 -0.18482718 -0.26072356 0.37752066 0.27111619 -1.0532117 -1.62803457 1.87170893 -0.92852903 -0.44077145] Distance 9.475171535104423 Each least square approximations [ 7.0319626 -2.96442878 -0.08867595 -4.8184973 -0.47743885 1.39992031 -1.40303961 -0.02999021 -0.47222995 1.8944499 1.86237115 1.90693277 -0.53855378 1.39162348 -1.66969888 1.13719395 0.22073526 1.08271674 -1.85284096 1.32205426] Distance 9.663463478797606 Each least square approximations [-7.98334848 -0.84597142 2.33631756 3.57843474 -2.34172122 0.89391554 1.27330877 1.78982644 -0.87391007 0.93074126 -0.02873891 0.32972627 0.73320212 0.06965639 -2.02202004 0.9187348 -1.9838852 1.55620762 -1.84051087 0.22973113] Distance 9.580973989112433 Each least square approximations [-5.37277107 4.74199377 -5.51116434 0.78637562 -1.611083 -3.37535812 -1.34985935 1.07890616 -2.36968747 0.80012112 -0.93788494 -0.14696447 -2.15256846 1.61038441 -0.72412807 0.99263586 -0.9544584 1.16121905 0.89035933 -0.67794285] Distance 9.454046702809084 Each least square approximations [ 8.57741629 0.21118509 -0.170145 -1.11093069 -0.88714888 1.29441103 -2.74549882 -1.30634767 1.42826423 -0.61689084 -0.37839893 0.69824637 2.4488911 0.70137134 0.74277273 0.09425791 1.16928504 1.35413845 -1.27262399 0.16325455] Distance 10.323220571614021 Each least square approximations [ 9.78167187 1.17908099 -2.36201326 -2.95632489 0.54179708 2.09386782 -1.25486633 1.9334595 -0.79397527 0.83881104 1.05645786 -1.72369642 0.08487403 -1.4217552 2.00360936 2.03301133 -0.23294862 -1.38038338 0.58048775 0.48999995] Distance 8.28179827501801 Each least square approximations [-8.26449547 -1.66510401 -2.25680177 -2.47917077 3.40501246 0.44229863 0.18072051 0.54250953 -0.48753922 -3.40441244 -0.0297221 0.75639723 -2.70854272 -2.49470981 0.59208625 3.33018194 -0.71649187 -0.15162255 -1.42828399 2.19295056] Distance 8.299775671420479 Each least square approximations [-9.44412533 1.84805126 -1.08726088 0.45684432 -1.74268709 -0.3953931 0.93610534 -1.89877359 1.73135269 2.74395172 0.64848749 0.32996237 -2.07270604 0.32853152 1.59525398 -1.69433853 0.70616821 1.59532792 -0.42505867 1.6180769 ] Distance 8.928178845578133 Each least square approximations [-7.68858387 -4.19288806 1.52523701 -2.06162588 -1.51850782 2.27890708 -1.77892202 -0.72477229 -1.89990349 0.56402627 0.0626688 0.68620125 2.05187405 -0.56834022 1.21641662 1.2496952 -1.65561739 1.16554034 -1.19091021 -1.76307529] Distance 9.645704857815959 Each least square approximations [ 8.26520277 -1.59185636 6.39844487 -0.17096336 0.92631537 1.80274043 -0.05114381 1.29774989 -1.8562991 0.87761473 -1.93324033 -0.16461538 1.86728722 2.18341134 0.57414751 -0.9401999 0.99165635 -0.61423248 -0.16724955 -2.55181776] Distance 8.071133951769964 Each least square approximations [ 9.10432342 2.93322377 1.66997119 0.24634407 0.27207916 2.25882988 -1.70855844 1.62723984 0.04360607 -2.66010336 0.80221923 -0.9993006 -0.92705455 1.84999037 1.52495198 -0.7960318 0.29233279 -0.86584145 0.32964147 -2.25926733] Distance 9.000483681868957 Each least square approximations [10.87694549 2.85498236 4.65056195 -4.19164933 -2.09269301 2.19983323 1.14131181 2.9798934 -0.19390505 -0.69301138 -0.1273787 0.67774982 0.15838963 -0.90523954 -0.8604032 0.42622555 -1.34156925 0.09672654 -0.53548985 1.22835135] Distance 4.084269336654331 Each least square approximations [-9.38678725 -0.34723333 0.9574904 -0.43652074 -2.80836434 3.06428023 0.6990574 0.23984525 -1.16996811 1.77941704 -1.8062749 0.58721081 -0.27401956 0.54321365 0.59932072 0.3983304 -2.5616122 -1.05183821 -0.41713126 2.40912229] Distance 8.846702417984753 Each least square approximations [-5.76466605 3.93477522 -5.68103114 0.33243271 -1.86919905 -1.72349549 -1.63786244 2.47907087 -2.04226617 1.4715482 -1.22433007 0.33089351 -1.73108857 0.54457912 -0.93639203 -0.78964407 0.33544388 1.47969353 0.25877916 -1.30587483] Distance 9.387818465743855 Each least square approximations [ 7.41534908 0.09314523 -0.0082836 -1.12047121 -0.26549097 1.66174307 -3.1141348 -1.62272163 0.62645992 -0.94434296 -1.01345307 0.52843381 0.63484132 0.75953248 -0.10590772 0.26562782 0.7933094 -1.58719074 -1.48972393 2.29674401] Distance 10.752924097434942 Each least square approximations [ 8.69690695 0.74714733 -4.07870315 -2.82610498 0.5079849 0.30031819 0.53233159 1.28928279 -1.1031058 0.96818673 2.77381639 -3.0232027 0.13637409 -1.47755095 0.38111817 0.7947042 -1.19751545 -1.5771905 0.53525125 1.48195456] Distance 8.357820363124242 Each least square approximations [-9.12677808 -1.24997893 -0.76244397 -0.83508627 2.23731642 -1.14781485 -2.26487384 0.89108547 0.51514098 -3.31653969 2.47224781 2.01694122 -2.09605024 -1.21721908 -0.07157683 2.86144551 0.38346456 1.54091623 -1.70664561 0.50541937] Distance 7.85789805520715 Each least square approximations [-8.5237189 0.92904742 -1.31405552 -0.8944931 -0.56109405 0.32694881 0.93640492 -2.18332675 1.40156596 3.41270904 0.75281822 2.78000625 -1.34693449 0.35291351 0.07607195 -0.76102344 1.00419339 0.40706421 -0.45017263 1.3560725 ] Distance 9.56975288614794 Each least square approximations [-7.58640009 -3.89935663 1.64685093 -1.96316385 -1.5563534 2.44755836 -2.62034133 -0.05057694 -1.83523737 -1.47730798 -0.43230654 1.40616588 1.10667966 -3.37253279 2.2005713 -0.01761586 -1.26558266 0.05323242 -0.84693517 -1.16212486] Distance 8.826112113481623 Each least square approximations [ 7.37597461 -2.81203018 4.19251592 -0.70978106 2.42181018 1.94855479 1.90222492 0.62135324 -1.7994975 -0.01573692 -1.14513259 2.05973461 1.57054997 1.67695845 0.62778197 -0.62005933 -0.15205064 -0.49021535 0.11417527 -1.62436137] Distance 9.46098503977403 Each least square approximations [ 7.61941186 3.81348966 1.68211347 -1.00077111 -0.46413004 1.90446009 -1.63111358 2.51951542 -0.4376644 -1.28970045 2.52457445 -0.09105395 -1.56105425 1.31542147 -0.55343345 0.74348341 -1.18544338 -0.80740524 0.94755023 -2.18097271] Distance 9.5436016468651 Each least square approximations [11.32045817 3.63896168 2.88893911 -1.14433744 0.78023883 -2.01571801 1.04490048 1.99312621 -0.94201911 0.949583 -1.84933016 -0.41596591 -2.84464497 -0.59973232 -0.38225181 -0.18454326 -1.27610823 1.21149666 -1.31317529 -0.07507206] Distance 4.659204221102458 Each least square approximations [-8.77148988 0.01164915 0.80153509 -0.66001418 -0.23228851 3.47456006 -0.55640493 -2.48675871 3.23531223 1.15009784 -2.83889658 -0.50152413 -0.61408079 -0.74987408 -0.61802031 -0.25888845 -1.91271972 0.22651545 -0.92601746 1.22274355] Distance 8.783281798257253 Each least square approximations [-6.26431046e+00 2.35650513e+00 -7.54782081e+00 1.84665526e+00 -2.95945746e+00 -2.25044636e+00 1.78534185e+00 -4.70681641e-01 -2.95129434e+00 1.82193225e+00 -5.07526795e-01 1.43182418e+00 -1.69095394e+00 1.13381364e+00 3.25819892e-01 2.01226802e+00 -2.79451244e+00 1.42971612e+00 -2.61517994e-03 -1.38639573e+00] Distance 7.871495049797786 Each least square approximations [ 9.89174557 3.3214405 -1.30596441 -1.39051294 -0.62249157 4.90355696 -0.92050411 0.21057154 -0.92261 -2.57027041 0.35138076 -0.81773773 1.29345209 0.46424796 -0.37807345 0.4470022 1.28160513 1.71777388 -1.07249922 1.09710556] Distance 7.969312947682071 Each least square approximations [ 9.84885692 1.04615232 -1.29033009 -4.42405292 4.17139722 2.45918326 -2.16345732 -1.26416629 2.20280245 -1.87004393 -0.56945741 -0.02241965 1.13192374 0.484381 0.37446192 -1.44643775 -2.84271889 -0.67244618 -0.59697818 1.30768505] Distance 6.833682944084808 Each least square approximations [-9.71913562 -0.92250843 -5.16117789 -1.47453659 3.49791031 -1.9528282 2.5730624 -1.04110502 0.55206062 0.5918899 1.184324 2.2442965 -1.3616222 -1.54820863 -0.7724265 -0.84272285 -1.06890861 -0.09825826 -0.17220121 1.99054288] Distance 7.2873276851105135 Each least square approximations [-11.15633676 1.00774364 -1.75114412 0.53213713 -2.83661765 -1.3370196 -2.41903438 -2.71739189 2.36144002 1.44083077 0.81650901 -1.45991772 0.9731481 1.52091081 1.10468435 1.41424279 1.03436943 -0.40820879 -1.05890861 1.05737557] Distance 6.81716956745335 Each least square approximations [-9.04849922e+00 -3.51078064e+00 2.66592347e+00 -1.10170561e+00 -4.38567896e+00 1.56854190e+00 -4.20182112e+00 -1.67872350e+00 2.85206848e-01 7.25440755e-01 3.85510121e-01 3.51793886e-01 1.27838334e+00 -9.15786477e-04 1.26575006e+00 -8.06927980e-01 2.11835459e-01 -3.67957589e-01 4.94223997e-02 -2.27421576e-01] Distance 8.311924427418628 Each least square approximations [ 8.23108253 -1.48268461 4.87049482 -3.80649305 4.77576704 0.21543246 -3.52513631 -1.63052466 -0.31165564 1.94275557 0.48078754 -0.08454781 0.15940648 1.72296989 0.36484635 -0.22473414 0.73397298 -1.13594026 2.18844185 -0.85244949] Distance 7.6188981498586275 Each least square approximations [13.72848184 0.23011693 1.19960289 -0.26023685 -0.19935757 2.20489649 -0.08628494 2.22254116 1.66239652 0.53897184 -0.88876515 -0.32809382 -0.40151949 -1.66369499 -0.1481168 -1.15523718 0.90723105 -0.75034458 -0.07366041 -0.04247915] Distance 3.0446428703765496 Each least square approximations [10.15160497 -1.29756218 0.98574809 -4.17787519 -3.37759459 -1.4125264 1.52554864 -0.22098658 1.65183174 1.58222757 1.05076218 -1.06618766 2.37616738 1.10147806 0.79912107 2.60884642 1.18067169 0.85728191 -0.57152993 1.11204188] Distance 7.373331024225039 Each least square approximations [-12.57391913 0.32227777 4.49266063 -2.52890433 -0.516295 0.64082607 1.34112162 1.78615809 -1.5167759 1.22290058 -0.0593179 0.15711169 0.01716511 0.17211517 -0.12653668 0.54905012 -0.2050084 -0.57550054 -1.23908397 0.04234286] Distance 4.716447696688568 Each least square approximations [-12.07935522 3.34829027 2.40910361 -1.77982967 -3.45978312 -0.58244312 0.53951786 -1.82064699 -0.86055528 1.7466254 -1.43776579 -0.194161 0.27411162 -0.76877174 1.13029817 -0.47780082 -0.05459055 0.59728677 -1.28269315 0.01916048] Distance 3.657172640466695 Each least square approximations [ 3.28378202e+00 8.42844759e-02 7.40685087e-02 -1.42669472e+00 -1.33216502e+00 1.52179689e+00 -3.04123263e+00 -1.86374731e+00 -8.90311365e-01 -3.33228131e+00 -4.01517307e+00 -3.52003040e-01 9.69844044e-04 3.56425824e-02 7.57623698e-01 -5.14065736e-01 1.10854425e+00 3.22972029e-01 2.03237041e+00 2.66115773e-01] Distance 11.886811494629397 Each least square approximations [ 6.39504536 3.57412821 2.77093465 -2.33439288 5.06345225 -3.01747069 0.15631943 -0.6436111 1.57661515 2.70705407 3.0842773 -0.07979498 -1.18703808 0.65797825 0.80855416 1.07036591 0.72054779 1.25199679 0.66307724 -0.78702232] Distance 8.795229679310793 Each least square approximations [-7.31876158 -2.30314812 -0.75091346 -1.89583217 -4.71711501 -1.97569902 2.91491784 -0.0700844 -0.48374776 -1.30207839 -1.59861461 1.94175975 1.74177365 -0.57831929 2.04301041 -0.84689304 0.54474698 -1.02326252 -2.46328817 1.07058977] Distance 9.094036746114963 Each least square approximations [-6.48767302 -4.11949464 0.74151007 -1.33570045 0.70251704 -4.09567237 0.92841623 1.11374372 -1.27099068 0.62529487 -0.07159498 0.2221877 0.02819559 -1.31322827 -0.91950871 1.80375147 0.51036745 0.6164688 -1.29572844 -0.87203903] Distance 10.664304920716356 Each least square approximations [-7.74560798 -0.71440449 -0.62008385 2.26574953 -1.54004632 2.47134954 1.47344901 3.23382096 1.81584935 -0.92561293 3.39710294 2.68963496 1.79649614 -1.36667278 0.75729242 -1.56142306 -0.82053684 0.76615295 0.24258775 0.56120332] Distance 9.255099058641123 Each least square approximations [ 7.71748421 2.74704364 0.97898961 2.34401669 0.72323728 -0.3723323 -1.11779867 2.30776188 -2.79448206 -2.71688015 2.4748286 1.44151618 1.43920268 1.27968631 -2.05249582 -0.22116824 -1.02129207 -1.04147164 1.34677695 -0.49771383] Distance 9.439723754439296 Each least square approximations [ 6.14422072 -1.39605744 -4.3423922 -3.5159951 1.24945792 -0.27811504 -5.4504571 -0.19140648 0.39738946 -1.22590133 2.6466155 -1.31928029 0.49730766 -1.12464106 -0.27337382 2.29998231 0.12013667 -2.11665241 -0.12508254 -0.18674095] Distance 9.018185119518481 Each least square approximations [ 7.51881838 4.14675326 -2.45902496 -0.2210816 1.36847987 -0.20110368 -2.61314217 -3.00926689 0.61419941 -1.71514541 0.30063306 3.14123145 1.96606543 -0.52387819 0.52583178 2.43426444 1.67123852 0.70101047 0.33557404 -0.39374685] Distance 8.981371457475479 Each least square approximations [-6.49131499 3.36777353 0.15538684 0.35184885 -2.16828328 -3.5755842 3.2699873 -0.82681418 3.74420891 2.74811792 0.59240199 -2.62255915 1.0851173 -2.62402296 0.82828243 0.82604349 0.61033392 -1.79293953 1.33046004 0.77980536] Distance 8.875281424534972 Each least square approximations [-6.92741639 5.4661979 -4.1387814 3.93851955 -1.44975887 -2.78758332 -2.4763937 3.06048349 -0.70011873 1.52945683 -2.12399504 -2.28898582 0.21358417 -0.1568698 0.51774487 0.9155315 0.02293823 0.99143449 -0.42741109 1.28050218] Distance 7.754671524206264 Each least square approximations [ 9.75296327 -1.16299144 -0.8645532 -1.98954487 -0.82024954 2.19169721 -3.62509183 -0.76649975 1.38597685 -0.7502882 -2.56475814 0.6354785 0.07007227 -0.87034496 1.25878042 -0.68733302 -1.16327498 -0.52447251 -0.22634013 -0.36914416] Distance 8.837096280117498 Each least square approximations [ 9.85085351 0.64040618 -3.1785577 -3.5550833 -0.85085991 -0.66693031 0.46928979 -4.56550703 0.03191553 1.98142197 2.67678309 1.07621662 -0.59188139 -1.30032049 1.06286125 1.27846457 -0.24284386 1.62313984 0.28841067 0.01819249] Distance 7.093791426476201 Each least square approximations [-11.23228409 -6.24512603 0.99384457 -2.15428578 0.67490068 3.34261552 0.0638979 -0.15083249 -0.30909997 0.17417336 1.07472814 -0.39879662 -0.3737353 -1.29433732 0.23998925 -2.04690299 0.16527564 0.52347568 0.36756911 -0.53319147] Distance 4.680369479431262 Each least square approximations [-9.7291944 3.18682092 0.34964663 -1.84281055 -2.53094875 1.14927249 0.14210878 1.30909031 0.56195568 0.23460116 0.87897641 2.40557283 -1.12242422 -0.17608928 -1.58948343 0.71669005 1.05296706 -0.76174741 -0.60130941 -1.63910853] Distance 8.876301805683942 Each least square approximations [-10.11785595 -3.15770751 3.11097178 1.69165148 -1.37660532 0.70481393 1.0192245 -0.85070646 -1.84636396 -0.56182179 -1.7550297 -0.91576609 2.6577724 -0.93751709 0.53251177 -0.36469805 0.4845033 -0.6948164 1.39325812 1.55595259] Distance 7.9031739754279755 Each least square approximations [ 9.08623101 -2.54084951 3.37638367 -0.65395258 2.80676286 -1.70674514 1.44778834 2.05955332 -0.27417036 1.56595806 0.0228782 -0.09986696 2.1931133 -0.97655471 0.87351423 -1.11821058 -0.98205987 -1.91380458 -0.65263893 1.7804395 ] Distance 8.721768600364815 Each least square approximations [ 8.78679692 3.24658646 1.47423749 -1.69337758 2.98804223 -1.25945562 -1.37385695 -0.57047913 -0.51569426 -1.78527229 4.07945794 -2.80386592 1.21789847 1.49738966 -0.6943546 1.48523202 -0.4535003 -0.35420233 -1.22970645 -1.18389425] Distance 8.333491163645173 Each least square approximations [10.42951822 -1.0021809 -0.19463065 -2.36864901 3.93528157 0.13850223 -1.09451003 -1.54360681 0.91066484 -0.83487436 3.24503534 0.86194488 -1.85225373 -0.57053224 0.73253356 0.82806223 0.95242495 2.18337163 -0.95294727 1.73780121] Distance 7.11930354844162 Each least square approximations [-9.84429488 -1.55238063 -0.1662514 1.64534743 -1.81196727 -0.51427228 -1.81223457 -0.80128967 2.75626687 3.31379368 -0.3238944 -0.70891849 2.56062267 -1.73762986 -1.59429406 -0.95666978 -2.7181413 0.55444975 -1.70304469 -0.98311443] Distance 7.698611132795583 Each least square approximations [-6.89978795 4.319195 -4.75687142 4.53212319 -0.50762123 -2.31106144 -1.83891104 3.43808374 -1.73963646 0.77592067 -1.8159153 -0.98160241 0.61723468 0.46150181 2.77947458 0.67760319 -1.93456921 2.06685546 -0.12553514 -0.72172718] Distance 8.024630315730983 Each least square approximations [10.38300854 -0.83799581 -0.77669841 -1.26042114 -2.07147716 3.33248554 -2.8727542 -0.7477582 0.23685522 -0.44367446 -1.80362735 0.12857147 -0.59355741 -1.16420666 0.75661552 -1.04986464 -0.99574711 -0.87799756 0.91711852 -1.30248693] Distance 8.586663420939692 Each least square approximations [ 9.7177198 0.62704884 -3.61841614 -4.01523433 0.23637594 -0.96100965 -1.05197827 -2.89610399 -0.37923861 1.59571514 1.2360774 0.67438422 0.24192273 -1.12545869 1.0555257 -0.19731044 -0.17935936 0.19943513 0.06421913 0.22011009] Distance 8.834798475006378 Each least square approximations [-10.93682206 -6.29069365 -0.60860369 0.19590773 0.37722019 3.58885802 1.09373476 -0.80159169 1.03516715 2.44906615 0.5321384 0.93566247 0.46158281 -2.25368075 -1.40698658 -0.30490505 -0.11408854 -0.26909671 1.32041838 0.28113987] Distance 5.28086529868294 Each least square approximations [-9.64896023 4.25787749 -0.60988387 -3.33254221 -3.22677606 -0.04560373 -0.96994428 0.89749603 1.09464137 1.05403239 1.45084831 2.4559771 0.4953998 0.20594104 -1.18940789 -0.37121793 0.18219368 -0.56466278 -0.96385788 -0.66201348] Distance 8.424320682637893 Each least square approximations [-10.59606009 -2.14227256 4.27563423 0.77994692 -2.52860743 -0.06897171 -1.06471502 0.79889635 -2.6569007 0.70738878 -3.31695869 -0.57283211 0.83170692 -0.63846548 0.36426733 0.48479176 0.40406046 -2.09537738 1.31600829 1.62953163] Distance 6.827979645196367 Each least square approximations [ 9.07574011 -3.23803826 2.21462022 -2.14716486 3.19989111 -0.8228876 0.75316515 1.35300021 0.96626366 1.94525431 -0.13965339 -0.91099085 2.32926483 0.12804901 0.27953417 -0.57353016 -0.7612281 -1.32046655 0.17141794 0.28915062] Distance 9.503146302564613 Each least square approximations [10.18682893 2.62004635 0.75191412 -1.48346362 3.18390563 -0.81358844 -0.97710986 -1.4166112 -0.72670757 -1.08597447 3.71445946 -3.27650083 2.36269545 2.64541614 -1.3565823 0.65784944 0.39499979 0.10117617 0.35911919 -0.36940301] Distance 7.152393124911134 Each least square approximations [10.45377459 -2.64041325 0.02011458 -1.76876898 3.27215922 -0.77191224 0.36103846 -0.94004411 3.55525684 -0.84152328 3.8778253 1.04514999 -0.91649496 -1.36706671 0.5858584 2.08532993 0.15618989 0.66131732 -0.55795895 1.22337642] Distance 6.9998394049477435 Each least square approximations [-10.58181443 -3.12680927 0.67038435 0.45135734 0.59345698 -3.21596993 -0.59531256 -0.42473517 1.04204799 4.3031974 -0.56516958 -0.48728581 2.30006133 0.67002682 -0.33631727 -1.38595702 -1.34300195 -0.07693691 -1.29419924 -0.80778784] Distance 7.358004639773814 Each least square approximations [-11.09519299 -3.10235118 3.36332506 -0.79091032 -4.04598899 -2.21299816 -1.67422766 0.13604362 -0.4443479 1.78299768 0.74448986 1.46885177 -0.147766 -0.80486149 3.00392546 0.52141614 -0.23594166 -0.04053149 1.4989224 0.74060283] Distance 4.460578071335111 Each least square approximations [ 2.0800293 0.50388005 -0.27487118 -1.71277386 -2.20198039 0.76255757 -0.34853295 -1.25420353 -1.60112363 -3.16415048 -2.35489404 -0.62836635 0.70287226 -0.7751121 1.02575485 -1.60421898 0.11933325 0.40512917 1.63658932 -1.31309022] Distance 12.846222380127545 Each least square approximations [ 4.79715325e+00 4.24543531e+00 4.89053963e+00 -2.95760623e+00 3.21489163e+00 -3.81049095e+00 3.62452991e-01 5.87702852e-05 2.98484377e+00 2.00786709e+00 2.93626273e+00 9.05163054e-01 -1.75668823e+00 1.23230397e+00 9.60478608e-01 1.11815335e+00 3.72754682e-01 9.52593386e-01 1.83668223e+00 1.08024213e+00] Distance 8.609488394701655 Each least square approximations [-5.29616292 -1.22843644 0.13127021 -1.81218369 -4.06824635 -2.09652362 4.06418024 0.40368517 -0.05573777 -1.2355046 -2.18742251 -0.601375 0.09778078 -1.53079631 -0.37712964 -0.39895239 1.54279788 -1.19708045 -0.79772804 0.90228729] Distance 11.06692311929753 Each least square approximations [-3.54798065 -3.49470063 1.93227339 2.00996958 -1.15007358 -3.17451991 -0.54922202 -0.4564071 -1.97942707 -2.31850153 -0.15541311 1.21659888 1.58619034 -0.28289471 0.10931035 0.8875183 0.79902583 2.04276856 -2.21949477 0.66166024] Distance 11.777235579566156 Each least square approximations [-5.53026956 -0.27311683 -2.41469776 3.34245936 -2.5572051 2.74276911 0.16651415 4.19154627 1.97297791 -2.61460633 1.13827012 0.9645474 1.95945153 -0.36771271 0.28110387 -2.27971061 -0.31108204 1.01174362 -0.2582433 2.03107456] Distance 10.03588413593755 Each least square approximations [ 5.5054995 5.01060547 -0.4403106 -1.02534926 0.25719047 -2.29420161 -1.47170924 1.68326026 -3.29107022 -0.99892038 0.69816918 2.58654754 1.19951853 2.21366703 -0.86659715 -0.74714892 -0.42162919 0.68951791 -0.95682828 -0.41959552] Distance 10.590869059587565 Each least square approximations [ 4.75703746 -3.21669526 -4.65294203 -1.69178703 1.97680687 -0.80281835 -4.10344211 1.94360024 0.50796613 0.61381562 3.10616079 -2.61633328 1.56152394 -0.80004273 -0.39851376 2.9669378 1.05103177 -0.74375839 -1.64141833 1.15037471] Distance 9.489823114611806 Each least square approximations [ 4.07283441 3.59879755 -1.05214873 -1.54137637 0.15813968 0.32366765 -2.42042074 -2.78599211 3.17343825 -2.95363611 0.6281937 1.31219185 -0.05563982 -0.76263112 -0.23319094 2.55935872 1.67758129 0.62240182 -1.41748024 -1.3444766 ] Distance 11.210076963987163 Each least square approximations [-3.53503337 3.06642622 0.98348879 -1.89995272 -3.05378914 -4.11202585 1.6749653 0.33628577 0.41353272 3.30929247 0.75784505 -3.1485796 2.45203705 -2.97872431 0.41570288 0.31991218 1.75758524 -0.5057545 0.53784667 1.0779476 ] Distance 10.505268781141773 Each least square approximations [-5.61891849 3.67773974 -7.7405205 4.23138959 1.68692844 -3.26234964 3.09402149 3.22285779 -1.68514949 0.53068121 0.08610364 0.37736401 0.95661669 -0.72166584 0.43464861 0.38854491 -1.84100952 0.97946896 1.22281005 0.82554567] Distance 8.44556018802461 Each least square approximations [ 1.49224957e+01 3.10515471e+00 9.62952369e-01 1.10927240e+00 -2.36253256e-01 6.91624411e-01 3.52980366e-01 -3.51800679e-01 8.85612683e-01 5.48204195e-01 -6.00345153e-01 -1.18592057e+00 2.37681201e-01 2.09120474e-01 -1.64628056e-03 2.41091248e-02 -2.88912326e-01 -6.35543139e-02 -1.17997541e-01 -6.61453986e-02] Distance 0.9722496627278597 Each least square approximations [ 1.09530349e+01 -4.23345982e+00 -4.91609654e+00 -2.98443933e+00 1.45511945e+00 -7.16727344e-01 -1.45862765e+00 -3.54329576e-01 7.80519205e-01 -2.25111910e-01 4.85104136e-02 1.67529928e+00 1.34866643e+00 -3.47161818e-01 1.87385936e+00 -2.81273710e-01 -5.48477468e-01 4.11543052e-03 -3.66339391e-01 1.29098126e-01] Distance 7.346153241531946 Each least square approximations [-9.31765897 -4.25158218 -6.45515788 0.40744873 2.56292941 1.84541695 1.39628948 0.18022288 -0.10017582 -0.73466903 1.03901443 0.76052993 -0.59083665 -2.18030954 -0.5662624 -0.17439345 -2.72758131 0.80442462 0.91877777 -1.34595441] Distance 7.885203676551819 Each least square approximations [-11.40394828 5.12808536 2.83701605 -2.02057997 -4.71270756 -1.12272082 -0.84796577 -1.5107655 2.82894701 0.8863908 -0.37023835 -0.68072645 0.68402939 -1.91017076 0.69026149 0.10215077 -1.18246312 1.02945456 -2.04042403 0.7709666 ] Distance 4.807084607260908 Each least square approximations [-9.92345621 -2.00378725 6.96046161 -1.05644563 -2.54766311 1.53495914 -2.48258839 -1.65685012 -0.06954561 -0.74838403 -1.40804572 -0.93131869 0.64072513 1.3799788 0.53266711 0.38804342 -0.62082941 0.52141216 -0.17697382 -0.21000405] Distance 7.909525222426275 Each least square approximations [10.58185377 -3.35697486 3.91889339 -4.39679165 2.74554513 0.97852811 -1.96410515 0.88375171 1.44390566 3.21042064 -1.55676872 1.09066639 -0.05284908 -0.61020867 1.66020362 1.46139596 0.21611516 -0.67099601 -0.46940502 0.94684348] Distance 6.731446547927722 Each least square approximations [10.67983767 3.49121137 3.78991868 -3.2446991 4.23793605 0.80774655 0.92349113 -0.51089563 -0.64739938 -2.29872273 1.27464919 -1.01728272 -1.24479951 -1.05293637 -1.48200302 -2.23354783 -0.04745614 -0.66881506 -0.08778103 -0.57872983] Distance 7.0287211484307335 Each least square approximations [10.51892679 -5.27187525 2.09647562 -5.13677394 0.03353231 -0.82656274 -2.21294671 0.53263546 0.73458303 1.67400084 3.07213868 -0.11643458 0.16370776 0.899238 0.46641207 0.82039905 -0.60529896 0.07155135 -1.40316804 0.95819599] Distance 6.811853211635381 Each least square approximations [-11.14983976 -3.69400937 3.57310765 2.82823656 -2.09459306 0.52626521 -2.73168941 0.72222336 0.23112537 2.31533282 0.42653272 -0.81728143 -0.86434073 2.30960052 0.16257758 -0.15929274 -1.43593702 0.22408509 -2.40746822 1.32973394] Distance 6.76864787150647 Each least square approximations [-10.93373681 8.28580309 0.92670752 2.04592027 -0.54028659 2.75295529 -1.12849287 -0.49399664 0.66865054 -0.15703734 0.4849856 -0.04050711 0.20099892 0.12195701 -0.14254996 0.61040384 1.3208784 0.41889204 0.64357488 0.16029259] Distance 3.0526592371231773 Each least square approximations [ 5.01362114 -1.54284833 2.71344627 -1.60588367 -3.43770012 2.03723646 -4.46201146 -1.0196273 -0.29171246 -0.87814336 -4.10271098 0.65256452 -0.86928117 0.33321552 0.79349239 -1.05092626 2.77132288 0.21997291 1.19694549 0.96577679] Distance 10.501651504747423 Each least square approximations [ 7.56602298 2.19288744 0.86743124 -2.30636163 4.66373354 -1.9309699 0.33155474 -2.07933897 -1.14592581 4.50303177 2.46653557 0.25201123 -2.54968667 -2.51593545 0.40668953 -0.35767916 2.39016445 0.56795326 -1.44540338 -0.83522358] Distance 8.230887723570712 Each least square approximations [-9.01535782 -2.92652865 -0.81622929 -1.12406199 -5.47630327 -0.34026807 0.69139471 0.16632735 -1.77378081 -2.29792229 -2.63107507 1.88116811 1.97606003 0.32157524 2.62348994 0.78907485 -0.59544592 -0.24879225 -2.73889519 -0.51937502] Distance 7.382258106662591 Each least square approximations [-6.97539461 -2.03813848 0.52059297 -5.75181079 0.47843715 -1.44325042 1.55194491 2.83163789 1.48745997 -1.31283904 1.31649946 0.67309552 -1.13320442 0.29889789 -1.18206221 1.68498526 -0.23857355 2.25300319 -0.30024475 -1.24381025] Distance 9.902728968375444 Each least square approximations [-9.70200897e+00 9.74896230e-01 1.43386973e+00 -4.91715130e-01 9.08518977e-01 -3.30617812e-03 4.01983485e+00 1.76983337e+00 1.68754453e+00 -1.06273738e+00 1.24369242e+00 2.63015109e+00 3.22236994e+00 -1.63609639e+00 1.42835816e+00 3.70021959e-01 -3.06779885e-01 1.21464882e+00 -1.30017069e+00 -1.85501585e-01] Distance 8.185469634139386 Each least square approximations [10.77288817 -0.68980963 -0.71100594 4.48131184 -0.88285924 0.08759532 1.64328703 2.04289602 -1.75538228 -0.91672929 2.56189206 0.57984958 0.39738152 0.66475369 -0.60502596 0.53483662 -0.76451178 -0.83279453 0.96262341 0.18616998] Distance 7.508489452739821 Each least square approximations [ 5.67619691 1.35008805 -1.97561807 -3.76942985 0.94898649 -0.14890818 -3.75873657 -3.79356109 1.09403355 -1.25070072 2.99798456 -2.26519524 -0.60379621 0.35006509 -0.03082677 2.63522055 1.47524169 -1.62231862 0.16211153 -0.3402914 ] Distance 10.227950122477877 Each least square approximations [ 8.68145698e+00 3.10471086e+00 -4.47412038e+00 -1.31302089e+00 3.61165446e+00 1.51280609e+00 -4.04448637e+00 -5.33105662e-01 -2.44287793e-01 -7.83772826e-01 2.65556612e-01 3.17841621e+00 9.60838456e-01 -1.50948732e-01 3.07168845e+00 1.36605852e+00 -7.80345600e-01 2.94430707e-03 5.68990712e-01 7.42491309e-01] Distance 7.222735103467375 Each least square approximations [-6.88227539 1.06489779 -1.46094213 3.95839377 -0.39937577 -3.61392011 2.19722589 0.54763345 2.65550887 3.72758039 -1.84415476 -0.02998161 -0.46050657 -2.39210561 -1.54626394 1.45696098 -0.70721717 -1.70079492 0.70018955 1.83468848] Distance 9.421965244405962 Each least square approximations [-7.90591903 -0.02394283 -4.1270626 -1.24478631 -0.6835696 2.16015385 -1.36852087 3.67224263 1.96169327 4.46913055 0.39973487 1.72749058 -1.83538429 -0.05228864 -1.49055049 1.90256728 -1.34295564 -0.48279566 -0.85247077 -2.55030672] Distance 7.317722130429633 Each least square approximations [ 4.54194895 1.70519722 -0.135746 -0.6729515 0.04618577 2.14489848 -1.32453681 -1.48536609 -3.51526467 -0.99002515 -2.432201 -0.97494969 0.55804691 -0.24707965 0.71600753 0.8371363 0.49979214 -1.69517291 -1.08688553 0.46191359] Distance 11.903512723874947 Each least square approximations [ 6.31137389 3.62430064 -2.59523406 -2.78609504 1.74363668 -2.54143984 0.73747593 1.59852221 1.48985693 -0.03781416 2.70798694 -0.51489414 -2.10235289 0.67391589 -0.67178668 -2.75430939 -0.7207606 0.06856104 -0.71087212 3.27217154] Distance 9.275785888423433 Each least square approximations [-10.15567736 3.6024664 0.39943554 3.50339733 -1.77920409 -4.97582135 2.78569895 0.66404666 -0.47769638 1.31656099 1.91029892 -1.50541579 -0.03480729 -1.85791401 0.0293778 1.6778867 0.67072987 -0.0353236 -0.57987555 -0.41028786] Distance 4.56030704045381 Each least square approximations [-4.55134823 0.04989773 -0.45260024 -2.09415871 -0.49037142 -0.67385415 -3.57152629 -2.27167414 1.27528669 1.29446439 1.54716222 0.16150438 1.14278169 -1.14360076 -1.02503392 1.69644255 1.95444136 -0.52455949 -0.51945313 -0.11106627] Distance 11.832705421591463 Each least square approximations [-7.76191213 3.51753412 -1.61334032 -3.26524913 -3.74402336 2.36510267 -3.01957837 0.88190265 0.50249289 -3.50008635 -0.0961349 1.76603982 2.67468783 -3.3149435 0.61748471 -1.7058939 -1.14231413 -0.33722036 0.0591486 2.05883217] Distance 6.515700123683474 Each least square approximations [ 5.6196833 0.90083446 0.02440068 -1.5835768 2.7068589 3.58401473 1.31826113 -0.47690494 -2.74050535 1.07463177 0.52481543 3.4360054 -0.06329273 1.17423397 0.32494887 -0.42298089 0.55207053 0.46716913 0.21309624 1.30198728] Distance 10.902148982587317 Each least square approximations [ 7.02972293 0.15442175 0.9621307 -0.29112527 -1.58459986 -0.80633016 0.08714542 2.30693589 1.26385974 -0.48891649 2.23783728 0.55813741 -1.7116342 -0.57575612 -2.52772745 3.08268387 0.65173928 -0.69487471 0.73776009 1.60292289] Distance 10.549887740730494 Each least square approximations [ 6.97957784 3.0867041 -2.10211003 -2.3596112 0.98338444 -4.13505119 0.17925445 -0.82599781 1.95335097 0.80406749 0.88585094 -3.84006056 -1.033001 -0.45425985 -0.00879364 0.90921808 -0.59531712 -1.78581931 0.20311915 -0.82261668] Distance 9.33858289884674 Each least square approximations [-6.2832429 -0.38574762 3.97389812 -2.49009779 2.09432685 -1.26166631 -0.2181399 -1.80285506 2.00550726 0.75160551 -0.73947489 0.28624921 -0.60104094 -0.59361777 -1.93351291 -2.36101005 1.89415192 -1.90524127 -0.40819348 -0.81921797] Distance 10.314007092442184 Each least square approximations [-7.40251065 -1.3187597 -6.24132699 -1.01882873 -1.11425112 1.60682507 -1.79601731 1.88217543 -0.16362406 2.73179342 -1.0728015 2.17181377 -0.81183176 1.36132606 -2.7899482 2.71745325 -0.68330122 -1.57105316 -0.13605061 -1.63084399] Distance 7.661505414586636 Each least square approximations [ 5.2261853 2.52818276 -0.61394307 -1.16512115 -1.11233812 2.16898639 -1.18408 -1.89591023 -4.24809072 -0.70679912 -2.11664657 -1.06791472 0.57606679 -0.45988385 0.19308625 1.08801816 0.9959799 -0.1817911 -1.57675542 -0.54414335] Distance 11.240741158908842 Each least square approximations [ 6.22443085e+00 4.15184313e+00 -3.09429531e+00 -3.24178727e+00 2.37238158e+00 -1.38683618e+00 -9.02752481e-01 1.75558280e-01 2.97876442e+00 -4.45235925e-03 2.04031647e+00 -9.05033150e-01 -1.66154988e+00 3.15636526e+00 1.26348768e+00 -9.48981953e-01 -1.32863381e+00 -1.33052473e+00 -1.98556792e-02 2.98938231e+00] Distance 8.744121365838534 Each least square approximations [-10.36322027 4.55799706 -0.01866671 0.46586182 2.51243467 -2.1213879 3.7799131 2.4789007 0.57773833 -0.88699002 1.10233529 0.32908088 0.7993332 -0.04172067 -2.04502305 2.14128925 -0.39586851 -0.64670387 0.80464572 0.93067884] Distance 5.3754164935686655 Each least square approximations [-5.74718615 -0.24050314 -1.50944416 0.03044324 -2.8641505 0.14930366 -3.18470158 -2.04407872 0.98745787 1.26478858 1.28167568 -0.34641778 1.5789391 -0.45884691 -0.88590019 1.33242172 -0.48692523 -0.96499196 -0.18510839 0.41454557] Distance 11.557711219524105 Each least square approximations [-8.3879626 1.29080207 -2.38636949 -2.97490668 -3.36979275 2.24135659 -2.06356585 -0.09280974 -1.64256556 -1.56928726 -0.98278353 0.55429787 0.65761996 -1.0793762 0.32264445 -4.13382357 0.11749271 0.46535151 -0.94777232 2.09577367] Distance 8.031816447078114 Each least square approximations [ 5.51653434 1.60340725 2.31444551 -3.6222518 2.46622007 3.17124053 3.30334404 -0.69136332 -2.55087906 1.96199464 0.92737552 1.62420466 -0.83071635 2.21237759 -1.04554326 -0.52211689 1.55475257 -1.79047261 0.48659293 0.81002479] Distance 9.805074466786131 Each least square approximations [ 8.11935369e+00 -2.28655181e-01 6.76487669e-02 -4.68992191e-01 -1.01804339e+00 5.50643857e-01 -7.17437957e-01 3.08003389e+00 1.91341685e+00 -6.43918362e-01 2.25986046e+00 5.91404510e-03 -8.66643045e-01 -1.89152147e+00 7.67825898e-02 2.30673808e+00 1.24317912e+00 -3.00907130e-01 1.46623060e+00 9.87651977e-01] Distance 10.066193100863524 Each least square approximations [ 7.42248398 2.95412559 -2.4144187 -4.24171568 -1.75625569 -1.55302269 1.26193707 -1.47147039 1.21469414 -0.51450169 0.26170469 -4.27064087 -0.85830481 0.89785725 -0.15838902 -0.53785797 0.03080938 -0.72871133 -0.97628616 -1.84658478] Distance 8.875523991361497 Each least square approximations [-7.49410601e+00 1.69168983e+00 3.16144905e+00 -2.42914113e+00 -8.75475522e-01 4.86619415e-01 -7.31687758e-01 5.51246199e-01 9.69471019e-01 6.90109663e-01 -8.64441625e-01 2.92784247e-01 -5.08279770e-03 -3.16933061e-01 -1.40419194e+00 -2.01567674e+00 3.45776891e+00 -1.88159029e+00 -1.55546483e+00 -6.16193631e-03] Distance 9.970362556518504 Each least square approximations [-8.59910381 6.54714285 -1.28497442 2.62964702 2.59456737 2.96342903 -2.9450378 3.99090461 0.62422568 1.72915 1.70837257 -0.77777631 -1.70401609 -2.55661292 -1.28384008 0.05129691 0.26799498 1.84451416 0.59821166 2.26411427] Distance 4.50206174818298 Each least square approximations [ 6.67781084 -1.09528818 1.81923779 -0.81678893 -0.9343256 0.59241143 -3.58150325 -2.29102407 -0.80081967 2.21658925 -2.45898001 0.82351014 -0.48885935 -2.1942318 0.55176076 -1.09559939 2.44649888 -2.02383973 0.48144006 0.74108268] Distance 10.674326397128658 Each least square approximations [ 7.65796633 0.31832209 -2.01814048 -2.63962583 0.81942272 -2.44244068 0.82805648 -2.2645011 -1.76164826 4.94178464 1.16749358 -0.27031591 -1.61364447 -1.73718455 0.67534697 -2.51173119 2.12323416 1.4833657 -1.24871144 0.25488344] Distance 8.988535627887362 Each least square approximations [-9.76711685 -0.90429301 -0.62293222 1.56702627 -4.51227903 1.3359542 -1.71796515 -0.12645762 -2.82062699 -2.01925618 -2.88183641 -0.80511317 1.84089992 -1.97494094 1.49755207 0.81060827 -1.29177497 0.62163427 -1.54661376 -0.50217298] Distance 7.257070895893119 Each least square approximations [-6.27551069 0.13799084 2.60576179 -5.16639009 -1.41182996 0.01293296 0.63922322 1.06465414 1.83443528 -0.57565591 1.91712535 0.81316378 -2.13258496 -1.68768266 -0.67913307 1.23802126 0.33645907 1.95690616 1.04145854 -1.35008921] Distance 10.58391353286151 Each least square approximations [-9.39013817 3.48608897 1.7139528 -1.87371947 0.78936047 0.3067258 2.59124983 -1.15829026 1.07727632 -3.62378641 -1.48225267 0.54118898 2.964174 -2.21290942 1.19819781 0.89659424 -1.12583093 0.03838303 -0.35403969 -0.55755233] Distance 7.921554364448481 Each least square approximations [10.39135076 -1.51483389 -2.47067936 2.49323999 0.21550636 1.56757482 3.20068884 0.74015712 -3.55080294 1.73835022 -0.29808664 0.88110146 0.95092372 -1.20615889 2.75954228 0.3436141 -1.42852181 0.54690463 -1.15437201 1.13445819] Distance 6.7284858503809595 Each least square approximations [ 4.17128221 2.63103443 1.468766 -3.09723436 1.36699593 1.3752716 -1.26686985 -2.64252098 0.48962757 -1.19502763 3.52448471 -2.51096843 -0.60206903 0.72784521 -1.05004795 1.9138008 0.77655526 -1.12972047 -0.83216706 -0.14547434] Distance 11.64669433007238 Each least square approximations [ 7.39213403 3.51361464 -3.23178121 -4.18953671 4.95584919 -0.24463751 -4.33194211 0.19393729 0.44740193 0.50942162 2.42783513 0.85449729 -0.80896604 1.10647943 0.72548784 0.91280351 -3.14775508 -0.49453337 0.47814925 0.8731996 ] Distance 7.268755886246702 Each least square approximations [-5.5342841 -1.07629414 0.41569161 2.66967348 0.10712149 -1.64474239 0.17829721 0.29976213 2.15062822 3.85936521 -0.4102878 -0.01573293 -0.5210156 -1.20052868 -3.20861878 0.86883514 -1.34076534 -2.01767003 -1.35979861 1.37107753] Distance 11.346227710807732 Each least square approximations [-5.66412157 3.66815906 -7.50134297 4.20871207 1.53375661 -3.29268274 2.71930987 3.054262 -1.68306427 0.45608722 0.22139245 0.06512611 0.9427238 -0.65697139 0.58179917 0.46805308 -1.75092218 0.95764346 1.43304189 0.74890035] Distance 8.947166648996989 Each least square approximations [15.16794522 2.94923146 -0.10729696 0.69885281 -0.89093043 -0.03701069 0.24986743 0.13907183 0.35621643 0.23071751 0.08370168 -0.24473479 0.12495291 0.27207994 0.49575863 -0.0744888 0.04766882 0.05569653 -0.10052648 0.11781393] Distance 0.5483204031359579 Each least square approximations [11.02566621 -3.79117178 -4.62712925 -2.96470941 1.20459781 -0.59020592 -1.72934317 -0.4063613 0.6867599 0.09793016 0.15031605 1.80950288 1.6770631 -0.16762727 1.90200864 -0.45607314 -0.51223778 -0.13887688 -0.14810846 0.30838129] Distance 7.689144639954443 Each least square approximations [-9.29547722 -4.39434116 -6.19271067 0.1769341 2.46245964 1.92021652 1.44535849 0.11248188 0.10696784 -0.42809357 0.90901381 0.77196943 -0.78564733 -2.21611498 -0.44194439 -0.04329647 -2.78775506 0.61412579 1.04681213 -1.35312452] Distance 8.166489485344266 Each least square approximations [-11.31517068 5.46047847 2.77559568 -1.74648565 -4.78625213 -1.67190943 -0.66518408 -1.42559919 2.94620446 0.6343017 -0.08178472 -0.84179945 0.6312379 -1.72915 0.7836284 0.43221573 -0.99661183 1.1169943 -2.34019075 0.70423831] Distance 4.698569608036099 Each least square approximations [-9.92934595 -2.17927697 6.861839 -0.96717224 -2.39532775 1.36645949 -2.63673527 -1.24563272 -0.46270324 -0.81575052 -1.39318032 -0.97735676 1.04506382 1.48310979 0.51463597 0.38936959 -0.45315365 0.3951035 -0.08379815 -0.33768732] Distance 8.100782825102105 Each least square approximations [10.67154655 -3.10251176 3.88954752 -4.13828341 2.64714588 0.55003593 -1.9992132 0.55928326 1.47571837 3.31653247 -1.81103744 0.84796977 0.14027143 -0.42186137 1.59654078 1.77802535 0.40628773 -0.97212666 -0.36475806 0.89657411] Distance 6.967590658047187 Each least square approximations [10.93636639 3.59605509 3.60671475 -2.51510846 4.05266656 0.40718666 0.68987624 -0.55699354 -0.62582263 -2.23548188 0.84467789 -1.39747952 -0.78679403 -1.16669161 -2.0178533 -2.22168072 0.24849936 -0.95963764 -0.06440478 -0.78628915] Distance 7.152974891171108 Each least square approximations [10.57236351 -5.17785085 2.25998484 -4.80671179 0.09745529 -0.41092744 -2.29480649 0.54009261 1.20701098 1.57063098 2.90541778 -0.06314427 -0.02068175 1.29534863 0.45146313 1.06262465 -0.52435133 0.03578377 -1.5327644 1.39169002] Distance 6.970164308809545 Each least square approximations [-11.34874198 -4.23314475 3.10909882 2.37061319 -2.53730237 0.32588419 -2.56034833 0.95408553 -0.1824169 2.24168051 0.68486073 -0.85706385 -1.334799 1.99286629 0.30628708 0.23543246 -1.55820472 0.01675627 -2.27854158 0.88717144] Distance 6.66920240268999 Each least square approximations [-9.18769923 -3.92934386 7.74511713 0.1059959 0.39546594 1.11663993 -2.06594994 0.33560511 -0.88078694 0.38553799 -0.51523601 0.20752808 -0.40607931 -1.68328397 -1.53938177 -1.35369509 0.48717892 1.59358781 1.12244447 -0.02051995] Distance 5.229410575391348 Each least square approximations [-0.31748596 -2.78662494 -0.91251391 0.38876191 -2.35329625 -2.2714536 -0.12288026 -0.00519105 -1.40315792 -0.11453929 -2.72473318 0.23668485 -0.98129359 -0.90388018 0.41538971 -0.58207335 -0.07788773 -0.82547658 1.83744234 -0.09817927] Distance 13.040851057470435 Each least square approximations [ 1.26587607 2.11255294 4.02073857 1.12513551 1.21620595 -5.75331735 0.968922 -1.43259415 2.60932186 4.52505917 4.71032826 0.22307617 0.6509009 1.25773276 -0.78199085 1.33147754 3.07633707 0.2124443 1.97226404 0.36308443] Distance 8.771677417393619 Each least square approximations [-3.04457345 0.71952567 3.68611022 0.4613172 -6.81242532 0.68441931 2.02878679 0.38570499 -0.85312636 -0.64493311 -0.45083185 0.84120084 2.00843003 -1.47331512 -0.31103284 0.10916975 -1.06918013 0.74232233 1.17822478 0.04430765] Distance 10.921140258959078 Each least square approximations [-3.39578502e-03 -2.07051454e+00 1.21007066e+00 4.93493279e-01 -4.95403018e-01 -5.63265474e+00 2.91814005e-01 3.52743381e+00 -2.44571981e+00 -2.95438042e+00 9.40205097e-01 3.04280883e+00 6.20960774e-01 -2.68271479e+00 -9.40092889e-02 8.54335121e-01 1.08850249e+00 1.64430818e+00 -1.03234543e-01 -6.15767950e-01] Distance 10.840009228485284 Each least square approximations [-3.60745901 4.63311392 -3.00668481 3.59918911 -0.07229086 3.05790932 2.56990116 5.05140465 -0.45929126 -2.03838954 1.7620865 -0.98521081 1.52700002 -3.33008039 0.1130534 -0.71923388 0.90889628 -1.10784164 0.14030329 1.07886864] Distance 9.048330857579028 Each least square approximations [ 2.93893237 5.78680561 -4.50155287 0.53639703 -1.93722257 -2.31952874 1.66960625 3.07247112 -3.75924279 -1.65673661 -0.58928317 0.20870916 -0.10203612 0.51988249 0.13147712 0.68471699 -0.61150103 -0.67799249 -1.07312809 -0.20881364] Distance 10.06742835980676 Each least square approximations [-0.95821378 -0.04764663 -5.67362038 -1.58853665 0.96950458 -1.53452363 -5.41882727 0.16724958 -0.15066085 -1.08335179 2.67613558 -1.81880992 1.36322121 -1.01779098 -2.25028427 2.31780228 2.72051241 -0.96449485 -1.00715028 0.95060446] Distance 10.093911437059353 Each least square approximations [ 1.70463079 4.60755679 -2.58033308 1.19834963 4.45120528 1.03115236 -1.98104905 -5.18641204 3.12014593 -1.21754926 0.35330783 0.5762352 -0.20947339 1.34765893 -1.78677279 0.21675415 -0.33574234 -0.50892028 -0.62357392 -0.77079939] Distance 10.168320490931906 Each least square approximations [-0.79694267 0.90228815 -3.75084298 -1.42312796 -1.85690852 -4.19855261 1.02599392 -1.10571768 2.65242941 0.7932332 2.74761792 -3.37959069 1.04782306 -2.52338676 -0.55659431 -0.16845088 2.17277756 -1.42291093 0.51568601 0.43833922] Distance 11.086729302149848 Each least square approximations [-3.31248539 3.33831207 -0.95108453 1.69384462 1.22395887 -0.62272609 0.26644295 -1.88942872 -1.90550818 2.46913025 -2.00982919 0.11625883 -1.43571716 1.92661185 1.15103945 1.33263023 0.7460539 3.23859893 0.7868838 1.29549959] Distance 11.979443010461567 Each least square approximations [ 4.58256027 -2.03986254 -2.07531461 -0.2442388 0.41808856 1.59254511 -1.8701716 0.88073759 1.44113859 -0.01076244 -2.36507731 0.60918145 -0.66499706 0.71115148 0.60533854 -0.06481126 -0.93905091 2.13787456 -1.63477586 -0.25331033] Distance 12.524394484243837 Each least square approximations [ 8.72546374e+00 4.02234064e-01 1.12606001e+00 5.64510579e+00 3.00514664e+00 4.35506182e+00 5.60175491e+00 7.83526228e-03 -2.90460696e+00 3.78183614e-01 1.29150406e+00 7.08158803e-01 1.83044358e+00 -4.65681908e-01 -4.14331431e-01 7.74247957e-01 4.68158203e-01 7.49703185e-01 3.31852001e-01 1.23752123e+00] Distance 4.96013609694844 Each least square approximations [-4.39772547 -0.81355921 -3.38493524 -3.93150316 -3.34581962 1.96687196 -0.30374152 -0.93031217 1.98615368 -2.08757733 1.47445781 -0.46378786 -3.77842728 0.49884331 1.54029694 -0.10131481 1.10932411 1.89556183 -0.55631804 0.56567948] Distance 10.720585365006285 Each least square approximations [-5.55967604 0.18421368 2.59397175 -3.06128575 3.59230932 -0.84531404 0.29984144 -1.51958985 1.20232626 -2.19045908 2.31544539 2.43916683 -1.488673 0.38178125 2.36194138 2.16224206 0.65008104 1.3361935 3.23885578 1.19793423] Distance 10.176213113245154 Each least square approximations [-3.08287232 0.45269759 4.8278672 1.82040235 0.41546601 -0.54864763 -1.96678225 -2.53504738 -1.00528921 -1.46595801 2.77310064 2.23313726 3.28047519 -1.40451479 2.30515837 -0.59971672 1.05352619 -0.08448687 0.81396797 -0.70849006] Distance 11.28255881486395 Each least square approximations [ 4.8057111 -0.41293819 2.26034555 0.19227064 -1.73829072 1.47858822 -2.20058302 2.27848654 0.06622312 -0.7996134 -1.90678707 -1.8966869 0.83446657 -0.37447616 1.11813067 0.63605164 2.56045081 0.662779 -0.47540466 0.09653475] Distance 12.23393259285414 Each least square approximations [ 4.59729942 5.59344451 -0.80476542 0.80830811 -0.63151604 0.72545984 0.36558841 -1.46334597 0.72816283 -0.89624052 3.86071415 -1.47013392 -1.56336534 -0.89520331 2.2962643 -1.17941722 -1.10140862 -0.95493739 -1.57347701 -0.36170658] Distance 10.9980729624493 Each least square approximations [ 6.06159371 0.04797998 -1.15482412 -0.19133814 0.3638296 3.19582552 -1.2870226 0.77240199 -0.71580984 0.69995565 -3.4950238 -1.37478771 0.51587172 -2.70005534 -1.48712673 0.27217773 0.19570421 -0.09857358 -0.03665049 2.37420602] Distance 11.38294641519683 Each least square approximations [-5.0164122 -0.68966628 -0.85622044 2.90950846 -1.83442367 0.98500001 2.83232816 -1.3794256 1.07407001 -1.78530554 -3.2548075 1.09371352 1.89354186 -0.96932277 -1.24791877 0.90930436 -0.49606589 -2.43101673 -2.43342907 -0.1388305 ] Distance 11.255483238736183 Each least square approximations [-6.09565305 5.28202718 0.03591421 2.97031116 -0.25826171 -1.38271985 -0.27071016 -1.45820782 -4.57241968 3.11260558 -0.31822666 -0.7006077 2.19903758 1.94477564 1.00454672 1.36417413 -1.60471481 2.53020815 0.69486524 -2.65472754] Distance 9.237925740453726 Each least square approximations [ 8.69159051 -4.38422013 -3.0975645 -0.2168721 -2.54237649 1.86048003 -0.24034324 1.69772118 0.46929721 -0.84205537 -1.03497082 0.14794844 -0.9896671 0.49649157 -0.20394597 0.08743192 -0.38299121 -0.21938401 0.10079673 0.51516517] Distance 10.076768052416593 Each least square approximations [ 8.17988783 2.22916472 1.07388582 0.3468627 2.18318377 1.10289977 -4.06373009 -2.92953977 0.98130559 3.21216049 1.97173196 -0.34465389 2.55101846 -1.36398374 -0.32846687 0.42324381 0.05489609 -0.77680514 -0.85100009 0.32421039] Distance 9.642140194361343 Each least square approximations [-8.42837903e+00 -4.41822919e+00 -3.11096079e-02 -2.67507070e+00 -2.37428956e+00 1.62447644e+00 2.23009808e+00 4.61562994e-01 -1.80833232e-01 2.00397538e+00 2.35329091e-01 5.42798753e+00 -1.99399354e-03 1.92420612e-01 -1.14928220e-01 1.77900956e+00 -9.84650568e-01 4.09221088e-01 2.36303391e+00 7.38544437e-01] Distance 8.207004983689025 Each least square approximations [-9.0972958 3.64049938 -3.88866658 -0.34365173 -1.67865043 -4.67387566 1.15475786 2.80781702 0.24411441 0.56757651 2.73333349 2.9470324 0.71823436 0.21891735 -2.17931512 1.11640788 -1.24988169 2.05944242 1.41222867 0.96784437] Distance 6.753898498575696 Each least square approximations [-8.54376866 -1.30778486 2.37245489 1.56827575 -1.97222482 0.09562768 0.60167237 3.74817305 -3.20762473 1.70133997 -0.38653483 -0.39414228 1.10728848 -1.26420748 1.62114503 1.53424266 -0.47784944 -2.63317451 0.98968803 -1.34715376] Distance 9.498769670027428 Each least square approximations [ 6.84993562 -1.12529531 2.4651251 0.08153955 0.11499231 -1.40425837 -3.10226578 0.83289398 0.05485719 1.67145484 -1.39988695 -0.53603274 0.61815132 2.84003396 -0.57906479 0.93077659 -0.63119844 -4.21679413 2.17368625 -1.1291715 ] Distance 10.822842938181106 Each least square approximations [ 9.97098353 2.7019478 -5.39683635 1.06141189 1.65850374 -0.70175713 -4.45574408 -2.12675691 0.08821445 -2.71035786 -0.56963622 -2.11290526 -0.60117318 1.60064189 -0.33437196 -1.21151289 0.5683972 0.06661766 0.84899959 -0.3009803 ] Distance 6.340613672812624 Each least square approximations [10.42160645 -0.54657483 -0.51850488 1.25682005 -0.04447849 3.87241775 -0.35373647 -4.11268262 3.77469119 0.28674005 0.812808 1.89479128 0.38183383 0.87170687 -0.84871475 0.61836152 1.18973196 0.1801634 -1.27805475 0.78681814] Distance 7.449642136673902 Each least square approximations [-12.0487293 -1.09948678 -5.86219251 -2.19139871 -0.90245391 -3.31066694 1.64473425 0.78143258 0.7705006 1.66476192 0.70460169 0.03604362 1.26230667 0.77695685 -0.04673527 0.69754559 0.11754014 -0.19427718 0.18822433 0.27332103] Distance 3.9028086345876956 Each least square approximations [-10.52080269 -5.44392778 5.42591663 -0.91896778 -1.41295818 3.7628571 0.22980424 -0.35810616 -0.71935822 -1.75243184 0.91343916 0.38106762 -1.18388996 -1.14583112 -0.50625527 -0.66701367 -0.66829523 -0.34296481 0.12197427 0.06512483] Distance 3.9265859333898225 Each least square approximations [-0.77286483 -0.20449834 1.43777233 -0.31123968 -3.19737744 -0.71910321 -0.51165093 -0.84650858 -2.61522858 -1.492039 -2.96057939 -0.73410598 -0.5256317 -0.8739297 0.41308047 -0.94775257 0.79287087 1.18606422 1.27819939 0.0935157 ] Distance 13.124491160467462 Each least square approximations [ 1.00050831 2.63219621 3.18809191 -0.14117143 4.03753655 -5.66980054 0.88808267 -0.53301926 3.95389064 2.78457782 4.06643005 0.33434869 0.43578262 1.83900506 0.13311974 -1.14718951 2.6684396 -0.80667029 2.24423632 0.47560617] Distance 9.23696991105048 Each least square approximations [-2.67470457 3.04106145 0.63984057 0.10759409 -4.98442386 -1.66199353 3.56528341 -0.72367293 -1.77706372 0.06372258 -0.95509394 0.07713073 2.75526393 -2.04496117 0.47050862 -0.0391891 -2.00302956 -0.17824504 -0.06525927 0.73839479] Distance 11.515034157022598 Each least square approximations [-0.08080631 -3.77258546 1.93227082 -0.18718307 -0.36314535 -4.60858296 -0.30746484 2.01111511 -1.4030623 -2.17542394 -0.76142085 0.22841581 1.19921019 -1.87036612 0.76327251 1.14048831 1.73155028 1.76609884 -0.66068952 -0.59319196] Distance 12.097704730815794 Each least square approximations [-4.8772647 3.98242281 -4.00035523 2.6895916 0.69874215 3.15587522 0.70441201 3.94588316 1.73385273 -1.64165417 3.74726893 0.12189256 1.61330939 -1.66172422 0.63168322 -0.84516302 0.50044644 -0.18413992 -1.06473143 0.89298755] Distance 9.647870941083873 Each least square approximations [ 4.28421495 5.80707718 -4.86672105 0.08625934 -1.72524521 -0.69983464 0.48092186 2.68423104 -2.7199509 -2.16621484 1.11966541 0.26561683 -0.34856666 1.3147454 -0.86067904 0.27755321 0.20650252 0.93370463 1.07024785 0.25694062] Distance 10.298072254832665 Each least square approximations [ 0.60008456 -2.53225773 -4.36382475 -2.75607275 0.36542243 -1.20051483 -4.92019155 0.84603687 0.71051175 0.0252672 1.50032676 0.6902648 0.90625306 -2.53451643 -1.72183467 2.91766171 4.05025725 -0.75871697 -1.09210562 1.6772786 ] Distance 10.39609276638627 Each least square approximations [ 1.38251771 4.6758444 -3.0444666 -0.28888315 0.74985714 -1.39961596 -2.46311087 -3.73262938 2.92325399 -1.02766557 0.23104776 0.99329162 2.28784817 1.45675943 0.09053879 0.58219166 -0.21795916 -1.98703878 0.79537813 -0.58774437] Distance 11.487551189618404 Each least square approximations [-0.72641226 2.76313976 0.29145394 -0.95309604 -2.09815129 -3.73840534 1.79675214 -0.80044875 0.00868872 0.50220085 1.30769257 -3.5162689 -0.61721254 -1.02864591 0.37140653 0.25793005 3.42441934 -1.60363193 1.0062021 1.25843852] Distance 12.11045952363186 Each least square approximations [-6.96179985 5.51210925 -4.03519829 5.47393214 0.48799766 0.9952871 1.91341165 3.36237087 -2.89501517 -0.30375827 -0.65158892 1.3140482 0.09885157 0.10115788 -0.67437346 0.53014774 -2.06123503 0.74237198 1.71870525 2.12037513] Distance 7.372766588539619 Each least square approximations [10.11152999 -0.91558436 3.30191738 -1.10788765 -2.19804569 1.81047657 -3.81701183 -2.53949307 0.98664741 1.10903504 -0.93384709 -0.99797791 -1.10871061 1.13090957 -0.34039687 -2.99279547 1.95184085 0.68650881 -0.17620269 1.03608478] Distance 7.34186889424926 Each least square approximations [ 9.76545168 -1.86862709 -2.9819755 -2.38781757 2.9781968 -2.22667753 -0.96780887 -0.94209902 0.88439907 0.06128275 0.58378458 1.35591492 1.02578277 -1.49992724 0.52665171 -2.2617442 2.08669127 0.12052394 -1.11825766 0.96434545] Distance 8.483463587773661 Each least square approximations [-8.13278519 -4.23246488 -4.74596383 -0.03618893 -0.97740237 1.22820303 0.1050521 -0.91089338 -1.87625923 -2.16217947 1.08529216 0.56142977 1.86416922 -2.09909222 0.5470138 2.45158378 -2.72007666 1.01513394 -2.9235149 -1.22435316] Distance 8.187771652139288 Each least square approximations [-8.70057264 2.08372233 3.29287248 -4.97554493 -2.6905375 0.4393804 -0.42482004 -1.4016147 1.28263901 0.92865957 1.83800438 1.65602907 -1.53605138 -0.29443541 -1.05105216 0.82757406 1.60853089 2.54198107 -0.83741716 0.36819308] Distance 8.444660683663011 Each least square approximations [-9.8706028 -0.92581561 5.90328829 -0.62391283 -0.2175011 -0.26207167 -0.83806819 0.60529419 0.81014839 -3.50286131 -0.24243754 0.2567406 0.65329044 1.33408744 0.89054862 1.82149348 0.18313945 1.98013048 -1.33431044 -1.51983398] Distance 7.560296844282618 Each least square approximations [ 1.20881394e+01 -5.98480831e+00 -9.55524733e-01 -3.42768239e+00 -1.48876005e+00 -1.09895385e-01 -1.07693879e+00 4.42959971e-01 -1.36598297e+00 -9.17990570e-01 -4.06787728e-01 6.75360868e-01 -1.23089507e+00 -4.88826467e-01 -5.91165139e-01 -7.70457699e-02 -8.36628095e-01 1.06742290e-01 4.29036005e-01 5.33373027e-03] Distance 3.841542034378011 Each least square approximations [ 7.60797773 2.12020408 2.37783115 -3.12477749 3.48931436 1.19854416 0.06208647 -2.11200537 0.57326202 -0.7692813 2.75227675 -0.60111932 -1.55253052 -0.00813959 -0.15897808 -0.17616038 0.64885117 -0.64921379 -0.72266778 0.57365761] Distance 10.506742705154108 Each least square approximations [ 9.98362978 -2.69658747 -0.93830236 -1.23486712 0.08934827 -1.87436402 -3.96540249 2.26906303 -0.33908306 1.30108226 1.71944134 2.16970659 0.12259053 1.35597125 1.87583819 1.79242103 -0.91015449 -0.81183764 -1.12009519 1.3071096 ] Distance 7.93903957967854 Each least square approximations [-7.8745486 -1.89927784 2.5160849 2.96674116 -0.73821202 -0.91294448 -0.46902218 0.40310298 1.11377962 4.45647048 -1.114381 -0.35621414 -1.66672952 1.06779178 -0.51892593 1.02803473 0.26871785 0.53771158 -2.08345806 2.62805785] Distance 9.871611819550557 Each least square approximations [-8.37489699 -4.3257723 0.39485367 6.80636286 -0.57361613 -4.22539274 3.90480957 -1.1870191 0.99191569 0.14510591 -1.12357392 -0.87620465 0.77861711 1.11811472 0.51435407 -0.98579092 0.65511264 -1.01545447 0.52852449 0.98208628] Distance 5.142259987794155 Each least square approximations [ 4.82974648 1.78455609 0.82410943 -1.95027399 -1.12074252 2.39579088 -1.99498113 -1.06289817 0.52471038 -1.26264052 -1.03346144 -0.38934825 0.05742315 0.37037559 1.30012804 0.08529899 -1.50200122 2.06898972 2.48964279 -1.84985777] Distance 11.885468750897855 Each least square approximations [ 6.48101774 -2.11608803 2.28187706 0.92657469 3.21326641 -4.66404215 -1.91265338 -1.6688535 1.60585616 -1.17070717 2.2985329 3.51288966 -2.0835187 -0.90133288 0.20815416 -0.26665169 0.78948425 -0.32329398 2.59068986 -0.70973078] Distance 8.921626688367725 Each least square approximations [-3.46418389 -2.95190028 -4.85294428 -0.85392337 -3.82463548 -0.48034942 3.97978044 0.17802058 2.31767876 -2.86114937 0.96488084 -1.60273988 -0.84749957 -1.47244894 -1.9891212 -1.44942708 -2.21560739 0.48696924 1.39711592 -0.52453462] Distance 9.815809848460301 Each least square approximations [-4.60227988 0.40007533 1.41868128 -1.57855404 -2.2238242 -1.43229201 -3.22272871 -1.16861809 -1.66865788 -1.90288805 -2.44666045 1.54937433 1.84981277 0.74742913 2.85354378 2.01952025 2.08709855 2.56821575 -0.4446908 1.08360906] Distance 10.841431646943326 Each least square approximations [-5.08808103 0.51947342 3.58618493 4.32267163 -2.88250945 2.88699918 -0.37196285 2.73319213 4.66463176 1.45059438 1.79072661 -0.57444335 1.26837826 0.74825933 -0.3684342 -1.25390696 1.54071262 1.9075971 0.44387364 0.81310557] Distance 9.238173138099977 Each least square approximations [ 5.9424416 2.43466518 1.79244209 -3.88856151 0.53064474 -3.08992272 -1.86820821 2.03423165 -0.18181621 -2.09819068 1.45164138 0.7640448 -1.71608908 -2.92958378 -0.12704947 1.39251751 2.98354 2.13892206 -0.52225436 0.76889916] Distance 9.667833344659734 Each least square approximations [ 4.66987313 1.35543484 -1.91534605 -4.00237615 4.11854471 1.33376788 -0.49328878 -0.29443265 0.28621623 -0.32881945 0.19026542 -1.12236495 1.21168967 -1.38964031 -0.71697735 1.03468683 0.810964 0.38789738 -0.73618913 1.60911256] Distance 11.516727583378001 Each least square approximations [ 4.03417887 -2.72278556 -0.40961165 -2.23177315 0.06523554 1.50761065 -2.14479356 -1.79554781 -1.05700134 0.3718017 1.96872679 2.32282759 0.24620679 -0.03173208 0.3623178 1.26445182 1.13815544 0.48866735 -1.21183537 -0.61760875] Distance 12.280359833756295 Each least square approximations [-4.26911633 -1.08214222 2.34810964 2.82578403 -0.99931389 -0.89345846 0.29231795 1.32427103 0.68907798 1.95220698 1.11411579 -2.35091553 1.95351523 0.12007249 -0.97834137 1.43132175 1.17836065 0.12825517 0.38990563 1.00096684] Distance 12.184726932135 Each least square approximations [-8.60806986 2.56771551 -4.15905606 1.45139126 0.60791525 3.06812733 -1.50963055 2.04650522 0.31218182 0.06920054 -0.16724253 -0.8538913 -1.7099099 -0.16577359 1.73538329 0.8950414 -4.37451883 1.12554683 -0.60146739 0.05378765] Distance 8.224132280246325 Each least square approximations [ 7.79071739 0.23056855 2.27748763 -1.26881157 -1.31171641 1.78215069 -3.17097398 -1.74786912 -2.58397609 -0.54009613 -2.88558167 -1.47021721 -0.47991052 -0.29656021 0.53143457 -2.05704279 1.79621167 0.29803268 0.29596916 0.14102552] Distance 10.055366350390011 Each least square approximations [ 8.45788205 1.51492273 -4.90672749 -2.33883371 1.29749224 -1.91856129 1.96311103 -0.95041325 2.95032924 2.64233212 -0.39469529 0.44925315 -0.3024874 -1.06075679 -0.79677671 -3.5503552 1.6725341 0.6745589 -0.64027462 0.95842914] Distance 7.98712574415854 Each least square approximations [-8.78422126 0.13832294 -2.70227215 1.02622812 -2.23279225 1.37244467 0.53890093 -1.50985961 -2.70671727 0.69358214 0.87858664 -0.97281836 -0.14636858 -3.0088036 0.59701677 0.51731805 -2.5573896 -0.5576468 -3.35378351 0.38168131] Distance 8.94030528172075 Each least square approximations [-6.08460866e+00 3.36736195e+00 1.34934582e+00 -4.65574579e+00 -2.11172275e+00 5.65130244e-02 -1.56478577e-04 -5.77775270e-02 2.11960470e+00 1.24624452e+00 1.81633685e-01 1.28194370e-01 -1.67613736e+00 -5.85336024e-01 7.22268998e-01 1.32151485e+00 1.91503691e+00 5.79907430e-01 -1.47634054e+00 -7.73729123e-01] Distance 10.85138254261649 Each least square approximations [-9.96240864 1.33716904 1.14558109 -1.65976338 0.25720515 -0.51289537 -3.80108034 0.05260392 0.07654684 -2.23955152 0.28088335 0.28839094 2.81026605 0.93843831 2.97781521 1.08389658 0.55291886 1.54831065 -0.91684131 0.1399775 ] Distance 8.057410158831336 Each least square approximations [10.01265616 -1.73111637 -2.50404229 -1.28322257 1.75656362 2.89621708 -0.19690595 1.04782463 -1.39041311 -0.0882391 -0.74735036 -0.35828212 0.12789908 -0.43588111 -0.04632687 0.29185999 -2.12952706 0.90016911 1.84955557 0.45842084] Distance 8.757794212672122 Each least square approximations [ 7.25535018 1.80766397 2.75559857 -1.15339934 0.98000714 -0.13514416 0.41976006 -0.89433435 1.21919531 -2.96721722 2.84393302 -1.10323148 0.9371865 0.21208463 -1.02617767 1.81826137 1.56351879 -0.4491828 -0.15464995 0.99640615] Distance 10.818802122495985 Each least square approximations [ 8.39863146e+00 4.20524055e-01 -4.18830433e-01 -3.14733949e+00 2.35337927e+00 -2.59451748e+00 -2.61589773e+00 1.25294457e-01 3.33047497e+00 1.66088669e+00 1.19748522e+00 -2.49125828e-01 1.17751663e+00 1.05410376e-03 3.48615465e-01 6.75530034e-01 1.80131080e-01 -3.02257572e+00 2.69118843e+00 1.59128590e+00] Distance 8.729048619018771 Each least square approximations [-6.92730218 -2.11001115 2.88198087 0.98977581 -0.11295739 -1.02290546 -0.22163695 -1.04713283 0.45430403 3.76616448 -0.08374226 0.63791421 -0.72623194 1.78194225 -0.2915338 0.00763075 1.32744871 -1.39138373 -1.85443358 1.45279909] Distance 10.982004786988858 Each least square approximations [-7.68141938e+00 6.72890232e+00 -3.50215490e+00 3.51639775e+00 -9.86358841e-01 1.09494542e+00 -3.35801126e+00 2.29251282e+00 -1.50615836e+00 8.93012819e-01 -5.98681897e-01 -7.78002375e-01 6.63399644e-01 9.15386082e-02 1.15658489e+00 3.32288290e-03 1.56295620e+00 6.23970553e-01 1.04683815e+00 -8.99067906e-02] Distance 6.812928123865362 Each least square approximations [ 7.55067118 -2.25812331 1.15372632 -1.40516808 -1.91438319 2.35905773 -3.61182419 -0.79094784 -0.2132312 1.17888948 -2.54809244 1.1157943 -0.30738774 -0.3993151 0.0962239 -1.33297948 2.40250596 -0.39701129 -0.71235708 0.0348415 ] Distance 9.890122436121379 Each least square approximations [ 8.88592015 1.84163718 -2.97013123 -1.8415238 1.4146306 0.46233884 -0.3474036 -1.50799026 -1.29246239 3.52288765 3.49434113 -0.56766027 -1.75550098 -2.5313157 1.58613375 0.83155085 1.0606009 -0.18481204 -1.46577028 0.82105446] Distance 7.830595713643318 Each least square approximations [-10.99298057 -3.38155401 -0.2744087 -3.31329042 -1.28593734 1.05222627 -1.85702227 1.10166778 -0.54115877 -1.75713784 -0.57037593 -0.29307888 1.17226232 0.61436142 0.09059682 2.72335502 0.54912916 -0.20877822 -0.84261148 0.21045586] Distance 6.241782047674762 Each least square approximations [-8.23445909 1.43904529 -0.79530566 -3.41753929 -1.18845694 1.51232362 0.82121523 2.12071481 1.8449061 -0.04167156 2.07761468 3.23452993 -0.65608159 -0.35853276 -0.94906918 -0.05524451 1.08164378 1.32225177 0.40515851 -0.1737702 ] Distance 9.484934456849835 Each least square approximations [-10.3090934 -1.43511648 2.13566591 -0.19868119 0.99603928 -1.51383271 2.28139699 0.11108064 -0.63631702 -1.43438737 -1.36909281 0.93477234 2.09922167 -2.36379382 0.08323367 -0.82417937 -0.44719476 -0.52445065 -1.66800943 0.66850847] Distance 7.921520888223926 Each least square approximations [ 9.62797435 -3.42289881 2.09709076 1.89570669 -0.78616497 0.53322381 2.72965053 0.91696294 -2.34115075 1.5850912 1.62293826 0.33947226 0.715434 1.19537007 0.74148222 -1.16257121 0.22012563 -1.50728497 -1.53143021 1.53547296] Distance 7.783070859894351 Each least square approximations [ 7.29578775 3.85677016 -0.25839958 -1.59154711 1.24887341 -0.4445367 -2.28543844 -1.5440075 -0.68428196 -1.3367007 3.61138351 -2.52507637 -0.88212715 1.72594918 -0.0103498 2.99118785 0.55779805 -1.27162008 -0.68860846 -1.36027792] Distance 9.224233357399676 Each least square approximations [10.90293784 2.17306099 -3.18437835 -1.74053686 3.14592264 1.87039893 -0.6413564 1.37949381 -0.71107111 -1.32017675 1.36620072 0.9381074 -1.6809173 -2.36023004 1.81968668 1.70417446 -1.6325268 1.08826429 -0.18015589 0.67758787] Distance 5.230760422538636 Each least square approximations [-8.47264784 -0.91558595 -1.42112718 2.150074 -1.75328075 -1.02252238 0.04327393 -1.92655024 1.33520258 3.70819237 -2.87644283 -0.06525678 -0.01812248 -2.08939837 -3.24140494 -1.17996506 -1.19494749 0.07595332 -0.79775995 1.82729248] Distance 8.437947869551891 Each least square approximations [-5.71485088 4.92296557 -5.67485436 4.3635445 2.08778849 -3.53863141 2.53694942 1.30921646 -1.73780409 1.82150995 -0.17138734 0.51452651 0.18171966 0.5236123 0.41874509 1.63846751 -0.5336625 2.32857499 -0.76938335 -1.09741471] Distance 8.610403942711098 Each least square approximations [10.92848112 -0.16727723 -2.61195503 1.61775086 -0.11138485 5.78070432 -2.63632227 -1.13486343 0.90840679 1.13411123 0.6985138 0.74696356 1.42414049 0.42256467 -0.03218085 -0.96342212 -0.06628682 0.52937501 1.49486964 0.65690224] Distance 6.693415411573651 Each least square approximations [ 9.96205023 -2.62515924 -3.32663811 -1.60739334 2.75862863 1.51178579 -2.87135378 -2.5825757 -1.36535604 0.69234442 0.29802733 0.66855366 -0.59469477 -0.89457718 -0.70266412 -0.06357869 -0.37042717 -1.81043896 0.94039442 0.19598629] Distance 8.435003227860388 Each least square approximations [-9.64488021 -4.44804845 -4.7030296 1.05370151 0.94142434 1.46366943 1.14303881 0.29839223 1.26970964 0.1311477 1.15642208 2.77741248 -0.31097828 -0.84848581 -0.59117343 0.77214755 -1.65640212 1.62925458 1.23607777 -0.98038668] Distance 7.988741271052135 Each least square approximations [-1.21997233e+01 4.90377753e+00 -2.18030774e+00 -2.85697911e+00 -1.11017411e+00 -9.36625069e-01 -1.21996637e+00 -4.07839496e-02 -1.48971217e+00 7.83333955e-01 1.53306962e+00 -1.97889691e-01 2.17780580e+00 -2.71607871e-01 1.89169390e-03 -6.02986730e-01 4.60806501e-02 3.15243076e-01 4.08437354e-01 -8.25855642e-01] Distance 4.884980720721475 Each least square approximations [-9.68939649 -0.98706978 6.40676554 -1.38913821 -3.75356024 1.49781634 -1.27635985 0.89369155 -1.32684605 1.20019762 -1.2194408 -0.45871952 -0.94984006 0.11952521 0.01246797 1.30555695 0.05880066 -1.21070319 0.23190592 -1.23163991] Distance 7.580036344941803 Each least square approximations [ 8.68966144 -2.88343198 3.2879168 -3.17330807 4.26672982 1.53210092 -2.77223709 1.88691295 -0.04795264 2.59213716 0.82495609 -0.71658622 1.43826094 0.47897489 -0.19791163 0.15612606 1.06613522 -1.45673154 0.77766937 -0.23117958] Distance 8.597399083915642 Each least square approximations [11.02678104 5.00536248 0.39742347 -3.89320001 1.60449161 0.05763293 0.67864713 -1.61496223 -1.54369488 -0.70772188 -0.56802541 -0.94532074 -1.11121109 0.67012246 -0.65224806 -1.08451284 0.3712438 0.11492953 0.50335551 -0.35910444] Distance 7.006295042346797 Each least square approximations [11.02523342 -4.11810578 0.46154723 -2.95312077 1.32099646 0.77400417 0.85724199 -0.38981088 0.82810462 2.80931197 0.58201629 0.15916648 -1.10419378 0.59372564 0.46082872 1.39588373 -0.62748516 1.39201486 -0.32651437 -0.64938142] Distance 7.64186717654048 Each least square approximations [-1.26694111e+01 -3.27463463e+00 1.21010085e+00 2.21661126e+00 2.01307443e+00 -1.47905471e+00 -1.34350890e+00 9.26645219e-02 -2.23699848e-01 5.20621704e-01 1.54742633e-01 -9.47473768e-01 2.79134928e-01 -6.86097645e-03 -1.43056829e+00 4.06061265e-01 -4.15400089e-01 2.06156923e-01 -1.30101706e+00 1.26923208e-01] Distance 5.786837197783694 Each least square approximations [-10.20507056 6.55448369 0.14517889 0.60312672 -0.79831938 -3.52671198 -2.55345153 -0.57242469 3.08903561 -0.04279353 0.66589278 -0.32041741 -1.67146765 -0.91039251 0.95274574 0.29849484 -1.68174197 -0.37063219 -1.04163644 -0.40433637] Distance 4.951064021505445 Each least square approximations [ 5.52861717 1.18320962 -0.26280165 -2.64226073 -2.40510983 2.09089857 -3.29967682 -2.07056818 -0.02559057 -0.43651166 -3.32569195 0.11784953 0.96365286 -0.09929282 0.77043644 0.41201282 -1.08648973 -0.81298931 2.52381929 -0.90334273] Distance 11.158272579007171 Each least square approximations [ 8.50641132 2.15507084 1.8121074 -4.47920281 1.24328364 -2.36876822 -0.72868817 -1.75782747 -1.87621099 3.62183102 0.5580422 2.0706594 -2.62270585 -0.90795688 1.46771397 1.0437517 0.74330926 1.54776136 -0.09922503 -0.38186022] Distance 8.027061087027361 Each least square approximations [-8.29930063 -4.14067914 -0.09308795 -0.15781532 -1.95886054 0.15850058 2.94872781 0.28026413 0.33629052 -2.32771844 -3.24184406 1.16830458 -0.35732546 -2.76805126 0.9594019 -0.64866656 0.90467322 -0.24611136 -3.39069293 -0.37753796] Distance 8.549901646158768 Each least square approximations [-7.57711161 -1.49621575 0.39349305 -3.40694671 -0.69263718 -1.97436087 0.96668979 1.14364627 0.55996366 0.26552022 -0.31318781 -0.4202697 -1.98919515 0.93731072 0.09722973 1.53932279 0.3513762 -0.06793824 -1.77276178 -0.83881419] Distance 10.998535011880774 Each least square approximations [-8.44106354 -1.37995749 1.31529881 -0.56524868 -0.96075699 3.10932421 2.11757371 2.50290163 0.64933821 0.85270365 -0.09053509 2.41504883 3.16442249 -0.17631631 0.71472598 -0.12284219 -0.53573032 1.82917008 0.71569196 0.8447409 ] Distance 9.585687849588417 Each least square approximations [ 9.83216911 1.891693 1.62336587 3.52991618 3.69697719 -1.21139772 1.04696556 1.99127462 -2.08275268 -0.96662907 0.97796197 -0.01103832 1.91945495 0.73468117 -1.93511807 -0.2025097 -2.04485011 -0.28830319 -0.42951014 -0.87001742] Distance 7.474117610346028 Each least square approximations [ 6.83646742 0.22368411 -0.76508639 -2.41137333 2.43443245 0.68756003 -3.30445603 -2.78087719 -0.23077647 -1.27691946 2.77881986 -2.16449971 1.72724267 1.9494001 -1.3555284 2.90315321 0.25382928 0.47291899 0.68850492 -0.97763365] Distance 9.987584561878062 Each least square approximations [ 7.46397196 2.61327423 -0.17482459 -3.96388261 2.93493263 1.44959078 -2.8706696 -0.19786738 1.99871553 -0.045572 1.46603132 3.65787271 -1.6707821 -1.14519919 0.94720602 2.11287315 1.00005128 0.44521203 -1.09078038 1.08743918] Distance 9.000537122702669 Each least square approximations [-6.71870007 0.72093982 0.46927239 2.74561217 -0.98762398 -2.28627437 1.53534323 1.12738784 2.21004701 4.95523279 -0.24927761 -0.7150118 0.18773324 -2.04627403 -0.46107551 1.76313386 -1.96871597 0.52855706 1.37467307 0.71325463] Distance 10.172982676635412 Each least square approximations [-10.34153551 -5.98375608 -2.35770345 -0.61001196 -0.77443378 -1.48305754 -0.63815874 2.51895526 -1.3154152 1.33307284 -0.06089659 2.50209633 1.29127957 -0.09096937 -0.22045672 1.23732768 0.94279497 -0.6578545 -0.65088972 1.75760763] Distance 4.54346759099882 Each least square approximations [ 3.44817727 3.31418158 0.71176908 0.78630662 -1.30288736 2.50419858 -1.51482829 -3.30403209 -2.8736326 -2.27754032 -1.8840992 -0.35263041 1.38954438 -1.10270076 0.58409217 -0.34700179 0.74668071 -0.53865329 0.57538677 -0.67850522] Distance 11.366376136385423 Each least square approximations [ 5.24587573 1.69326341 -0.06459646 -3.2045106 3.17406182 -3.46145674 1.16445665 -0.54656228 2.20832417 0.42933073 3.23991405 -1.17740032 -3.03851303 3.22823277 0.60772135 0.32374342 0.88421605 -0.77168563 3.74021935 1.7638311 ] Distance 8.764641529439434 Each least square approximations [-6.86186441 0.83026342 -1.39248917 1.33348385 -0.33102643 -1.62049643 2.57343262 2.9497172 0.66238694 -1.11198064 0.43608055 -2.3875415 0.58297389 -2.03135692 -1.41110646 -0.44154326 -0.00903105 0.15979598 1.17063378 0.89656392] Distance 10.524772489216332 Each least square approximations [-4.73026838 -0.73791088 2.6062038 1.47928027 -0.427854 -0.59249174 -3.21511135 -1.31418648 -2.76648261 0.0743626 -1.82107937 -0.38316668 2.68453644 -1.33377312 0.57732348 0.23049063 0.58623931 0.37464141 -0.59759558 1.9654927 ] Distance 11.27130903242159 Each least square approximations [-6.944619 0.35251421 -2.21946716 0.40607012 -2.51626163 4.66285767 -1.86440513 1.3595966 1.31474594 -2.33485146 0.47893948 -0.43475429 -0.18108342 -0.34417904 -1.2467226 -2.81857532 -1.12618758 1.22734798 -0.06799322 3.12453342] Distance 8.950302278222816 Each least square approximations [ 5.71113074 4.52814225 -0.29028061 -5.38280212 1.04495527 0.97622524 1.1482927 0.63111264 -2.83054461 0.93135693 1.24716631 2.89555676 1.06710457 1.22039615 -1.011453 -2.20361152 2.50345502 1.46112375 -0.43121354 0.54289125] Distance 8.63648717569226 Each least square approximations [ 5.06873963 -0.1800575 -0.87995782 -3.59110457 1.25696511 0.05963943 -1.82321191 3.14849502 0.21156096 0.93952953 2.38089403 -0.56933199 1.15413257 -2.82651976 -0.37589802 2.84412597 0.16565774 -0.83625496 0.73458675 1.74299369] Distance 10.665260659267313 Each least square approximations [ 4.83585423 2.06459893 -1.35412935 -4.469916 -0.28379985 -3.46958386 0.04304733 -3.65778253 1.13541244 -2.63056017 0.29213489 -0.36128114 -0.89287067 -0.5845645 -0.78687319 0.56177229 0.7716604 0.06164151 -1.35408371 -2.27342979] Distance 10.182243842045752 Each least square approximations [-4.53726396 0.91465794 4.2701604 -0.71495374 -1.69657476 -1.10084341 0.16113774 -0.48573674 0.74685642 1.39171796 0.37369234 -3.48757303 2.26149311 -1.51768571 -0.36548999 -0.28833161 2.67851026 -2.02191784 0.15992404 1.17098731] Distance 10.822540932091838 Each least square approximations [-4.97243774 2.87071523 -3.82961869 -0.02260992 -4.33997782 -1.21705049 -0.05620184 0.72450917 -2.56704322 0.37785224 -2.33719976 1.77970571 -2.35229376 -0.45709556 1.13666675 3.52959816 -0.97763634 0.90204352 0.92782915 -0.81473751] Distance 9.838921604566472 Each least square approximations [ 6.49177921 0.61049007 -0.91899043 -2.26010412 -1.39908459 1.60174666 -1.36958451 -0.90761681 0.14386563 -1.81733081 -1.16385207 -1.37146047 0.03560794 -0.52627881 -0.11597505 0.51703681 -0.55171395 2.66308468 -2.6488676 1.45696135] Distance 11.13938443920173 Each least square approximations [ 8.48245619 4.41824155 -0.08438213 -4.63220518 0.9005638 1.7074446 -0.65882859 1.1800308 1.17832837 -3.08490157 2.16667148 1.71562886 2.59039208 0.50662196 2.94413357 1.98323137 -1.0282507 0.26156872 -1.53674396 -0.63032597] Distance 6.55322223322545 Each least square approximations [-8.76423626 -1.29468962 -0.62759435 -3.67027217 3.4402626 -1.60882427 1.67679688 -3.75565785 1.44533159 0.87753253 -0.6543286 -0.44516497 -2.11532407 -2.78545581 1.47636759 0.34449683 -1.0852852 -1.70632344 -0.83465798 1.39164833] Distance 7.416030258237542 Each least square approximations [-7.03810304 -0.88032542 1.35236891 -0.73278333 -1.96937521 -0.43626827 -1.09016451 -2.00769638 1.94099108 1.36294422 1.37664111 -0.45870902 -0.46444956 1.53010023 -1.85840017 0.22616944 1.36820412 0.3897086 -1.16457587 0.76995946] Distance 11.122111927008369 Each least square approximations [-6.90175413 -3.33863082 1.68637872 -0.24657913 -1.60845784 -0.37847623 -1.79988198 -0.67188601 -0.85501769 -1.51023562 0.8046158 0.33219907 4.4230766 -1.22289722 -1.05518524 -0.20008986 -0.53534329 0.19861601 0.35116168 -0.97346601] Distance 10.38963780787405 Each least square approximations [ 7.04858963 -0.5426151 4.47665722 -0.48981483 0.79379245 0.47911409 -1.30913012 0.43919554 0.88519134 -0.74984132 -0.59568975 -0.87993923 1.80662063 1.32212927 0.64160254 -1.00343752 0.81578245 -1.62277977 0.01565603 -0.49924777] Distance 10.860609710844264 Each least square approximations [ 9.20147384 -2.11478919 2.68027929 2.04989707 0.55969719 -0.34905965 -3.89478602 -0.5599525 1.75250259 0.02465323 3.86585079 0.09537567 -1.18919746 0.22047191 0.65284179 -0.72020318 0.62854063 0.30276089 -0.05697111 -2.42223556] Distance 7.7586311028631405 Each least square approximations [ 8.13677418 0.7627558 0.09798049 -2.54143402 -2.81239573 0.28940094 2.45420091 1.93182656 2.95828498 -2.97090513 1.96555641 -1.13063178 2.37498368 -1.07281482 2.81647393 1.24550339 1.62270716 -1.23370406 -2.51384118 1.52207457] Distance 7.787081508794446 Each least square approximations [-7.45825837 0.97204152 3.01886913 -1.72119955 -3.06255296 0.11066995 2.16485027 1.05084597 -0.33534558 2.70678468 -1.99906633 1.27551936 -0.7128365 -1.08727982 3.00929313 -2.2104653 -0.7306127 -0.30886284 -1.58470752 -0.95645449] Distance 9.319419448669729 Each least square approximations [-6.13566098 4.08931308 -4.8979712 1.80997267 -1.70981296 -0.63265269 2.18631046 -1.30095916 -4.59052772 1.92994599 0.15403528 -0.53411251 0.25002015 0.74405627 -0.50639604 2.52093801 -1.10162165 0.90856844 -1.19486028 -1.50555869] Distance 9.205560685602725 Each least square approximations [ 7.64054606 0.07656534 -0.58646338 0.66744099 -0.54207326 5.1304632 -1.32225026 -1.54059425 1.30596446 -2.52432312 -0.15332269 -1.00171926 -0.40215852 0.46015156 -0.31861687 1.04856765 0.08189391 -0.04618513 -0.39420147 0.35289629] Distance 10.647196704993116 Each least square approximations [ 7.3912678 0.09127364 -1.63295666 -1.65645579 4.9041491 1.54807771 -2.36876434 -2.7479631 0.97135997 0.7685666 1.18326622 -0.76128745 0.20305352 -1.30205044 0.31669568 -0.16279914 -2.52332318 -0.72952701 -1.03116345 1.10420705] Distance 10.00114460779006 Each least square approximations [-9.57401142 -1.61035432 -2.10571367 -2.53975129 1.27344403 -1.1942143 0.95986287 -0.09567832 -0.09376402 0.77518733 2.91111309 5.97881197 1.0390935 1.00050093 -1.04991763 -0.48082539 -0.46772045 1.89590542 0.98557084 -0.26393972] Distance 7.212814539763423 Each least square approximations [-11.17965412 -1.0240488 -5.51332601 -1.31990622 -1.23975861 -1.39526666 0.55431563 -1.75454825 -0.117838 0.48781351 -0.39190108 2.17135856 1.18430419 -1.26035486 -2.09540057 0.51561963 -1.38634604 0.04173966 1.59522931 0.89498916] Distance 5.582309636967743 Each least square approximations [-9.86675145 -2.8974657 1.23066149 0.4593506 -3.29692482 0.91155698 -0.11864911 0.29302438 -1.58135739 1.75581085 1.0457883 -0.74903764 -0.56650668 -0.59651904 3.01098082 -0.8270515 -1.19784308 -1.78598549 2.14431654 -0.04503917] Distance 8.250894505035282 Each least square approximations [ 6.89374157 -1.52196105 3.8613561 -2.21073356 3.14680435 0.65636781 -1.62819773 1.31849313 0.35237345 0.75737932 2.18635879 0.72440681 1.23514716 3.28744745 0.79822979 0.32229762 1.05721089 -2.27787069 2.28578001 -0.23512989] Distance 9.960823876001829 Each least square approximations [11.08140173 1.24760061 -2.76654888 -4.7283771 -2.90697014 1.34972258 -0.81956062 -0.55359103 0.6361632 -1.0067011 0.68607201 1.47631453 -1.49945069 0.96811346 0.57136155 -0.35828379 -0.59016486 0.39254011 0.70847884 -0.28516023] Distance 6.311192692015131 Each least square approximations [ 1.04994976e+01 4.66157658e-01 -2.18751017e+00 -9.17584924e-01 -2.52423358e+00 -1.15435980e+00 3.15499614e-01 -2.33619278e+00 9.66780632e-02 1.77954339e+00 -9.62949752e-01 -1.03229842e-02 5.01194862e-01 1.56325048e+00 3.23360916e-01 6.73346947e-01 -9.59436648e-02 2.38173536e+00 -1.66668638e+00 3.29308970e-01] Distance 8.304885799921125 Each least square approximations [-12.65099241 5.20494494 -0.83087618 0.57096599 2.97280396 0.89603368 -0.36106993 0.01462094 1.61346643 -0.19168106 -0.03795678 -0.77929078 0.69362254 1.53388363 -0.53123732 0.13093379 1.05914861 0.64798235 -0.50918534 -0.74457462] Distance 2.7527160236238646 Each least square approximations [-10.1173507 8.41149508 -1.44490241 4.05000943 0.54596981 0.94267425 -1.7430257 0.1563361 0.71826757 0.34016114 1.32702791 0.27868312 -0.02257467 -1.11867976 0.33724751 -1.05497819 0.83361592 -0.2556244 -0.20802008 -0.50215155] Distance 3.197445803005856 Each least square approximations [ 6.99006068 -0.60975802 1.59871533 -1.90034552 -1.99271615 2.54518595 -4.85858711 -0.5157207 -0.41262742 0.11861224 -4.05629703 0.48166769 -0.52706707 -0.27900207 0.20912176 -0.47895401 2.33539819 -1.62420067 2.06508478 -0.08504397] Distance 9.61762444045676 Each least square approximations [ 8.62624864 0.18848396 -0.49965035 -2.31056428 3.5287626 -1.36392414 -1.10451045 -2.38743979 -1.81144387 3.97446906 1.40604293 0.52907396 -2.96000858 -1.38005798 1.13149595 -0.91820534 1.737046 1.88432495 -1.45878623 0.66094007] Distance 8.219277603569704 Each least square approximations [-9.42283758 -3.7055753 -2.59633173 -0.50700118 -3.69069732 0.2008842 0.58370992 1.01013234 -1.69787033 -2.25428525 -2.41087806 1.59273889 2.92908713 -0.45081731 0.95453987 1.33659371 0.17399354 -0.53701653 -2.87088987 -1.26623027] Distance 7.041447388934556 Each least square approximations [-8.14083432 -0.73390786 0.994264 -5.80597553 -1.18626489 -0.34907353 1.12204008 2.02156316 1.97115946 -0.87422194 1.39709165 1.05277912 -0.73979034 0.00974699 -0.38328951 1.60393537 0.05282597 1.29948673 0.01165645 -0.94195646] Distance 9.494300752859111 Each least square approximations [-9.99948813 0.13619129 3.14036409 -1.6051145 0.09798082 0.53194151 3.44858377 1.08927865 2.39203999 -0.63360379 -0.39984353 2.35959007 2.14191595 -1.01777425 1.14704816 -0.21421029 -0.46004697 0.34699341 -1.11245777 0.41603018] Distance 8.104611567994194 Each least square approximations [11.05215201 -2.14046745 0.65435411 3.33584277 0.32117646 0.30369882 2.30751227 0.71894485 -2.13505287 -0.0321452 2.95394265 -0.34273173 -0.15024757 0.31132636 -0.8611797 0.43052776 -0.88050917 0.37279289 -0.16097802 0.83301262] Distance 7.188468237494023 Each least square approximations [ 6.78080387 1.84387926 -0.89003342 -3.94997922 2.44684752 1.1570806 -2.0965891 -3.32839325 0.08696644 -1.93974125 2.66687948 -2.82503764 -1.05833414 1.17769763 -0.86998661 2.48184487 1.03610235 -1.28846053 -0.29877654 -0.02665242] Distance 9.612395490560198 Each least square approximations [ 9.14025648e+00 1.53741966e+00 -3.59500420e+00 -2.63999531e+00 3.25558469e+00 1.03038832e+00 -4.45161732e+00 6.51110780e-01 -5.26722182e-01 -5.37879959e-01 1.64855076e+00 2.91633642e+00 -1.07836479e+00 3.44085819e-04 2.09197133e+00 1.79966372e+00 -9.36694124e-01 -1.03586108e-02 1.16780085e+00 5.70613071e-01] Distance 7.158536622587462 Each least square approximations [-7.77430253 0.12003259 0.11910756 4.04076954 -0.38696369 -3.3798711 0.89175946 0.27412022 2.56986819 4.58973296 -1.50037919 0.31450775 -0.52139624 -1.52825229 -2.62083803 1.7005767 -1.7051751 -1.42931919 0.24413938 1.89841394] Distance 8.47584052697583 Each least square approximations [-5.64874645 3.75209639 -7.37049666 4.18333302 1.61197866 -3.08964621 2.35412605 3.18893212 -1.78830269 0.94503069 0.23947683 -0.08723056 0.93977811 -0.73208713 0.47403739 0.13422909 -1.41214708 1.15896882 1.44482654 0.76650738] Distance 9.26916593066954 Each least square approximations [15.33772887 2.52914858 -0.07594373 0.5359473 0.0723303 -0.71162099 0.23080661 0.18906208 0.25837461 -0.05356986 -0.2378952 0.19638836 0.20507491 -0.055612 -0.04959669 -0.15754294 0.30632278 -0.31624646 0.30171836 0.24719739] Distance 0.5431919680189696 Each least square approximations [10.92089363 -3.6460877 -4.87894319 -2.80481293 0.8993834 -0.81358416 -1.71771362 -0.37780596 0.57338623 0.40850897 0.33206727 1.76831297 1.58191321 0.08447421 1.8540096 -0.38306659 -0.42537335 0.17719547 -0.10130091 0.39794538] Distance 8.02570411875601 Each least square approximations [-9.36680339 -4.37168391 -5.89815778 0.2896213 2.15505926 2.06784853 1.18813978 0.14805415 -0.02729654 -0.42508303 0.98313722 0.7950254 -0.68613995 -2.14636805 -0.32051315 0.30718333 -2.54451458 0.72956112 0.88339739 -1.45112357] Distance 8.625079178146922 Each least square approximations [-11.10883701 5.82077326 2.82000008 -1.61434374 -4.72054959 -1.92285993 -0.42438722 -1.34300906 2.89341917 0.67325669 0.20057075 -0.81400009 0.70106676 -2.01352534 0.59403938 0.53683882 -1.09277056 1.05220422 -2.51867772 0.81259925] Distance 4.856268985607367 Each least square approximations [-9.84986441 -1.98793305 6.71368702 -1.03008956 -2.32526166 1.35480852 -2.50953924 -1.13187921 -0.56024905 -1.19060704 -1.44068862 -0.82851116 0.92513252 1.37798327 0.65876504 0.36236894 -0.48654712 0.32111246 0.0195038 -0.39312884] Distance 8.554447288413598 Each least square approximations [10.51332187 -3.21839553 3.79785618 -4.14574886 2.40177616 0.76909906 -1.83039377 0.54345336 1.19879594 3.32704027 -2.07147382 0.96710352 0.13973691 -0.67066335 1.73909659 2.02188704 -0.18349709 -1.37744243 -0.14905337 1.04824883] Distance 7.248675774805927 Each least square approximations [10.72739267 3.70065451 3.48594659 -2.33444433 3.97881225 0.22716662 0.6399672 -0.48611299 -0.83422364 -2.57070814 1.01459371 -1.63381426 -0.86937412 -1.33006234 -2.06882606 -2.42945953 0.06215787 -1.16677897 -0.41144104 -0.92591273] Distance 7.3763491985025285 Each least square approximations [10.68085149 -5.10390223 2.44679175 -4.52848468 0.3287506 -0.40083072 -2.44205935 0.25329354 1.04008954 1.45300198 3.07638661 -0.03791253 -0.19408006 1.0562265 0.28751909 0.6541022 -0.66905129 -0.01074663 -1.18899317 1.39858676] Distance 7.2355808479146155 Each least square approximations [-11.26037864 -4.3731707 2.71120607 2.22965742 -2.59122961 0.2732684 -2.75290836 0.68741197 0.19088544 2.25114933 0.95648855 -0.96967106 -1.30729209 1.95215685 0.30711276 0.01575151 -1.87049909 -0.17162151 -2.37634223 1.11572679] Distance 6.880238845909925 Each least square approximations [-6.46693822 -0.0178325 1.83393728 0.5614193 -2.58986898 -1.55499017 -4.57093499 -0.46717529 -0.17289399 2.690431 -2.62820862 2.01995625 0.29068605 1.21000436 2.40069236 1.57246221 -2.51618706 0.02066914 0.43453382 -0.0718368 ] Distance 10.146957241084214 Each least square approximations [ 2.40874023e+00 -1.23731912e+00 -1.83877626e+00 -1.19286963e+00 -2.09314570e+00 2.36044199e-01 -8.75866305e-01 -1.42594214e+00 -2.78004508e+00 3.30826923e-01 -3.27015193e+00 -4.15212270e-01 -5.92216824e-04 -1.27979221e+00 2.84687232e-01 -8.64982220e-01 -1.10503998e+00 1.53023114e+00 1.09963195e+00 -8.15695379e-01] Distance 12.933713608292859 Each least square approximations [ 6.72635604 8.23103064 4.36939924 -0.51503882 -0.4604684 -2.74855298 -0.95393248 -0.72421999 2.28145484 -0.93078265 -0.51530107 1.21668115 -1.0754337 1.20254218 2.51215157 0.29262315 1.50265965 -0.27543054 -0.34706572 1.64454039] Distance 7.052461585128715 Each least square approximations [-6.1383058 0.21929449 2.86233526 -2.43372361 -2.25160535 0.46546856 4.63421897 0.74356262 3.34076671 0.46098939 -2.33693436 -1.62440719 -0.46948336 -1.86203897 -0.53663559 1.38872314 -0.21468629 -1.35783832 -2.87593785 1.34830488] Distance 9.836155966923101 Each least square approximations [-2.49506551 -1.20428123 -0.98796569 -0.33536448 -0.70877632 -1.97474914 -0.3072128 -1.3638621 -0.19111786 0.1045406 2.15949812 0.3980952 -0.12923222 0.50069839 -2.18539917 2.12340274 2.45233692 1.96328924 -1.99107042 0.39903999] Distance 13.028041032816677 Each least square approximations [-4.51405074 0.24710196 -1.09983165 2.37257911 0.01136236 1.18307414 -2.23359475 3.61514458 -0.25987005 -1.42974798 -2.04717804 1.56820554 3.95944036 0.10765363 -1.73280198 -1.89162684 -0.2335651 0.95115036 1.54971891 -1.20126034] Distance 11.432159150514927 Each least square approximations [ 4.30514265 2.39556338 -0.54727886 -1.08357473 0.09767118 -2.72518094 -0.99713999 -1.59430591 -1.38944873 -0.18968678 -1.53188499 -0.29208254 1.24284689 0.99296719 -0.97299166 -0.31291645 -1.14580653 -1.27659817 0.57506167 -0.0649736 ] Distance 12.8566709853433 Each least square approximations [ 5.79559502 -2.72241786 -4.52598857 2.96820166 2.35649309 -1.30259865 -2.26196582 -0.45400542 1.43878873 1.08839709 2.50091809 -1.73314648 0.35336765 0.70162838 -0.50148442 1.26099869 -0.66665046 0.15980857 -1.6752826 1.2153084 ] Distance 10.520032892914175 Each least square approximations [ 4.21833032 1.96441625 -0.32397369 0.27188861 -0.87524889 1.67861214 -0.31249338 -2.16717109 4.84489802 -2.58648749 1.64681664 1.51682746 -0.76703199 -2.07879842 0.38348681 2.15723719 0.67981909 -1.84351844 -2.94600033 -0.61043599] Distance 11.191760412594482 Each least square approximations [-3.71961777 0.50589897 -1.00234629 -2.68703944 -1.41039038 -3.91296581 3.07334668 0.10979948 0.12729529 4.00583421 -0.23453936 -0.71598614 2.01282704 -2.17054027 1.42003157 0.0673231 1.37279406 0.08701785 -0.34993241 0.67173757] Distance 11.589204823007963 Each least square approximations [-6.54118979 3.52166518 -7.64422836 3.28020267 0.65767784 -3.16819915 2.85314037 0.86651839 -1.66594106 1.244592 -0.38667889 0.54691875 0.63807807 0.58396469 0.1419543 0.14254726 -1.03661815 1.13474757 0.04427414 -2.01867519] Distance 8.001909458864523 Each least square approximations [12.23284121 2.2202404 -0.91364181 -0.10768983 0.11175541 3.83250474 -2.52019512 1.07371995 -1.1345803 -0.31651976 -0.57271798 0.1030573 0.98148273 1.82439143 -0.51131311 1.87907818 -0.36697275 0.53019999 -0.05624087 1.62903565] Distance 5.410179832985272 Each least square approximations [10.93378761 -2.56312207 -4.58958346 -2.19773895 2.66272629 0.860783 -1.85882422 -0.99974534 0.60786353 -0.27968066 0.98699667 0.64991289 0.73212202 0.38034598 -0.50062182 -0.01670748 -1.01610762 -0.77730248 -0.17312835 0.03133106] Distance 7.143884693355601 Each least square approximations [-10.04192686 -3.97000059 -6.22357379 1.40475239 1.64849763 0.43671684 1.04212834 1.28033179 0.56138394 0.96985242 2.18799019 0.98994666 -1.84682499 -0.57998387 0.60197819 -0.96651542 -1.58933403 0.32761282 0.56049481 -0.31684682] Distance 6.45913526592518 Each least square approximations [-11.42570839 5.63844385 0.45052695 -2.24600968 -1.51845837 -0.77105623 -2.35330105 0.19779453 0.93452824 0.95118193 0.06262225 -0.81448193 1.71991656 0.04874633 1.19540896 0.63876368 0.95259292 0.24711425 -1.29996455 -0.53729663] Distance 5.789834559344539 Each least square approximations [-9.66487947e+00 -2.10441611e+00 6.02788967e+00 -1.86285205e+00 -3.24086700e+00 2.14219675e+00 -2.81898176e+00 -1.28299824e+00 5.63436744e-01 6.33670155e-01 -1.12837251e-01 7.19285580e-03 1.43243131e+00 -2.75646758e-01 2.45277529e-01 -7.94958498e-01 1.26759889e+00 -6.98503577e-01 5.04306683e-01 2.20450543e-01] Distance 7.17617483494577 Each least square approximations [ 9.29012393 -2.06471165 5.05231803 -3.69375657 4.20592855 1.62371409 -1.9799349 0.08840477 0.8409972 1.66884812 -0.03743076 -0.31977389 -0.11166533 -0.17756959 0.16025624 0.08320518 0.98103967 -1.76163547 1.5364903 1.0044549 ] Distance 7.394214945104775 Each least square approximations [11.35830402 4.96616692 2.88697764 -2.82382405 3.57885813 -1.62059815 -0.54877464 0.14045971 -0.6929224 -1.85592641 -0.48869017 -1.25761237 -1.55859072 -1.86531334 -1.72450996 -0.73050493 -0.03065518 0.04927329 0.95692639 0.06205685] Distance 4.237205143815909 Each least square approximations [11.04542572 -5.49351806 0.45748179 -4.39446102 1.31637148 -1.2181082 -0.53331247 -0.9993102 -0.18670612 1.77613198 0.90340091 -1.07963763 0.54861151 -0.76279924 0.75411927 1.10369119 1.15497999 -0.27796872 -0.4233787 0.9584001 ] Distance 5.7641659904962275 Each least square approximations [-1.22833539e+01 -4.95314152e+00 3.83746227e+00 2.80188857e+00 -1.35374497e+00 -5.06375310e-01 -1.54385348e+00 -6.87255455e-01 1.30230141e+00 8.09213134e-01 7.31787931e-01 4.06693152e-01 1.89176869e-01 9.36398671e-02 1.01163368e+00 -2.81855905e-01 1.08071964e-02 -3.03648085e-01 1.28358618e-01 1.36214842e-01] Distance 3.537450257489155 Each least square approximations [-6.04187458 2.59712657 -2.9421754 4.18178291 1.25503053 -2.09367997 2.83822368 -0.75439326 -2.62848536 0.13573305 2.12845727 1.45195627 1.57077465 0.07130101 1.86462835 1.17017583 0.27927697 1.97229952 -1.49831955 0.85648764] Distance 9.61624035346494 Each least square approximations [ 6.31701441 0.85720159 -0.32573876 -0.45827448 0.43065897 5.6056915 -2.01130162 0.50319932 1.02950973 0.63245676 -0.2531471 0.60784671 -0.5686902 0.53291155 0.50558913 -0.57987173 -0.38811461 0.15765023 0.80951987 -1.46642672] Distance 11.015531124379365 Each least square approximations [ 7.96574625 -4.02828178 0.84008358 -1.10093024 3.20890982 3.64364778 -0.33284231 -0.28171511 -2.17895404 2.1013945 2.25747893 0.51958628 -1.37211907 -0.36783264 -0.16510376 -0.03058735 -0.40745239 -1.86976683 0.97969028 -1.70701985] Distance 8.649047847745832 Each least square approximations [-5.98536307 -4.17650485 -5.27361414 -1.55725144 -0.48329359 0.40661214 0.77375909 1.92384538 2.66322437 0.46095792 -0.56744288 1.25435114 0.46097736 0.58416434 1.76160621 -0.86594586 0.50747199 1.42558163 0.64104286 -0.89140047] Distance 9.948558185031054 Each least square approximations [-9.52871639 0.07433461 3.171456 -2.54426172 4.24251078 0.0402814 -1.36225031 1.28850587 -0.4874263 -0.93604407 -1.41353868 1.52250188 2.53886085 2.36695286 1.05339024 -1.59671879 -1.74707123 0.82244933 1.74107811 0.57908009] Distance 6.869987817814763 Each least square approximations [-7.30872153 -1.12689024 5.34193421 0.55020405 -0.35102741 1.51949044 0.89481113 -1.39321464 1.21415688 0.56236217 1.91584887 3.11482647 -1.72203642 1.01557393 -1.55592309 0.41547728 -0.25139665 -1.36538625 0.32961611 1.50975727] Distance 9.460988395901452 Each least square approximations [ 7.27246378 0.10160527 2.83823208 -1.51009016 0.22009858 1.59981034 -2.6969048 1.46645357 1.80152609 0.34987863 3.87194658 -0.99103108 1.48948403 -0.68911307 1.32544738 -1.53380341 2.86087025 -0.91628695 -0.77261991 -0.07840798] Distance 9.6561153266519 Each least square approximations [ 7.06739849 3.91683263 -1.32395245 -4.75596229 2.44369469 0.36322178 -0.36582164 -2.23613929 -1.52363963 0.10373043 2.42562594 0.52738458 0.36502854 -0.68222906 0.80290367 0.41107206 -0.57817872 0.15568908 0.85022396 0.03704754] Distance 9.612006392820378 Each least square approximations [ 6.96084198 -2.74548482 -3.60307353 -2.30144641 -0.70007022 0.18163581 -1.29142159 -0.17636917 -1.01213032 1.01914433 0.04921334 1.70229982 -0.9389667 -2.57383852 -0.19784071 1.338104 -0.41443531 0.72930142 -1.89497514 1.16578467] Distance 10.384342971756526 Each least square approximations [-7.53521035 -0.36828034 1.7185819 5.09145728 -1.20715038 -2.21006131 1.5004404 0.5789336 0.11938996 -0.60112795 -4.42351559 -2.36273986 0.6395555 -0.15048295 -1.68870745 1.80849646 -0.61728644 -0.13471118 0.45552157 -0.92362389] Distance 8.718957060330641 Each least square approximations [-11.34033103 0.82901648 5.20769419 -1.87929514 -3.04645581 -0.06804005 -0.9808256 1.77409824 -1.17984706 -0.66042707 -1.05011338 0.08085706 -0.0536585 1.86398029 0.57117767 -0.78647954 -1.66403251 -1.11501748 -0.65728265 -0.51015205] Distance 4.608218146322109 Each least square approximations [ 1.12227828 -1.36394448 2.23241916 -2.11086857 -3.26710486 0.20764303 -2.92200455 -0.70747269 0.34326812 -1.63547947 -3.2852551 0.0784969 -0.31852387 0.68057189 0.95859765 -0.96338862 1.73798616 0.93773676 1.88596953 -0.34774934] Distance 12.277655441758434 Each least square approximations [ 4.45828232 3.46906526 3.23042847 -1.7632417 2.73191655 -4.73114186 1.32176369 -0.06454249 2.55981026 2.50136812 4.1124586 -0.5316177 -0.62034339 -0.74111904 0.56860969 1.08765552 3.51410236 -0.45693748 1.53958379 1.15477628] Distance 8.993161310240568 Each least square approximations [-4.98000904 -1.28400667 2.60060597 -1.04625097 -4.31762328 -2.21425824 3.17245902 0.69804163 -0.90239893 -2.61780389 -1.23570147 1.16039046 1.77609085 -2.33694519 1.57318923 0.22163285 -0.63968694 0.63816237 -2.39902225 0.36745729] Distance 10.480749698046903 Each least square approximations [-3.21778693 -3.2679805 0.79696334 -0.13337246 0.14294752 -4.49776106 0.33102533 1.92775684 0.33318919 0.11128359 0.11318278 1.41468324 -1.43176139 -1.01359221 -0.52505714 0.40837936 2.51945172 2.38820879 -0.81640813 -1.47811829] Distance 11.84543044456331 Each least square approximations [-6.00659503 0.03966002 -2.63217405 2.43000922 -0.17672924 3.98833359 2.10579688 4.61275757 0.87666961 -1.1701457 2.21033408 2.69990733 2.32260782 -2.16593519 0.91638511 0.67829837 -0.5198817 2.02343821 -0.38867987 0.8697888 ] Distance 9.225090134566981 Each least square approximations [ 6.64921622 2.80150683 -1.27785158 2.56800521 -1.41609359 -1.62403734 0.35256728 2.7022386 -2.66244038 -2.83610061 -0.33769911 2.07466743 0.16627735 1.20652828 -2.91869969 -2.56876663 -0.32609894 0.68660661 0.59787167 -0.72526813] Distance 9.831956726179165 Each least square approximations [ 3.15094936 -0.80228006 -4.60190955 -1.12440385 1.68342832 -0.16759693 -4.57082791 0.84954997 0.4119377 -1.32218545 2.66412925 -0.41240167 1.56967062 0.32213786 -0.75966906 3.92760452 3.20479296 -1.57778808 -0.12088183 0.22443772] Distance 10.419467981087726 Each least square approximations [ 5.5901174 5.95841727 -0.05299707 0.81927243 2.31201765 0.10634208 -2.55931613 -3.12431461 2.24872028 -1.05184921 0.97396136 2.12962932 1.41637172 -0.32881912 0.55143388 1.11268967 0.5492408 -0.79679555 -0.98304427 -0.26632501] Distance 10.013257731250484 Each least square approximations [-3.44841785 2.03326383 -1.17266103 -1.15074646 -2.25704538 -2.78069693 2.20794222 -1.21634548 1.96171714 2.60405332 -0.48766005 -2.83923151 0.01546036 -2.8326278 0.40821301 1.00860347 1.39662635 -1.45658806 1.39117853 1.23782841] Distance 11.534929830852153 Each least square approximations [-6.77201579 3.35514428 -6.8301512 1.38692843 -2.1979621 -3.19992852 0.99040346 -0.7748456 -3.54760177 -1.35582799 0.26487966 -1.52204138 -0.40262113 1.87367235 -1.45936185 0.9529917 -2.64140158 1.0233478 -0.07866119 -0.65746211] Distance 8.01202099158721 Each least square approximations [ 9.95264059 1.59523085 0.17999795 -2.64703733 -2.09860283 3.53950419 -2.48110562 0.21238102 0.57550027 -2.33137924 -1.00862732 -1.02808541 0.17788021 0.16241074 0.77904501 1.17330925 -0.93886574 1.53678038 -1.63600204 2.24825424] Distance 8.117327637668337 Each least square approximations [10.10328521 -0.57193007 -2.19752365 -4.30092321 2.03770493 0.39106403 -1.734819 -1.94021244 1.26775281 0.10882726 1.32079098 -1.63342516 2.41556309 0.48739395 0.87900888 -0.73208821 -1.86650318 -0.20069013 0.9411808 -1.40973441] Distance 7.8676706610392335 Each least square approximations [-8.32020586 -3.93216429 -3.90576541 -0.1929189 3.67801812 -0.0304671 1.50981471 0.92165303 -1.20610563 0.06892018 2.17522941 2.88428282 -1.86254983 -2.08954906 1.09213937 -1.05295903 -1.55858789 0.14052022 -0.60672828 1.7041986 ] Distance 8.45659288832045 Each least square approximations [-10.48691376 2.68578991 -0.31854166 -1.0869818 -1.27353846 -1.36427226 0.04626502 -1.02684174 1.90774291 3.14520856 -2.19017269 -0.95278324 -0.94311163 2.36070832 1.3734986 -0.05499269 0.35923119 1.24431538 -0.23813493 0.17792335] Distance 8.133530587230712 Each least square approximations [-9.6958358 -5.69289532 1.84969924 -2.53903501 -1.95377035 2.83232259 -3.17308129 -0.57158609 -0.48180044 2.11321585 1.94544558 0.54766943 2.3166047 0.48991672 1.97475731 1.28698779 0.22831565 0.09083764 0.94410605 -1.83616562] Distance 5.9775201298416265 Each least square approximations [ 9.68946313 -0.94342914 4.46759754 -3.24761233 3.44744722 0.06254325 -1.10430263 0.39779739 1.5537016 -0.96034738 -0.08317483 -0.10622984 0.82401183 1.47539624 -0.68248711 -0.36293507 0.77765941 -1.46434512 2.73115517 -2.43879776] Distance 7.550331018129037 Each least square approximations [ 1.10767984e+01 2.03780038e+00 2.84340164e+00 -2.69304665e+00 1.76442671e+00 2.84283451e-03 -3.10671431e+00 1.25568245e+00 1.88242685e+00 -3.01045026e+00 -6.93782457e-01 9.21356025e-01 1.08854705e+00 8.14856325e-01 2.99925401e-01 -6.37667400e-01 1.37959174e-01 7.10153776e-01 1.68663595e-01 -6.24352767e-01] Distance 6.690973228601673 Each least square approximations [10.72027559 -1.68288838 2.7412317 -3.70494531 -1.60827903 -1.82210884 -0.02724863 -0.38875173 -0.01423008 0.24270037 0.03557542 1.39531333 1.07964328 1.56808898 -0.21755387 0.58171454 1.78798316 -0.74021223 -0.6676875 3.02377321] Distance 7.356134891426034 Each least square approximations [-11.41886368 -0.52852528 2.77075867 0.88552673 -1.96630867 1.85855444 0.78602558 0.94277054 -0.02382189 0.6994205 0.04007611 0.89198786 0.03459672 2.07988758 1.58620493 1.55593741 -1.62919196 1.45394188 0.58627218 0.49103728] Distance 7.393070921387663 Each least square approximations [-6.83151131 3.62243559 -2.72753968 -0.22821115 -2.64355778 -3.29175926 -2.87491542 -1.63592751 -1.08028924 2.04086966 -2.0755514 1.14339515 -1.18984572 2.18760773 0.91479033 1.24055706 -1.40664416 1.60531939 1.78751387 2.43632231] Distance 8.519580175733658 Each least square approximations [ 5.95635817 0.86074949 -0.74081287 -1.60157765 -1.75051451 1.82140829 -2.27618391 -0.41779407 -0.48633346 -1.29974531 -2.33069373 -0.44115119 0.44009518 -1.29729029 0.80169127 -0.71503459 -1.36100406 1.954316 -0.64547634 1.1415575 ] Distance 11.523801516690515 Each least square approximations [10.2796299 5.86409413 1.95609778 -2.95738416 2.30511098 -0.56006012 0.66294533 1.17630009 -1.59245715 0.39567333 0.37082452 -1.34343478 1.1655779 -0.24258479 0.48818728 0.68964294 -0.87044727 0.84120058 0.60835536 -1.56846043] Distance 5.540778066494183 Each least square approximations [-7.9621424 -2.45958611 -0.99629467 -1.4078627 -0.61496096 0.52238364 2.33078424 0.79435568 2.02590487 -0.54878985 -1.80512633 0.45685126 -3.74571906 -2.23995366 0.50480768 0.45463849 0.69679407 0.0874457 -1.85246443 5.19077929] Distance 8.028543576852522 Each least square approximations [-6.74376103e+00 -5.95206487e-01 8.99909414e-01 -1.58760209e+00 4.91663765e-01 -1.77300267e+00 -1.62709290e+00 -2.17954904e+00 1.16385100e+00 2.13722435e+00 1.54668012e+00 -1.88220701e-01 -1.04373493e+00 1.62725006e+00 2.08810063e-03 -2.39062230e-01 1.19929152e+00 2.40292330e+00 -6.64229417e-01 9.89727198e-01] Distance 11.005430969847142 Each least square approximations [-6.65683725 -2.84541046 1.18579031 -0.45363314 -1.2325123 0.94098698 -2.97639707 0.77879552 -0.51251776 -1.11801421 -0.034816 1.95245174 2.68049931 -1.26615242 0.07199091 -1.0144045 0.66157728 1.03733021 2.55861132 -2.01403305] Distance 10.425278751232778 Each least square approximations [ 7.48901081 0.55842028 2.90627538 -1.14836026 2.2071599 -0.85221935 -0.60847134 -0.53582745 -0.67705297 -1.36040865 -1.88670539 -0.11949307 3.41013312 0.44236603 -0.13649891 -1.32720965 0.75949263 -1.05512095 1.58466023 -2.01130893] Distance 10.084200846000877 Each least square approximations [ 8.37226402 0.28808571 -0.46420009 0.23820877 1.61159665 -0.34316727 -3.0132591 0.8607897 2.28395418 -0.43873749 2.84742177 -2.07397812 1.37612258 -0.00928045 1.06399668 0.35928615 -2.02570772 -0.12615709 -0.67027818 -0.67236453] Distance 9.636569482946713 Each least square approximations [ 8.00993701 1.43081786 0.70212017 -2.43369234 0.00984805 1.30344614 0.89967798 0.92552346 1.1073583 -1.40490782 0.50454883 0.94451268 0.85104186 -2.51757604 -0.9195452 2.4823873 1.39029411 -0.80663473 -2.01372606 1.57071932] Distance 9.916301052966407 Each least square approximations [-7.1085647 -0.53258746 1.61242432 -0.75543903 -2.07014785 -1.38316494 3.52287623 1.48731232 1.31785218 2.30608344 -0.93300138 -0.23433214 2.92693161 -0.79891992 0.76162421 1.01844209 -0.79726089 0.25232728 0.0122552 0.67960225] Distance 10.347547575547582 Each least square approximations [-6.72663939 4.98025999 -4.7091804 0.55642612 -2.76272822 -1.22857953 2.32257647 -1.86313472 -4.28921298 -0.94835594 0.93495562 -0.94907456 -0.02423543 -0.15163868 -1.29231361 3.0265554 -2.28957253 0.2567957 -0.53413618 0.48526741] Distance 8.056721789310023 Each least square approximations [ 7.86011404 1.38437421 0.24838379 -0.88354902 -2.1185172 3.82982844 -1.55567221 -0.67285229 1.42794232 -3.34105003 -0.64165132 0.21174635 0.9717873 1.15634021 0.35410119 1.02261643 0.27526554 1.18369823 -0.27929075 -0.0711217 ] Distance 10.390848651109124 Each least square approximations [ 7.557383 -1.00078748 -0.41654636 -3.99187454 4.22812918 1.67981438 -1.18272238 -2.06153363 1.73429117 1.73856657 1.39311583 -0.82270081 0.7080395 -0.85721866 2.32587407 1.39863863 -2.87798421 0.2899505 -0.86763563 -1.02927788] Distance 9.23084149377346 Each least square approximations [-8.24747171 -2.73348766 -3.1384993 -3.79832154 3.1962671 -0.26323252 2.10690346 0.63445248 -2.59522464 1.41422741 1.14001973 3.50179509 0.79830034 -1.0924476 2.27910594 -1.93403657 -0.66925133 -0.12531081 -0.03623752 0.12118142] Distance 8.047954005852203 Each least square approximations [-11.41580318 -1.62459269 -1.30733592 0.20247208 -0.33227359 -0.02220068 2.27895422 0.81570946 0.95821374 1.11390756 -1.28759072 -1.91705216 -0.12440075 -1.45726143 -0.51585886 0.27394699 -0.57736207 0.32656618 -0.0648991 0.71556884] Distance 7.8486291769856 Each least square approximations [-10.2790662 -4.85151252 0.57222643 -0.11003482 -0.74854784 2.17986744 0.82307509 -1.57505827 -0.75942025 2.28372414 3.0050824 0.28843209 1.61693143 1.36807508 1.51897525 0.53345369 -1.45492304 -1.54404832 1.03716402 0.18341328] Distance 6.899924277062937 Each least square approximations [ 8.49338771 -0.05193508 4.91052417 -0.81201973 1.79918945 0.44378809 -1.09661906 2.78705513 -0.07096496 0.3451443 2.50486597 -1.04927937 1.2274532 3.2880931 1.60912987 -0.84649501 0.85478172 -3.07156689 2.24392797 -1.24500936] Distance 8.001130190689224 Each least square approximations [ 1.02753319e+01 -7.98057122e-01 -3.86010095e-01 -5.32812890e+00 -1.03664932e+00 -6.39035704e-01 -2.93074441e+00 -1.74936145e-01 1.36745502e+00 -2.28464641e+00 6.53549422e-01 1.35257647e+00 1.96225424e-01 1.69165047e-02 1.55528499e-01 -9.60003234e-01 -2.59830904e-01 1.95708583e-03 1.23161094e+00 -1.43923878e+00] Distance 7.373101414684379 Each least square approximations [ 9.50947211e+00 4.22181558e-01 -1.57953778e+00 -3.71469552e+00 -3.28274285e+00 -1.65908019e+00 -1.25772074e+00 -5.59341921e-01 2.22484257e-01 -4.80539596e-01 7.75849431e-03 2.58219699e+00 3.04104501e+00 1.16667418e+00 -4.48727870e-01 2.23328948e-01 6.53597322e-01 2.27596870e+00 -1.67287534e+00 3.06882670e+00] Distance 7.433133177538463 Each least square approximations [-11.18224113 5.30783923 1.49632099 2.8540824 -2.68654083 0.14248981 1.26855084 1.23106236 -0.42320174 0.34329064 1.33682557 -1.19373694 -1.18071947 0.97895671 1.70898564 -0.22488234 -1.78643871 -0.09456111 1.42565777 -0.62403941] Distance 4.979094569202711 Each least square approximations [-8.31905352 -7.83956977 -0.36061727 3.45474261 0.94419227 -1.21023868 -2.52645546 1.6711347 2.26407364 2.32254108 -0.88019981 2.01117788 0.34190807 0.44477432 1.55910547 -0.48603862 -0.12866387 -1.14299268 -0.3597866 0.35847655] Distance 5.094811476401872 Each least square approximations [ 1.79324023 2.21933933 0.28415101 -0.97030881 -0.35386541 0.74750169 -1.13131874 -2.84476347 -2.96687167 -0.37805806 -1.38875279 -0.3088831 0.48529383 -0.57608764 1.03794336 -0.89500184 0.49701356 -1.31401082 2.1852806 -2.26432992] Distance 12.474413020392015 Each least square approximations [ 3.67039165 1.51506296 0.37875292 -0.94572103 0.72867324 -3.70938709 0.4024709 -0.32746318 2.60083061 1.1671553 1.9382137 0.83982727 -4.662038 2.17381587 1.21703721 -1.00735235 0.83225797 -0.97704166 3.08538439 2.55874716] Distance 10.46417172291457 Each least square approximations [-3.70058074 1.52140282 -1.09849566 0.8851766 -3.07156097 -0.22713477 2.13485372 2.20261834 2.60629186 -1.95306441 1.08655567 -4.1240632 0.75450889 -3.04076135 -2.42484364 0.53026299 0.37655021 -0.44985043 -0.13681092 -0.70310814] Distance 10.844277636200777 Each least square approximations [-1.23209238 0.56569771 1.84746051 1.79182703 -1.6065477 0.54290603 -3.00458309 -2.14015835 -1.09741076 -1.50884363 -0.97509384 1.178055 2.0170904 -0.02517281 1.72169769 0.64178605 1.19713815 0.81195988 -0.53491696 1.99255997] Distance 12.47249363852238 Each least square approximations [-3.58886307 1.97820263 -0.96800398 1.73758004 -1.19526649 3.95027597 -3.38915744 2.78593971 3.10105343 -2.58134396 -0.92326346 -1.05997589 0.25438261 1.14621448 -0.59320721 -2.65627218 -0.49912575 0.9531709 -1.130079 2.95367817] Distance 10.241613884871756 Each least square approximations [ 3.35048099 3.49737812 -1.50456428 -5.02957707 -0.20553142 0.30807204 1.6772597 -0.66894971 -2.71201809 0.22523583 0.96652896 1.63748341 -0.17772679 -1.04009868 -0.79318542 0.64415479 1.98564278 2.94188667 -1.89670971 0.35818578] Distance 10.779825305692514 Each least square approximations [ 2.18892064 0.36838539 -1.86179171 -0.87897664 2.81839829 1.66151403 0.52726953 2.53953391 -0.13849283 0.9742394 2.13635183 -2.44964294 1.63060946 -0.27077553 -1.34298761 2.9034221 0.35420491 1.03944082 -0.52872724 2.6472509 ] Distance 11.854658669162148 Each least square approximations [ 2.06997332 1.74478857 0.61910892 -2.23092319 0.37826821 -1.46834871 -1.92461465 -2.09169086 0.89447112 -1.07403272 1.46730808 -0.81624516 -2.95778179 -0.96511889 -0.96628226 1.19086822 0.35348213 -1.31087386 -1.02859426 -2.29391942] Distance 12.332329371204128 Each least square approximations [-0.91046038 -0.71197164 2.90596561 -1.05141889 -0.60421253 -1.04031086 -0.3735894 -0.96346383 0.182891 2.75953288 -0.06719324 -2.13108825 2.52770077 -1.73171612 -1.52849987 0.79361833 1.62124696 -1.90900226 -0.9699665 1.77948966] Distance 12.320398977165826 Each least square approximations [-9.15223972 -1.13203105 0.6490469 0.68112125 -0.33252877 -5.04828941 -0.18086493 -1.60589005 -0.76009437 -3.33120474 2.41050088 -1.53072391 -0.51594083 -1.02963481 -1.97032638 3.5419062 -0.02535771 0.75701187 0.28534102 1.46086451] Distance 7.5934253697506655 Each least square approximations [ 3.84737773 1.65213466 -0.65137802 -2.85992185 -2.39530185 1.20195961 -1.643937 -2.67063834 -1.19533676 -0.48518253 -1.08654799 -0.85832394 0.18100397 0.5089435 -0.29647033 0.88065583 -0.41581223 2.43646595 1.69627543 0.34664568] Distance 12.45684474283788 Each least square approximations [ 6.95612172 -0.99139294 4.13936433 -2.67523532 0.59855597 -2.7581917 -0.7546494 -1.73070111 3.08378991 2.9934153 -1.55295914 2.2590212 -0.88280372 1.0016375 -0.95911528 1.80864148 2.02230044 0.17882103 3.01494153 -1.77117967] Distance 8.869551929163103 Each least square approximations [-4.42392912 -2.69808311 -1.81669082 0.21978685 -2.47639496 0.38180446 1.53884288 0.59397088 -0.12298754 -2.01686543 -0.26926939 0.27610854 -1.58844995 -2.27847172 -1.20566753 -1.72020066 -3.73660874 -0.68772427 -2.20115717 -0.63557639] Distance 11.701582692425248 Each least square approximations [-5.40568096 -1.85389216 1.87831136 -1.66105751 -0.34203471 -4.28878042 0.520634 0.21346051 -2.34017917 -2.27213653 -5.46398054 0.37308051 0.69066679 1.90190422 0.55317541 1.51070996 1.81033135 0.76098976 -1.80773304 0.20308348] Distance 9.995737707420108 Each least square approximations [-6.77398947 -0.425379 -0.5718977 1.6494864 -1.3395428 1.95599312 0.4270455 2.2221661 2.37903096 1.66215916 2.53280745 -0.0274476 2.93724614 0.82211019 -0.67263211 -1.67226796 1.53865717 1.89290111 0.87861596 -0.42363918] Distance 10.863693425249625 Each least square approximations [ 8.72932151 8.43561462 0.3318519 -2.86256467 0.20383404 -3.72211435 -0.76919881 0.76626226 -1.02818913 -2.48910879 2.00836816 -0.02627205 0.63706942 -1.1512148 -0.18763372 1.06227802 -1.36228919 -0.36571615 -0.70426914 -0.05855207] Distance 4.97578504710213 Each least square approximations [ 3.80557058 0.57470823 -0.28017532 -4.8630868 1.54217877 0.06346681 -2.91963667 -1.3904168 2.18034476 -1.00463537 0.64270484 0.28938676 1.51474941 -1.6492815 0.04080113 0.78989385 0.16090592 0.55332408 0.32688873 0.03097979] Distance 12.18392940531639 Each least square approximations [ 4.06211896 -0.88188669 -1.79822222 -4.3788175 0.65988954 0.53577114 -1.03809679 -1.9363307 0.73891801 -1.07465444 -0.64954496 3.76201021 -1.51596604 2.62345939 0.34079876 0.39244802 0.44344336 0.97571921 -2.02146459 1.2897455 ] Distance 11.589148316284108 Each least square approximations [-4.12099426 0.2570891 1.20450789 3.64676504 -0.97961629 0.19824309 1.0507465 2.90136055 1.2086693 1.66559958 1.99325491 -0.76900198 -0.59884897 -0.39050297 0.53561252 2.78640804 0.82299201 1.60360987 1.04076873 0.91053921] Distance 12.137823973851562 Each least square approximations [-6.60892743 2.57879297 -5.27512715 0.60699246 -4.67365752 -0.75176856 0.5347544 -0.4672896 -2.59730915 1.23947009 -1.86596261 2.54514888 -1.99880174 0.80234433 2.64654352 3.63058486 -2.15767967 1.11039477 0.64251755 -1.94474238] Distance 8.03933034551883 Each least square approximations [ 7.80792061 2.10010191 -1.50465688 -1.11254005 -2.35814964 4.3591884 -0.50738582 -0.45291597 -0.9519827 -4.83333057 -0.52365625 -0.89279894 1.43962992 -0.38724711 0.54424646 -0.42139262 0.34112603 1.40217673 -1.02976544 0.82473719] Distance 9.667302461050015 Each least square approximations [ 8.00549613 4.00886502 0.27739096 -5.88731124 4.7793112 1.23456473 -0.1822232 -0.3617136 2.0075895 -1.67307425 0.62491828 1.36259387 0.6530333 0.283595 1.16780512 -0.65872081 -3.4515775 -0.49651082 -0.80291311 1.67074542] Distance 7.267244147121153 Each least square approximations [-9.6997566 -0.75320363 -2.33766516 -2.48521401 3.08204066 -2.15456561 4.54907317 -2.66664911 0.60381465 2.09947964 0.2118094 2.0336 -0.8160354 -1.08308879 -0.32948471 -0.64989451 1.42521691 -0.05059351 -0.15958609 1.74126598] Distance 7.386659067724863 Each least square approximations [-9.49600005 -0.96970683 -1.94221255 -0.18210233 -2.60521763 -1.19805236 -1.08084462 -2.25441147 1.25191341 0.13083294 2.27852742 -2.66535804 1.42629956 1.71532335 -0.93878618 0.85065093 0.32847611 -0.3170944 -2.32789608 1.244474 ] Distance 9.065629537235937 Each least square approximations [-8.33094065 -3.2522057 1.77921676 -0.72295546 -3.91584345 0.60569478 -2.97119346 -0.03130799 -1.22073173 0.14197079 -0.14292774 1.28357777 2.67277705 0.22526211 1.53895161 -0.70261205 -0.49883947 -0.77139002 0.60618272 0.90597365] Distance 9.785200833482756 Each least square approximations [ 7.02729692 -1.40926744 3.4112186 -2.52314285 4.51358817 -0.74149582 -2.83865753 -0.53194296 0.42994033 1.97270915 1.49713529 -0.08162749 1.14254001 3.37531785 -0.09037363 0.11961972 0.24693479 -2.24022923 2.31301261 -1.39507889] Distance 9.442491147544649 Each least square approximations [13.25722099 -3.95221289 0.09526577 0.41238784 -1.0243089 -0.73203133 -1.60579302 -0.11396232 2.38128207 0.89337828 1.9326341 -1.39049223 -0.20739632 -1.2077342 -0.80873184 0.41956343 0.29566413 -0.49229526 0.22345425 -0.29373251] Distance 2.924373054460104 Each least square approximations [ 8.9342124 -0.19536497 0.4331878 -2.50934348 -3.05558164 -1.67182373 1.18003369 -0.12459747 3.83552786 -0.22006711 0.44148863 -0.20691132 3.18937561 -0.5557161 2.00364193 2.33122537 1.97336707 1.14295261 -1.34916583 0.38611141] Distance 8.788443580056276 Each least square approximations [-11.16174555 2.90611466 3.03434196 -2.85227726 -0.34279715 -2.36804742 1.26588728 1.67958977 -1.48868748 2.78728733 -0.60123301 0.36919086 0.30507316 -1.26154842 2.12621348 -1.72724737 0.14923095 -0.66286917 -0.92425649 -0.81993717] Distance 6.085652671027613 Each least square approximations [-6.90743924 3.99275368 -3.03805932 0.54808714 -1.38626689 -5.32634283 -1.70174592 2.22220906 0.45049267 1.09213649 -0.89707753 0.61196993 -1.78268755 0.61583729 1.67014945 2.34789864 -0.37888919 -1.58403323 1.8991505 1.47916579] Distance 8.456384989978618 Each least square approximations [ 7.25472509 1.24435352 -0.69255287 -2.4008527 -1.51594456 2.05097385 -2.298935 -2.21285888 0.85480987 -1.42375814 -1.32678275 0.11759387 1.24731913 0.0723483 0.67285266 -0.25061098 -1.30698117 0.35600834 0.02289945 -0.59031734] Distance 10.945356060249187 Each least square approximations [ 9.58693351 2.5199983 1.16624204 -5.8414509 -0.14623486 -0.14679711 -0.11937309 2.21288072 -2.2226038 0.68496222 0.60853372 2.29014049 -2.16592741 -0.88923083 3.1074529 1.62967577 0.52643171 1.07554564 2.01484091 -1.07462343] Distance 5.616041463515268 Each least square approximations [-8.15866266 -4.25394637 -0.96939529 -1.06845792 1.20111666 0.59603506 2.75767983 -0.14040438 2.55668285 -1.28661867 -1.79111512 -1.04717987 -3.08193606 -3.94306052 0.57682907 0.69788854 0.8732873 -0.0144977 -1.64523127 0.99366933] Distance 8.168216153611906 Each least square approximations [-7.78580174 -0.05410464 2.64143842 -2.01182101 -0.16944691 -0.49666659 -0.33726722 -2.04876455 0.96688116 0.66898951 -0.15660429 -0.73925017 0.27213307 1.6137362 -1.41104679 -1.34611323 1.13728436 1.31822043 -2.31859246 0.78728992] Distance 10.583409702435803 Each least square approximations [-7.06505055 -3.1664886 2.88994184 -1.19526316 -1.3715225 1.83786418 -1.17075119 1.16676057 -0.0991557 -0.73681688 -0.58253344 1.44620111 3.40063456 0.24122193 -1.0872484 -0.66583636 -0.93173183 2.34908898 1.75999119 0.98677808] Distance 10.064836058562328 Each least square approximations [ 8.75175197 0.75661784 4.24668038 -0.62196743 1.87215863 -1.21022432 -0.35744736 -0.12191231 0.17487346 0.94098579 -0.54779611 0.45436997 4.57409955 -0.18011885 0.13160265 -1.6817245 -0.29634812 -0.32488678 -0.41589034 -1.57520704] Distance 8.771166105428987 Each least square approximations [ 8.05039004 0.01040398 2.04213471 -0.61644054 2.39036932 -0.24701867 -1.61922124 -1.74319738 0.03716901 -0.126625 3.87230817 -1.42987144 0.68346603 0.57237796 -0.03068969 0.32741699 -1.0159732 1.12860849 -0.13319843 -2.43648549] Distance 9.934205613511446 Each least square approximations [ 7.60137701 -0.46808273 0.94499594 -3.92404636 0.05784261 0.78586018 -0.47501989 2.32810895 2.08706323 -2.228392 1.54889336 1.54635415 -1.34581706 -2.47552761 0.88914238 0.83493421 1.07076871 0.02846066 -3.97597571 0.61547079] Distance 9.179952100741293 Each least square approximations [-6.54521468 -0.87367006 2.99543166 1.74267548 -1.74048615 -1.1489721 1.11126475 1.90102516 0.67163916 2.99850882 -1.44136532 -0.59395147 1.44494936 -1.13121741 1.36718971 1.63294136 -2.29370172 0.76363573 -0.33382252 1.28461213] Distance 10.654127486622947 Each least square approximations [-5.92863298 4.17736632 -4.45674692 2.02624797 -0.29600725 -3.47208198 1.4522966 -1.11300956 -4.04006991 2.262354 -0.19479461 -0.63010936 -0.65614218 1.56903108 -1.08328853 1.07800355 -1.04442654 2.1761478 0.07213499 -2.62230829] Distance 9.17427529223152 Each least square approximations [ 9.36461658 -0.20629069 -2.29334141 -2.40763143 -1.09695946 3.70367386 -0.75923786 0.97110266 0.09432126 -0.14900028 0.62457095 -1.12376793 -0.80043801 0.57831153 -0.13295795 1.96977448 0.34644487 -0.11083996 -1.48203773 1.5143131 ] Distance 9.46697776125027 Each least square approximations [ 9.21038901 0.09585607 -0.77455131 -1.74748501 2.60987438 2.53598596 -4.27761448 -2.83434938 1.56415544 0.82584205 0.08231049 -0.91608104 2.15211863 -0.63219773 -0.26949431 -0.66611522 -0.53791824 -0.77304721 -0.10448547 0.10861967] Distance 8.805508772495767 Each least square approximations [-9.12792787 -2.65402185 -2.58049808 -0.81110664 0.62532421 0.03184758 0.92343408 0.47053156 0.32048035 -0.31430817 1.8751182 5.72901974 -0.69037653 -0.84365506 -1.39353055 -0.3796725 -1.40956199 0.65631487 1.08135473 1.50269074] Distance 8.439934469638898 Each least square approximations [-10.71340623 2.36636084 -3.54529396 0.59844127 -2.93366404 -3.58029011 -1.78328019 0.48001568 1.49975331 2.13491688 -0.23321503 2.27335805 0.31665402 1.81699134 -0.13332962 1.80591082 -0.97201442 1.37577658 1.82887287 0.34401557] Distance 5.73468445690819 Each least square approximations [-8.5604199 -2.73615797 2.43002642 -0.66139927 -4.35490571 1.73254201 -1.18857627 0.74917916 -0.61887757 2.50073667 0.1919449 -0.85223793 0.56566888 -2.31610104 1.86178529 -0.22075519 -0.33666222 -1.61575472 1.06589547 -2.257143 ] Distance 8.91248916546324 Each least square approximations [ 7.72849228e+00 -4.06206116e-01 5.42908324e+00 -1.88694877e+00 2.81198102e+00 -3.92621836e-01 -2.65251034e+00 -1.61705113e+00 -4.56993126e-01 1.19391641e+00 -1.16108262e+00 1.18315136e-01 -3.68541805e-01 2.10635678e+00 -2.26154199e-01 8.48764311e-04 -2.19267165e-01 -2.28536464e+00 1.74947206e+00 -7.39839914e-01] Distance 9.428461354883638 Each least square approximations [11.1790774 3.88052437 -1.1957602 0.46387416 1.6627388 2.5221166 -2.84908422 0.35001835 1.19122429 -1.83530173 -1.98048805 0.44325705 -0.86571127 0.66328796 0.49329015 -0.44821206 0.64003659 0.03074178 1.93763681 0.09098129] Distance 6.502554155157929 Each least square approximations [10.81117958 -0.52667314 0.72419421 -2.49791881 -1.26592948 2.00819702 1.22099956 -2.76634533 0.96272804 2.56589868 0.70405317 -0.06384736 -0.37915 2.38075376 -0.10285497 0.72948891 1.82519909 0.78288356 -1.38066694 0.96296409] Distance 7.496161097720037 Each least square approximations [-12.86130576 -1.65117892 -1.44619467 -2.83497373 0.08674012 1.5684075 1.07941119 2.98486352 2.08761833 0.10991053 -0.42762037 1.00229965 0.61055172 0.72733872 -1.22612914 1.77616012 0.0322221 0.34992765 0.35041957 0.21646158] Distance 3.7170253547338388 Each least square approximations [-6.16933519 5.4440912 -2.69974361 4.27801755 -0.81739236 0.75760546 1.00125798 1.83956073 -4.08426723 0.91190418 -1.89710839 -2.05225142 0.90850098 2.16560454 -2.01160591 -2.08250375 -2.05576844 0.98913936 0.15043175 -1.06532114] Distance 8.400300007089204 Each least square approximations [ 9.57911609 -4.2047479 2.63258569 -0.84608249 -0.61064306 0.53216586 -3.94083965 -0.46788231 2.06453865 -0.85657857 -2.30944357 0.3045077 -0.60062552 1.3919952 0.93937209 -0.07609139 0.44566223 -0.0370382 1.14184807 1.60273084] Distance 7.993396150965901 Each least square approximations [ 8.85216794 -1.35345199 -3.67339561 -0.23563902 1.75890456 -2.22464821 -0.35588569 0.09271442 1.38698548 2.99609913 2.64287879 -1.12531681 1.84240726 -1.76240925 0.32798867 -0.06086986 0.51208193 -0.59698536 -1.06731696 -1.04806963] Distance 9.193862926773626 Each least square approximations [-7.75059522 -4.62273984 -2.0810515 -0.18122504 -1.772501 1.26624564 0.73207204 0.63109717 -2.1420888 1.00661875 2.92896321 2.47165295 0.05772789 -1.16745529 2.35659972 1.73148731 -2.34562918 1.87556178 -0.50050984 0.28380614] Distance 9.166460424993577 Each least square approximations [-8.60110813 3.8902304 -0.7417583 -3.46905917 0.43587717 -1.71250515 1.14221648 1.44717066 1.87973246 1.91114471 1.41737725 3.1431941 0.269182 -1.58190603 0.65089884 -1.75063678 1.3237669 2.30693588 -1.686814 -1.23033863] Distance 8.383106398120006 Each least square approximations [-8.95461715 -1.30912193 3.90070355 0.13656164 0.06499083 1.11508081 -1.33751144 1.00378237 -1.76260077 0.27418485 1.21635294 2.45905791 0.87841636 -1.62099538 1.03795993 2.93938104 2.19690146 -0.07317411 -0.00950637 -1.08886552] Distance 9.1677212144369 Each least square approximations [ 8.30451065 -4.47493583 3.14689231 -1.43780894 -1.06172723 0.46815219 0.00981273 1.92062176 0.27394392 -0.79293841 -1.34932073 0.23689884 1.09631831 -2.36392972 0.05207643 1.19691823 -0.80700896 -2.71838317 3.10069875 -0.45215066] Distance 8.966921133932315 Each least square approximations [ 7.5202227 4.04990393 -0.56703548 -2.89981516 2.7727687 -1.29580934 -1.8279194 -0.46783774 0.25053335 -3.77182332 0.81781916 -0.91195713 -1.36591997 0.75494742 -0.48067714 -0.73426715 0.28581416 -0.86415919 -0.88336333 -1.999756 ] Distance 9.790287348575776 Each least square approximations [11.70452839 -2.68641659 1.45239586 2.41631764 2.65506985 -1.06829654 -1.89624258 -0.90258583 -0.42042534 0.85193201 0.71338844 2.36462193 3.37786246 0.10851986 -1.31037288 -0.75585662 -1.88044947 -1.3735429 0.91569108 0.15072905] Distance 4.827828392410265 Each least square approximations [-9.64530386 -2.79402818 -0.81397775 2.26463914 -0.51941527 -2.05045669 0.53373614 -2.29957785 2.38478855 0.25799108 0.32131188 -0.70614401 0.234658 1.74686994 1.65210072 -0.64046741 -1.35832054 0.0148996 -1.04687426 1.93640086] Distance 8.893666555636047 Each least square approximations [-10.66024977 7.20298649 1.20056394 1.51540861 2.96167825 2.86618061 0.52268667 1.94232941 2.11015065 0.1735311 0.10726692 1.23930354 -0.02137862 -0.76857333 -0.10964281 -0.21708045 -0.48901289 0.83429599 0.03624304 1.40488655] Distance 3.7479525475254625 Each least square approximations [ 5.47011657 -0.27349562 3.47542577 -0.04057992 -2.87486179 1.7549411 -3.78142545 -2.20523612 -0.34470297 1.57176325 -2.38470517 0.15895822 -0.89165072 0.34905255 0.31938939 -2.37199868 2.72295274 -0.82443246 1.79448392 -0.03620021] Distance 10.727798596940355 Each least square approximations [ 6.67623704 -0.15402083 -0.39534291 -2.27589331 4.50297946 -2.82928855 1.09714592 -1.72015023 -0.92359567 4.11342905 1.51471245 1.00951341 -2.73662016 -2.05709862 1.17753906 -0.95226132 3.65623055 0.22436299 -1.33937484 0.01407353] Distance 9.01345648130172 Each least square approximations [-8.23188733 -1.35247006 -1.8238035 1.03080097 -5.73040891 0.38983863 0.81268777 0.24545188 -2.14257472 -3.76535909 -3.00561337 0.8825375 3.35666236 -1.3779961 3.15258458 0.3730619 -1.44377564 0.18059844 -2.06944853 -1.34437055] Distance 6.797615925848567 Each least square approximations [-6.75636852 -1.72427905 2.20674213 -5.35849548 -0.24960581 -1.24861875 -0.10260883 2.80501462 1.7126633 -1.03064164 1.25408974 -0.6935009 -2.00417893 -1.89560493 -1.18076334 0.92417802 -0.07105254 1.86633601 0.55590273 -1.11120802] Distance 10.064176164701937 Each least square approximations [-9.1480558 3.66749954 2.57577097 -0.78306463 1.62837023 2.00443677 3.50429731 0.944377 2.45792194 -2.54297043 0.06568665 1.58194239 1.48623119 -1.03654961 1.24291555 1.52047728 -1.89685577 2.13374771 -1.82416185 0.10111825] Distance 7.4874410672420355 Each least square approximations [10.61314257 -1.08492025 -2.83886086 3.27915599 -0.58288966 2.03397932 0.83432165 2.55459746 -2.69734207 0.65297985 1.76168361 1.27138599 -0.11058087 -0.59502484 -0.46521705 0.52919557 -0.98762348 0.93528404 -0.57530395 0.51367798] Distance 7.339995955098299 Each least square approximations [ 4.1964708 2.01567828 -0.91805071 -4.18344334 2.59082581 1.53762959 -1.96011565 -4.02219002 0.03033132 -0.52078054 2.8570622 -1.76837048 -0.63971185 0.21732454 -1.29974693 3.1300261 1.94220137 -1.77676209 0.1165321 0.31718913] Distance 10.689703998539134 Each least square approximations [ 7.24362625 2.71076309 -3.58580999 -2.69540521 3.62242426 -0.02207228 -5.5464229 -0.83526794 -0.46629083 1.15422028 1.19094381 2.40526013 0.82996141 0.70734437 2.12396962 2.17744123 -2.31773121 -1.2818934 0.39727331 -0.19961191] Distance 7.937238151834556 Each least square approximations [-5.40798492 -0.12414203 -0.0395795 4.08617795 -0.34644356 -2.85042976 1.26261022 -0.08269433 2.16295742 4.90569801 -1.51828653 -1.62502791 -1.08592289 -1.76961942 -2.82549428 1.85864915 0.10321451 -2.8594467 0.48604543 2.32933443] Distance 9.73847123981937 Each least square approximations [-5.34504704e+00 3.90065501e+00 -6.72224190e+00 4.52607698e+00 1.84186072e+00 -2.70590515e+00 2.62767470e+00 3.35851381e+00 -2.02787794e+00 7.46040675e-01 3.10743092e-01 6.28504714e-03 1.53205204e+00 -3.71328164e-01 6.80320666e-01 2.45209337e-01 -1.80830297e+00 1.23099206e+00 1.78270995e+00 6.85959976e-01] Distance 9.016206161146306 Each least square approximations [15.10942503 1.35705446 0.66667412 1.75503522 -0.44475248 0.13064382 0.2499714 0.53990007 0.51671662 0.31592569 -0.17754542 -0.47792856 -0.18738987 0.01760661 -0.11998915 -0.25271439 -0.36569448 -0.0169544 -0.03935192 0.12551689] Distance 0.8573506293770948 Each least square approximations [10.78751847 -3.81043818 -4.61504138 -2.24005098 0.93620636 -0.78714715 -1.55583781 -0.47755058 0.68151611 0.41775818 0.53562019 1.73106636 1.91166843 -0.5294089 1.79159301 -0.41649947 -0.14119566 0.07711689 -0.3301013 0.25936874] Distance 7.941206748171975 Each least square approximations [-9.00944449 -4.5932912 -5.71731958 -0.05782311 1.78380437 2.25991812 1.43928301 0.18981463 -0.26035614 -0.22736604 0.86907043 0.9702401 -0.6585261 -2.19862142 -0.18463515 0.51573426 -2.89609535 0.99248994 1.44204377 -1.49454156] Distance 8.33252544296658 Each least square approximations [-10.94334246 5.81388257 2.82991782 -2.08345102 -4.79602582 -1.77914996 0.04211014 -1.06839087 2.88616284 0.46833053 0.53018867 -0.31227777 0.88817365 -2.15247133 0.32524383 0.0175106 -0.92098498 1.24355799 -1.73524357 0.85079576] Distance 4.696104124386235 Each least square approximations [-9.73764649 -1.7760497 6.96806099 -0.62423193 -1.87002519 1.12118949 -2.29626054 -0.89584853 -0.76214984 -1.10144286 -1.52912164 -0.91323691 0.98148111 1.24019323 0.64367591 0.86431439 -0.43964836 0.31567369 -0.14169669 -0.40760114] Distance 8.306584532325164 Each least square approximations [10.41095797 -3.5706504 3.28819921 -3.9302798 1.85801085 0.48243265 -2.15023442 1.01140333 1.7151872 3.45609823 -2.19317021 1.20289636 0.06734926 -0.53883308 1.77565561 1.9230962 0.22890093 -1.16446787 -0.11889795 0.87306818] Distance 6.975235640586269 Each least square approximations [10.40826258 3.66974667 2.96852528 -2.46738192 4.25034501 0.27584269 0.69282107 -0.94727179 -0.91916978 -2.69886596 1.33167909 -1.35915935 -1.35264637 -1.01477544 -1.8821443 -2.67925512 0.29322217 -0.78308212 -0.49493414 -0.59203058] Distance 7.281089032939304 Each least square approximations [10.54802374 -5.3907427 2.12718817 -3.98401155 0.41140795 -0.10688367 -2.76831921 0.3708643 1.49992596 1.47562842 3.00722213 0.09689656 0.32149916 1.07661328 0.32500293 0.44746924 -0.64067717 -0.28276304 -1.42394743 1.2848556 ] Distance 6.923823358194104 Each least square approximations [-11.11049582 -4.15543237 2.19680633 2.54500371 -2.46910207 -0.30749239 -2.76427311 0.14816782 -0.10974192 2.21628077 0.68416809 -0.8094374 -1.1506485 2.55967296 0.19304105 0.16879005 -1.67433385 0.13304843 -2.91049689 1.23542555] Distance 6.5712562752257435 Each least square approximations [-4.75206742 0.05592435 -0.56122056 0.76063325 -3.16707158 -3.09184948 0.837628 -2.03747003 -1.70133245 2.06840489 -1.5627272 2.59077149 -0.97510123 2.18466995 2.00364549 0.70427565 -3.27476107 1.32175108 1.24315458 1.45067715] Distance 10.537002736787658 Each least square approximations [ 2.9153866 1.48159595 -0.33043862 -1.462297 0.21000257 2.45227254 -0.65307901 0.7036167 0.39845819 -0.73704854 -0.98009678 -0.96013485 -0.62559752 0.6896829 -0.1310929 -0.48463355 -0.97507888 1.74009374 0.58131569 -1.49256987] Distance 13.09438273448458 Each least square approximations [ 7.98121261 1.88654546 6.09250386 2.00520345 2.66679511 -0.0484857 0.4068831 2.35680672 1.70022331 -4.32239043 -2.08891623 -3.1949233 -0.92651015 0.73633393 2.65178907 -0.62312748 0.48129929 0.92486794 0.03253761 0.14122486] Distance 5.858832020633068 Each least square approximations [-3.32705889 0.32374979 -3.69330226 -3.16171437 -2.49659173 -0.35484534 3.33362707 0.29205216 0.42996453 -1.14768472 -0.42071856 -0.27686075 -2.13498253 -2.8167358 -2.32701564 -0.10813734 0.70417256 -0.48950233 -1.43321903 3.01348642] Distance 10.84982481751691 Each least square approximations [-4.50257213 -2.34001706 1.19639912 0.03425492 -0.2376488 -1.7426634 -2.44422497 -3.45063159 0.49804737 1.30324015 0.99924933 0.46919064 -1.01783875 1.13300252 0.0738275 0.26450882 1.0508099 3.48562906 0.04240115 2.4282655 ] Distance 11.347427143472144 Each least square approximations [-3.41351037 -1.04671714 0.65549717 2.87338154 -2.08919663 0.5823095 -3.70458782 0.47696957 3.28379249 0.58870364 -0.60213238 2.18972968 1.06286432 -0.604906 0.43998167 -0.7607964 -1.28243011 0.68784262 0.4493407 -1.93316567] Distance 11.701758625540785 Each least square approximations [ 4.15130576 1.46606842 3.07256229 -1.15371102 -0.37083594 -0.31783637 -3.94761218 -1.33944394 -0.5947013 -2.70181189 -0.74222413 -0.89473661 0.49297468 0.0062064 0.9677499 -0.65043034 0.89333032 1.95863674 -0.50886763 -1.9301548 ] Distance 11.603243393837438 Each least square approximations [ 5.84296124 -1.73235884 -3.47688673 0.06271129 2.9252276 1.60227136 -0.17119276 2.02758461 2.39778603 0.1993534 1.69237014 -0.60849672 -0.04303215 -0.76678248 2.46050721 -2.16147902 -0.26272673 -0.07573646 -0.24164852 0.65693735] Distance 10.780980862268072 Each least square approximations [ 4.34678994 1.64185747 0.10069062 -1.63559894 -3.92223651 1.21560786 -0.9253888 0.27441967 1.47676679 -1.07367323 1.21910828 1.56712631 1.76580449 -1.81793583 -1.53528415 1.14387579 2.41942753 -0.83354269 -1.51794197 -1.13110553] Distance 11.492047220875659 Each least square approximations [-4.34082209 1.73887136 1.64584002 -1.73588208 -1.76152274 -1.10795997 2.66579359 2.3769966 -0.13240093 1.65423269 -1.4408211 -1.05957393 2.3028588 0.73081996 2.06945032 0.89767294 1.06452915 -0.64921179 -0.63287958 1.08382774] Distance 11.702493651791539 Each least square approximations [-6.15732537 4.23382826 1.04069304 0.94765149 -0.93494527 1.66306252 1.72374461 -0.47636754 -4.64583404 0.4271008 0.57736907 -1.06469767 1.96441542 -0.68733715 -0.22766345 2.18666374 -0.85458307 1.40917409 -1.22057597 -0.13649376] Distance 10.289002265025994 Each least square approximations [ 5.52571892 -2.76092023 -1.63727491 1.86609353 -1.87435975 1.88261843 -0.43322923 0.13452702 0.67686505 -0.4137825 -0.31218828 0.77984794 -0.83351023 0.92171229 -0.47323791 -0.77684047 0.84374111 0.24545539 0.88984211 -0.50638271] Distance 12.248815264636946 Each least square approximations [ 4.04579772 0.77912269 1.26100175 -0.0622297 4.37793432 -0.16747147 -2.32279883 -3.40930319 0.69285511 3.01208668 2.94505031 0.5196903 2.34526898 -0.96354376 2.50812064 0.62096904 -0.87517883 -1.30250489 -1.01285973 1.29802046] Distance 10.751100924135676 Each least square approximations [-6.90397273 -1.64926859 0.74496935 -4.66141446 -1.10910677 -0.78011363 1.74164946 -0.22869735 -1.11053772 0.97567123 -0.16949734 4.78655748 4.47797503 0.50709371 0.62626799 0.25942394 -0.53188195 3.29171857 2.51459469 -1.30481076] Distance 8.031936311040836 Each least square approximations [-8.67496306 -2.72847349 -3.54680747 0.30466653 -1.37154001 -3.95045136 2.57004487 2.43323092 -1.30884977 -1.40640371 3.48941931 0.60554382 1.30002427 -2.41392811 -2.69636873 0.9877006 -0.68098596 0.60788255 1.19004147 -0.34814069] Distance 6.884068270552022 Each least square approximations [-8.85415308 -0.96211501 -0.34883292 2.69790808 0.09808585 0.78878886 3.85218639 2.45432522 -1.55416123 -0.08612931 1.7016647 0.06005723 -0.56504974 -0.10732016 1.51643926 1.23699606 -0.80405517 -2.57391353 1.59410146 0.12612793] Distance 8.922716296638761 Each least square approximations [ 5.95217544 -0.32888644 -0.25306609 0.94485227 -0.03018036 -0.59944443 -2.08769038 2.41832731 -1.18784789 1.90154118 1.83423201 0.51708084 0.77223264 3.08126582 -0.13708558 0.66662693 1.84615479 -4.42790314 2.19467396 -0.07323136] Distance 10.631735450962845 Each least square approximations [ 7.7399002 -1.57820569 -5.70277236 -3.26704757 -2.12677836 -0.13121535 -2.59184504 -2.80154186 -2.14212408 -1.99946534 0.41265453 0.21268566 -0.9504778 -0.664919 -1.58784155 0.4512126 1.27637355 -0.40638787 -0.12292404 0.46639315] Distance 8.218577467382229 Each least square approximations [ 7.54692556 2.10442765 -3.79860827 1.34800561 -1.83972984 0.89346897 -2.56697319 -3.03564224 2.24852256 2.08541903 0.40432809 2.22745763 1.11535507 1.80360031 0.46227464 0.23473683 -1.3167181 2.01884466 -1.74259289 0.2563934 ] Distance 9.01759058968772 Each least square approximations [-9.51498001 5.93245193 -4.39563114 0.48496037 -0.89886878 -3.82106236 -0.96997117 -0.04732062 0.82955753 0.09697723 1.21628186 -1.95177505 -2.56302961 -0.55085207 -1.08277104 0.02542782 0.77225905 -0.4866004 0.61430357 -0.74855642] Distance 5.450055436269808 Each least square approximations [-5.17501925 -0.72266065 4.06945038 5.59777795 2.55787793 -0.42754634 2.96147105 1.64257032 -0.17437425 0.38072022 -0.58321896 -0.67622698 -0.27624558 -2.41996725 -0.11164187 1.98736995 0.14669541 2.22781643 -0.16718634 1.22300783] Distance 9.49941959686799 Each least square approximations [ 3.3352628 -1.81192898 -0.50377366 0.5655716 -0.70606128 0.43984115 -1.4586377 -0.92806373 1.5660851 2.90244917 -0.07365269 1.27699272 -0.7927605 -0.55783419 0.16570201 -0.63609909 -1.33366421 0.47876503 1.93051661 -1.542669 ] Distance 12.66279427574819 Each least square approximations [ 3.58834056 -2.5610244 1.8751504 2.44120257 1.4065274 -3.12156434 -1.38353054 -2.43164028 0.54776671 0.77337699 2.75522816 4.13253223 -0.31547842 -2.44929851 0.1782365 1.8251952 1.47085098 -1.87969522 0.64949527 -0.47651896] Distance 10.543839274455152 Each least square approximations [-4.66626862e+00 -1.31139794e+00 5.87916925e-01 -9.65086976e-02 -4.90685213e+00 1.69623793e+00 2.83648326e+00 -2.34862647e+00 3.62730246e-01 -7.99364533e-01 -3.59057542e-03 -1.03048358e+00 1.96539863e+00 -4.30743034e-02 -9.70846825e-01 -1.03564905e+00 -3.54807428e+00 1.84096578e+00 3.14954708e+00 -2.45721618e+00] Distance 9.848584855380345 Each least square approximations [-4.32386884 -0.69683808 0.48871946 -1.12676616 -0.92306783 -1.92500028 -2.3548372 3.7831327 -2.21909253 -3.38400507 0.45059379 2.80073294 1.41578205 -1.97114234 -1.80094416 1.11736566 1.82131496 1.53356657 1.9096786 0.11604626] Distance 10.572051753687706 Each least square approximations [-5.36677556 6.11942034 2.75154243 7.05821038 -1.53123417 2.65411548 3.53056976 1.32335478 0.3460094 0.52983128 -0.33848509 -1.17086364 0.73986438 -2.51586883 -1.48066923 0.89342902 -0.44101849 -1.50374089 -0.61829677 0.1688316 ] Distance 6.256446666246501 Each least square approximations [ 3.94320324 2.19703917 -0.89282942 -0.64444048 -1.91512601 -2.26386675 -1.7030009 4.54319741 -1.25254548 1.66293696 1.50498102 -0.77353136 -1.08861091 -2.6959247 2.71562816 0.28902436 0.01755171 -0.18688648 -2.48505763 2.08386781] Distance 10.650037359999683 Each least square approximations [ 1.73158728 1.74042819 -3.41403371 -2.83094707 2.62157774 1.00299494 -1.48405097 -2.62565342 -2.23059767 1.11242598 2.15199616 -0.65693196 -0.71892329 -0.96748836 -3.11889891 0.79448733 1.39331197 -0.25794755 -0.0040353 0.26965597] Distance 11.539794907867691 Each least square approximations [ 2.98909296e+00 -8.90509503e-01 -3.25442287e+00 4.22579489e-02 1.66346467e+00 1.10499746e+00 -9.94380860e-01 -3.48897236e+00 5.98016027e-01 5.76376402e-01 3.18840909e+00 1.88469251e+00 -5.45687042e-01 7.44854982e-01 -1.97847275e-03 9.37140375e-01 -3.50122472e+00 1.35847547e+00 -1.37810106e+00 -4.40574147e-01] Distance 11.454288445268846 Each least square approximations [-3.36272858 -0.77361631 -1.98754136 1.60675098 0.19871306 -2.59584629 -0.32416898 -0.36672216 0.91891429 2.07463383 0.02351435 -3.62448589 0.05146563 0.20557494 -2.80862032 -1.75021684 0.46730989 -0.91909101 0.30521747 -1.15155556] Distance 11.991104782944776 Each least square approximations [-3.04033212 0.22853588 2.56715389 0.84863192 -0.88638863 2.58819547 -3.0118161 1.63722552 -0.87084297 -0.43546175 0.59590316 -1.70116505 4.42529629 -0.65610489 0.00443819 1.56007508 -2.44775601 0.66195211 -1.60999504 1.54490485] Distance 10.869017990549821 Each least square approximations [ 0.79866465 -3.18209547 -0.2695781 1.29391152 -2.04788825 -1.14988825 -0.07857602 -0.29435706 -0.00449533 1.24230619 -1.15948941 0.67021296 -1.06673284 -0.27202347 0.18533318 -1.7862376 -0.03738986 -0.8297423 1.3868007 -1.49643442] Distance 12.699816297104354 Each least square approximations [ 1.00910608 1.85256302 1.11456824 1.06096401 -1.5830471 -1.42973987 -0.42124626 -2.00666256 3.3442247 3.04549912 3.07407267 -1.20199872 -0.45173205 -1.827875 1.55741871 0.27196187 0.58707669 -2.12566324 -0.92852536 0.68068235] Distance 11.526991118232349 Each least square approximations [-3.27729096 -1.24684901 4.97161911 -3.25061589 -3.41883918 -1.27479266 -1.51873685 1.85229031 -1.45577122 3.59490708 0.11376602 -0.77550907 2.57878137 -2.63913068 -0.78833927 -0.69993556 -2.4132503 0.7394973 1.42156477 -1.83675409] Distance 9.124279035622228 Each least square approximations [-1.56033072 -0.58746617 -2.53784191 1.23467858 0.58281995 -1.10907949 1.79227294 2.66495858 0.10107052 1.10616231 1.97909408 2.36567416 0.44238602 -1.68901781 -2.98614164 -0.95018236 1.56310501 -0.40262375 0.64157249 -0.25864516] Distance 11.945829576166458 Each least square approximations [-5.66442102 0.19570009 -4.89909746 5.35250596 2.93300199 -0.74627769 -0.08104386 1.71070044 0.36377171 -1.24246363 -1.86376624 0.37009854 0.58952176 -1.02887527 -1.90242317 3.20059354 -0.39105222 -2.47400083 0.54054039 1.71599245] Distance 8.068323828666612 Each least square approximations [ 2.10607612 0.57253526 -3.44528764 1.26131037 -2.38098588 -0.6509146 0.77464508 1.50528644 -0.32289546 0.98203905 0.94173373 0.7488763 1.9083834 -0.1597742 1.69535397 -1.50561986 0.76594745 -1.87110765 -0.05599015 1.40380567] Distance 12.143373954966442 Each least square approximations [ 1.23628056 -1.38532309 -4.91065789 -0.30430483 -0.3621664 -1.47881355 0.66324656 -0.03353408 -2.33434137 -1.29927764 0.0471274 -0.32643875 0.33476887 1.98701223 -1.37113008 1.11610386 0.02827781 -1.68382409 2.84681437 -0.43334422] Distance 11.66434736318424 Each least square approximations [ 3.07220237 3.31381002 -3.01542994 3.73033845 0.34613544 -1.71159204 -1.71517998 -3.20187724 3.28245678 -0.60465661 3.82875026 1.46970449 -1.08139331 0.02637325 -0.01726084 0.45578362 -0.98582605 0.32484646 -0.04386313 -0.5270736 ] Distance 10.082906742487722 Each least square approximations [-2.31815557 1.94129649 -3.74562849 -1.3019606 0.08614246 -3.27736756 -0.34739377 -3.76595088 -0.13188675 0.6420187 0.25211142 -1.37298818 -1.0384724 1.23570566 -1.14347859 -1.12139091 -0.19190252 -0.41401511 1.58739849 -1.58514854] Distance 11.372008628837252 Each least square approximations [-11.5455248 1.30962038 2.78865788 -1.66492588 3.05646077 -0.23667233 -0.78921012 3.77008586 1.23162662 0.04447795 -1.5451643 0.4165457 -1.48908508 -1.45674906 1.0783654 0.54267296 1.57990909 1.06642847 -0.80126398 -0.65401067] Distance 4.330149227733271 Each least square approximations [ 3.42978355 0.14639228 1.27710326 -0.76636921 -1.28058597 0.72772973 -2.78821539 -2.10219035 -1.93802726 0.05831034 -2.86720963 0.3064482 0.75156541 -1.57995827 0.54508294 -2.04634174 0.91245224 -0.75832935 1.34050675 0.92495516] Distance 12.2915126980026 Each least square approximations [ 4.71408381 1.71840821 -0.0951804 -3.33809455 3.07173411 -3.74689744 2.08782115 -1.3798076 -0.66890877 2.59706523 3.20753886 1.8999769 -1.50405445 0.18860233 0.08941274 0.06201842 5.40520418 -0.12642139 1.75250292 0.08107926] Distance 9.019543365344843 Each least square approximations [-7.21848921 -0.45772993 0.85991882 3.29719794 -4.88262806 0.16145529 1.27582168 -1.53794478 0.9307011 -3.50539253 -1.67783791 -0.36924624 2.57142345 -3.11217034 2.41205894 0.54225185 -0.37515667 -0.72228054 0.13828937 -1.479553 ] Distance 8.36391866646248 Each least square approximations [-4.35934059 -1.97083884 1.97702961 -3.35007733 -0.29551001 -3.06755826 -1.4012042 2.45025219 -0.51252245 -1.32300323 0.22084895 -0.32859099 -0.33407652 -1.90874537 -0.40813196 1.21579184 0.4463987 0.75814342 -0.27056588 -0.38488704] Distance 11.793152720946054 Each least square approximations [-6.84611692 4.0237538 0.4950473 -0.89118749 -0.2881842 4.25007748 1.5486418 3.8758275 1.45091671 -2.42835419 0.85041656 0.06110103 2.1067055 -2.51932082 -0.14477736 0.02808233 -1.35345919 1.23364688 -0.66055401 1.84135895] Distance 8.760420660950974 Each least square approximations [ 7.67835849 3.48749367 -2.9745985 0.60035188 0.17699779 1.30040446 0.73629663 2.8585281 -3.1268506 0.87281624 0.30632645 1.61256829 1.15760479 -0.50713245 -2.73993786 -0.46271686 -1.1682271 1.50330605 -1.2931749 0.73504668] Distance 9.163736697183824 Each least square approximations [ 3.07027282 1.75916977 -0.07846079 -2.6240312 1.13512839 1.04956354 -4.55449723 -2.41084397 -1.94333122 0.44150238 3.2548035 -1.52120993 0.65042143 0.23603363 -1.61447324 3.67774973 2.32165976 -2.68837964 -0.89621255 1.11098177] Distance 10.325854712875975 Each least square approximations [ 5.25168901 3.06938115 -1.51857923 -2.62181661 4.17100179 -1.22177277 -2.3598278 -2.57113382 2.34795508 -0.64131973 -0.37854024 0.54799317 -0.74795002 -0.14414573 1.78702556 1.85990411 -1.48900272 -1.42179545 0.59025915 -0.11304295] Distance 10.37670340358055 Each least square approximations [-3.78282328 -0.86676212 0.73115757 1.15828089 0.19783751 -2.51615305 1.43766883 -1.23474994 2.82343179 4.32370443 -0.46218006 -1.63165988 -0.01262368 -2.75035464 -1.35164774 0.51939635 0.64856523 -3.61317018 1.74330337 1.29560112] Distance 10.900992998163867 Each least square approximations [-4.68758301 2.28087819 -1.47306158 5.80839603 3.09307615 -4.74130063 2.64021361 -0.13675998 -1.58710152 -0.1293493 1.99761337 0.12969429 -0.13739517 0.3235374 -1.66866877 0.70586516 -1.11991191 1.65668722 -0.54053017 -0.37846707] Distance 9.737972932994413 Each least square approximations [ 6.99385096 -0.04791762 -1.61759092 -1.6268229 0.09831894 3.17154788 -2.33543116 -0.05999283 2.89493482 1.81209467 0.67216269 0.07033944 -0.42834869 2.01774673 -0.22626786 1.37353639 -0.93099137 0.57077316 1.04137645 -0.751696 ] Distance 10.975876664994518 Each least square approximations [ 9.99477669 -6.18609284 2.80884284 2.27047911 0.34389932 0.7265518 -1.86582988 -0.39570725 -2.67828084 -1.09926667 2.01258147 1.80615345 0.13121123 0.88152935 -0.96426943 -0.70682143 1.84967348 -1.14279609 -0.48147826 1.43459647] Distance 5.559139550143077 Each least square approximations [-3.93446486 -3.71146493 -6.39702765 -0.06065634 -1.8954143 -0.06917248 1.08344099 1.02626867 1.69231023 -2.00837969 0.9405737 -0.50123904 -2.85494992 -1.6991588 -0.71175396 0.85088607 -3.03998169 1.72612847 0.01374828 -2.08469753] Distance 9.922552775598929 Each least square approximations [-7.50896813 1.40398937 3.39773655 -4.17441043 1.46401027 -2.20363602 -1.43595993 -1.53807524 -0.32233016 -1.03135395 -0.74221767 2.38614973 -0.25763948 1.60347514 3.92615028 1.3184277 1.63379692 1.64787803 2.45087202 0.68683105] Distance 8.573924993679173 Each least square approximations [-5.03271725 0.3188848 6.92623046 0.35717958 -1.66936253 2.2371529 0.01310339 -0.43939725 2.53841231 1.21445248 2.37316445 1.28882172 1.5014204 0.0454146 -0.31959786 1.43084499 1.05340668 -0.44754436 -0.41029319 -0.02940334] Distance 10.42687870899049 Each least square approximations [ 7.95149974e+00 1.01487294e+00 2.84287813e+00 -1.95690647e+00 -8.99555165e-01 7.33122778e-03 -2.24205384e+00 1.75230138e+00 9.76564889e-01 -1.70424876e+00 -8.27424808e-01 -2.45548118e+00 -9.45289020e-02 -1.91570894e+00 1.01367881e+00 3.01414677e-01 2.85507580e+00 2.21065312e+00 -1.54973299e+00 -2.24600932e-01] Distance 9.767129905685524 Each least square approximations [ 5.22276591 5.5057281 0.4402867 -2.7568146 3.49098229 1.73447371 0.90066951 -1.6629816 0.17082251 -1.21231035 -0.10493751 0.23020369 -2.03829564 0.25554001 -0.47560502 -0.57609823 -0.30966406 1.12908691 0.04330092 -0.34772519] Distance 10.924307029902579 Each least square approximations [ 5.98525985 -3.84859382 -0.45754021 -3.05456218 -0.06561896 2.53079393 -1.48488991 1.42274153 -1.01241874 1.69010441 0.34672265 1.03767507 -1.39638856 0.67352796 -1.35961831 1.18736416 -1.99880251 -0.14393895 -0.73806065 1.39254332] Distance 11.103061335790466 Each least square approximations [-5.8017245 -3.78553853 2.23080935 4.72293764 -0.64692834 0.16180641 1.32895444 1.05625147 0.02399118 -0.19628951 -1.73747008 0.01911704 -0.23611615 0.68685791 -1.17138634 3.03001627 -0.95912733 1.3956836 -0.59714393 0.33280413] Distance 10.735809862524311 Each least square approximations [-5.62816416 3.270407 -3.09055966 1.46313672 -3.82200466 -0.70779337 0.36272807 -0.94635979 -4.93315282 2.37208445 -0.18031424 0.24104065 -0.88913174 0.26758484 -0.16621183 3.10480058 -1.90857305 2.46447745 -0.47524393 -3.00206498] Distance 9.348143362517488 Each least square approximations [ 7.52795367 -1.14969029 -2.91415317 -1.34527753 -2.24631823 3.36227165 -0.09013078 0.2364748 -0.31003248 -2.39496115 0.12382418 -0.52529216 0.79053587 -0.57275559 -0.20898 0.40209587 0.48566768 0.79074063 -1.57049587 1.40143955] Distance 10.947295573446633 Each least square approximations [ 7.20939136 3.07657773 0.12616206 -2.87154137 3.51034924 1.32525577 -3.72390677 -1.77931572 2.16605017 0.57941926 1.22132443 -1.27006497 2.54112045 -0.31650524 -0.98434818 -0.28031464 -3.17533584 -1.65750478 -0.6898862 0.88780142] Distance 9.299422635898454 Each least square approximations [-9.2119138 -1.86410738 -0.48286039 -1.24641208 0.94244971 -2.37959954 2.45250618 -2.14680964 0.09934786 2.89991449 0.7289094 5.5070894 0.13182074 -0.25742482 -1.95791048 0.58737845 -0.77402688 0.20934419 0.75578006 2.14777076] Distance 7.775744076450557 Each least square approximations [-9.30428655e+00 1.00288933e+00 -4.61212997e+00 8.17256071e-01 -1.90632673e+00 -4.08993341e+00 -5.14918061e-01 -4.96558153e-01 9.32495031e-01 2.03352041e+00 2.75512794e+00 1.01865841e+00 2.10610585e+00 9.88162246e-01 -1.15898516e+00 1.71429592e+00 -2.08665141e-01 1.10023924e+00 -6.49023891e-01 -1.40581471e-03] Distance 7.857104863558195 Each least square approximations [-8.62843379 -2.14912025 0.35709084 -0.18287694 -5.46132955 -0.3354886 -1.58356113 2.16678315 -2.45349358 1.52899457 0.15635465 0.62607387 1.33595791 -1.6469518 1.00757012 1.05183139 -0.49380278 -3.63939512 1.07714176 -1.89443407] Distance 8.192902088874463 Each least square approximations [ 6.15049645 -1.08303327 3.16835924 -1.60126238 3.19623292 -1.12214409 -2.83029622 -0.15479416 -0.24878922 1.35515875 0.14769611 0.00743143 0.9399825 3.65513196 -0.02611669 -0.26458045 -0.31752429 -3.86056772 2.62543998 -1.21790183] Distance 10.314845396618045 Each least square approximations [11.83582261 -0.29031615 -2.80241562 0.43343304 -2.10568088 0.26298902 -3.87953479 1.10403189 1.45113452 -0.58639907 -0.67706374 -0.37905777 -0.25170595 0.18969432 -0.60648163 -0.71786262 0.71624538 0.07064672 1.08666657 -0.62642056] Distance 6.4818735862073 Each least square approximations [ 9.9826248 1.09795269 0.13818439 -0.10361341 -1.99283298 0.51576984 2.79967231 -2.39081547 3.84879514 1.18063345 1.04296465 -0.79879845 1.5978843 2.00959246 0.89334944 1.40914134 0.50739612 2.05326043 -1.12946655 0.45578259] Distance 8.073438172797772 Each least square approximations [-12.42485266 1.43452867 -0.65756374 -5.32345136 1.2131217 -2.16919093 1.95706596 1.72284616 0.05616249 0.07867939 0.74082642 -0.11551029 -1.14744389 0.16804334 0.33332976 -0.70391314 0.38863915 0.15180243 -0.4892432 -0.94292273] Distance 3.888191830092682 Each least square approximations [-6.09803087 3.30196574 -4.44078366 1.3607666 -4.0645713 -0.36414859 1.23521151 -1.61415178 -4.30998998 1.48182333 1.06748472 -0.15999543 -0.21397008 -0.64869376 -0.32932551 2.69939646 -1.2628514 -0.17603078 -1.332477 -0.02728565] Distance 9.241792826232619 Each least square approximations [ 6.6164193 1.19850257 -0.07231817 0.02118733 -0.899703 3.96049803 -0.86976954 -0.94290215 0.86263775 -3.70865691 -0.91837911 -0.27246723 0.83566849 0.79590529 -0.13591962 1.05389992 0.47929151 0.88447046 -0.0339345 -0.29861898] Distance 11.256923731794542 Each least square approximations [ 6.14524182 0.78571359 -0.89854902 -2.937375 4.79462822 0.99205301 -2.26851491 -1.98449681 1.96683073 0.30222534 1.10056903 -1.34594994 -0.34118875 -0.5838309 1.00091775 0.93666262 -4.14409898 0.31526223 -1.0715648 0.84535088] Distance 9.98641474305686 Each least square approximations [-8.82930613 -1.14133101 -1.6174504 -3.86692305 2.63498295 -1.92482488 1.92099908 -0.54536819 -2.25070526 0.77162444 0.62912164 4.81534745 1.00546606 1.39610547 -1.87538713 -0.25805252 -0.39682009 1.59659238 0.36827694 0.51218275] Distance 7.661609869802835 Each least square approximations [-10.09159862 -2.5265933 -3.58504956 1.37204393 -2.89737616 -0.7857637 0.69022986 -1.0758271 -0.61255972 0.73347928 0.72204888 0.65915877 1.58447671 -0.50568601 -2.63582992 0.36884024 -0.61470381 0.29577776 0.38488668 0.75249928] Distance 7.909068696326145 Each least square approximations [-9.56561885 -4.02811553 -1.10663243 1.27464835 -4.01155592 0.86221931 0.5279783 -0.79763118 -1.05635041 1.06512719 1.05981324 -1.13233626 -0.11511771 0.35294184 3.06111585 -0.68576564 -1.40148351 -1.38474482 0.99665856 0.62663886] Distance 7.7992414888951025 Each least square approximations [ 6.24971264 -1.08756154 4.17771269 -1.46881634 2.99037318 0.18492629 -0.8985462 1.76929967 -0.19793189 0.5647684 2.92864795 0.3318489 0.80879097 4.11226398 1.08926483 -0.92123762 0.45764649 -3.02772735 1.42387672 -0.17419108] Distance 9.808715406254596 Each least square approximations [10.43455996 -2.21165282 -2.24280896 -4.42453404 -3.02504052 0.85022836 -1.62115565 2.29293497 -0.33908504 -2.24318659 1.02379366 0.19393627 -1.33721033 -0.63060311 -0.01531172 0.37851425 0.53721697 0.7953045 0.62723986 -0.39874599] Distance 6.548602041529329 Each least square approximations [ 9.13285983 1.9006764 -2.07056564 -1.94197597 -3.98357138 -1.02555521 -0.55669712 -1.57234388 0.23796495 0.36278795 0.81944471 -0.56111625 1.02119488 2.38426846 1.01349851 0.15134987 0.86745199 3.70322574 -0.40882282 -0.36793547] Distance 8.3995922758947 Each least square approximations [-11.1296383 7.24856771 1.09068564 -1.03631964 -0.55108838 -0.72535021 -2.1541649 0.2927704 0.97752966 0.78232606 1.4361566 0.046957 0.26830167 1.08254462 -1.18593576 -0.16189664 0.9033965 0.31400606 0.74312368 0.17132702] Distance 4.125765872490822 Each least square approximations [-9.00746322 -8.39613765 2.11061326 -0.40099678 -2.00137469 3.85658388 0.715374 -1.11729945 1.03786127 -0.22484083 1.14903245 -0.40729474 -0.47712609 0.15621467 0.25893635 -0.53526923 0.69883861 -0.54100851 -0.32699349 -0.6319202 ] Distance 4.541969318439135 Each least square approximations [-1.58962824 1.36499558 1.12009039 -0.57166188 -1.70190919 -0.13641151 -0.43360897 -1.36342528 -3.81336997 -2.26651715 -2.79964706 -1.36614323 -0.04371137 -0.24913148 0.70204384 -0.88119153 1.19687674 0.54731444 0.69073183 -0.46083226] Distance 12.56775343970218 Each least square approximations [ 0.10738961 2.91955599 1.07304174 0.45562089 4.02597067 -4.79815575 -0.24107394 0.29109523 3.81319142 1.71215197 3.61642603 -0.17781324 -1.46691 2.74605564 0.34744637 -1.69430792 1.56655489 -0.64460987 3.27781158 0.65007278] Distance 9.769844396076815 Each least square approximations [-1.97716623 4.12538385 -1.0265915 0.04870819 -4.06559072 -1.79304672 2.47748134 -0.1798916 -0.54490054 0.58869958 0.37965345 -1.64747954 1.73296145 -1.03311871 -0.69220033 0.61730769 -0.4113996 -0.10772383 0.23582014 1.31107442] Distance 11.98889909282237 Each least square approximations [ 1.19883218 -2.49769313 1.42980886 0.93565595 -0.7351071 -3.01564686 -1.9433293 0.37685261 -2.32859367 -1.74212059 -2.41685803 0.26318449 2.22859049 -0.61906778 1.16239001 1.56927719 0.97140997 0.41273669 -0.60689706 0.15796241] Distance 12.36256096235141 Each least square approximations [-3.76771062 3.43700341 -4.43595345 2.7447073 0.28224891 2.25961892 -1.52365727 3.33470294 2.70989787 -1.65120772 3.26447789 0.01792646 -0.13872896 -0.83175887 1.01829976 -3.16900981 0.89758498 0.5432708 -0.75506838 1.59636033] Distance 9.666230101241283 Each least square approximations [ 2.30069242 6.00378021 -3.24617582 -1.89141016 -1.44627241 1.27631643 0.41871514 1.19334725 -1.97132631 -2.49621208 1.98007245 1.50432922 -0.1161 1.34963844 -1.46621041 1.41050837 0.95628821 1.45280964 0.92340626 1.29092899] Distance 10.650205956361036 Each least square approximations [ 0.29457649 -2.13267117 -3.50401189 -2.30895742 0.51841092 -1.00456396 -3.12296488 2.27172361 0.24130315 0.67875086 1.0575403 1.08249448 1.7420157 -3.36333514 -0.79994935 2.37369814 3.34230169 -0.52851483 -0.42983755 2.40286302] Distance 11.079044687539373 Each least square approximations [ 0.51859045 3.56040716 -2.9263803 -0.39044185 -0.54758272 -1.99324032 -1.15682459 -2.87385703 0.87558045 -1.80500497 0.05833641 -0.09444228 0.77528836 0.67837679 -0.11109758 0.00624678 0.41990754 -2.60291564 1.3018104 -0.91520119] Distance 12.324527096178768 Each least square approximations [ 0.36140716 1.8457749 1.35558399 -1.06543314 -1.83556662 -2.02503456 0.54779464 -0.72228072 -0.08976676 -0.31382221 0.29801094 -3.34945254 0.73782123 -0.73708046 0.06290952 -0.17610842 3.79217656 -1.41540251 0.32953807 0.36868496] Distance 12.571902874381891 Each least square approximations [-8.43399261e+00 2.33039588e+00 -1.03569024e+00 9.78478178e-01 1.85058501e+00 5.20693507e+00 1.66166369e+00 1.38479844e+00 3.07495440e-01 1.10420454e-03 1.41561540e+00 -2.77695661e+00 1.57691653e-01 1.60259625e-01 6.14432702e-01 1.47733723e+00 -1.54614398e+00 -1.55151276e-01 -7.87225631e-01 1.85026947e+00] Distance 8.633570199651814 Each least square approximations [ 5.05061495 -1.16892671 1.805717 -0.47017928 -1.55286508 1.14743162 -2.14656074 -0.86554717 -2.6423735 1.3411838 -1.94564396 -0.34833663 -1.17587027 -0.15043726 0.26213298 -1.8455342 1.12063506 -0.08842692 1.70317498 -1.07099232] Distance 12.037638869903596 Each least square approximations [ 4.93673648 0.69210762 -2.21287756 0.36885001 3.89425145 -3.434952 -1.49117964 -0.95945891 1.95003633 4.08766395 1.67428917 1.08494227 -1.29011179 -1.11333737 1.37810155 -1.57598959 2.26775676 -1.18003478 -0.57501784 -0.42218548] Distance 10.41207328660752 Each least square approximations [-8.95352847 2.77605901 -0.75498 -0.34542094 -4.88612216 0.41086349 1.10083905 -0.50338086 -3.02353418 0.26325562 -1.64615662 1.19996692 2.54665109 0.79589873 0.05819814 0.14661118 -2.58283844 1.1241841 1.62969281 -1.54879878] Distance 7.724108665152211 Each least square approximations [-5.44902607 -0.57085 -1.86332879 -3.79970908 -1.64867821 -2.7655802 -1.92974486 3.1503836 0.51527415 -0.38352624 -0.22242899 0.45324807 0.96084529 -2.99719878 -2.65668936 0.99583742 0.27177613 0.72651812 1.74058267 -0.76278638] Distance 10.604053622208562 Each least square approximations [-10.9704885 6.35413356 -1.95833763 1.8161096 1.02524604 -0.66692206 1.91524841 0.09738437 0.56028939 0.73953173 0.09668579 1.03904595 -0.81044876 -0.76040876 2.89242081 0.71541329 -0.21742116 0.33456589 0.04736862 -0.37474146] Distance 4.671990521433149 Each least square approximations [ 7.60285986e+00 1.37473492e+00 -2.22172219e+00 8.96619800e-01 -3.76454096e-01 3.42354970e+00 1.16499957e-03 2.58408397e+00 -1.43198533e+00 1.13924233e+00 2.50757852e+00 1.10644259e+00 -1.28695592e+00 -6.89826254e-02 1.46222823e+00 1.15022423e+00 -4.78449275e-01 -2.08172859e+00 1.41394082e-01 3.13214352e+00] Distance 9.637263366750311 Each least square approximations [ 5.05381847 0.74964054 -2.90155216 -3.64317552 0.73851847 -0.02655564 -0.83137899 -2.71657899 -0.73887405 -2.24335643 1.45013942 1.70650317 1.14432149 -0.98204374 -2.09955492 1.64127529 1.87959572 -1.33237244 0.39941078 0.15511113] Distance 11.19610100851696 Each least square approximations [ 6.80814937 2.07977573 -5.35541226 -1.72128853 0.8554083 -0.19603031 -2.46504351 -2.94311717 0.58846064 1.62490516 2.04528279 1.22890193 0.58974184 1.47445052 0.9894866 -1.07930371 -3.92610099 -2.88360231 0.61818248 -0.41933008] Distance 8.47138301044929 Each least square approximations [-6.18582389 0.84596175 -2.29384257 2.57412409 -0.39456762 -1.73480279 -0.96200199 0.52659175 0.95548507 2.20272484 -0.74045167 -3.11623794 -1.43321536 3.08853246 -3.06531666 -1.49290197 3.11071339 -1.96429487 0.71857127 -0.80531691] Distance 9.90190508112144 Each least square approximations [-6.56457699 2.19073775 -0.46424322 2.12934872 -4.11901067 2.63367714 0.29982927 -0.22939416 -2.59465472 0.09997327 1.62296439 -2.11096609 3.21390321 -0.24157159 -0.48132016 1.17768254 -1.51120694 0.09371766 -0.96722831 1.18612939] Distance 10.045545329737328 Each least square approximations [ 4.40776423 -2.26692108 -0.01790684 -1.1940406 -2.90429384 0.77094106 -1.21635608 -1.18276068 0.09082884 -0.56325126 -1.55427344 -0.76472934 -1.48598542 0.91304386 -0.64912866 -2.36892118 1.67340592 0.30493089 0.83637354 -1.43923592] Distance 12.333201445198657 Each least square approximations [ 4.32611911 1.66050651 -0.85495802 0.23280782 2.30129984 -1.44143178 -4.32103203 -1.87814067 3.58402182 2.21716383 2.83164405 -2.12129606 0.14784326 -1.5425484 2.14660061 0.33951715 -0.48060835 -0.03991465 -0.39659444 0.20352185] Distance 10.881594425268295 Each least square approximations [-6.38185594 -3.16171824 0.34340952 -4.90686029 -2.31930939 -1.00373859 -0.6611012 0.59584381 -2.53955925 1.52128975 0.71565081 1.37432229 4.44906717 0.20703776 -0.69806384 1.54711754 -3.14250864 0.478516 -0.18680816 0.84705022] Distance 9.013122973290583 Each least square approximations [-6.03449979 -0.75491421 -1.83262471 1.0849525 -2.29019944 -1.60008093 0.80843645 1.07939685 -0.79904402 0.68787326 0.85425532 4.13891106 0.31200813 -1.13787979 -3.10179845 -0.1448409 0.72238728 -0.2861075 -0.31708853 -1.47539808] Distance 11.137425182308421 Each least square approximations [-10.30705264 -2.26488577 -3.90160242 4.94617244 -0.05986142 -2.40629653 1.34472728 1.88080965 0.04362805 -1.70323486 1.4576233 -0.59291485 -2.39749727 0.37174096 -0.37213944 2.03926355 0.68074766 -0.50551938 -0.94366849 -0.38743063] Distance 5.344197900839736 Each least square approximations [ 6.81931155 -0.91157822 -0.05285095 0.97162261 -2.39060436 0.25069748 -0.81242673 1.27888903 -1.38520675 -1.78922436 2.48690247 1.22388349 0.9088174 1.33675164 0.0683676 -0.65869579 0.60594617 -2.41265887 1.11872984 1.10207366] Distance 11.278811586656278 Each least square approximations [ 5.54672957 -1.06808206 -4.55527039 -3.32666485 -0.11115377 -0.6059781 -1.32627245 1.81149503 -2.62499667 -2.37996826 0.92894038 -0.32269399 1.32330405 1.30198759 0.69453822 1.15360703 1.24366116 -0.56382883 1.16234633 0.2392882 ] Distance 10.810900990432625 Each least square approximations [ 7.76172506 2.34922046 -4.71297306 2.19549682 -1.67507697 -0.24455018 -1.6690385 -1.18878082 1.10501947 -1.45752965 3.54128549 1.9688491 -0.43534786 1.94491413 0.34191111 1.03471587 0.46771484 0.9031537 0.25017913 -0.10074703] Distance 9.065571657443552 Each least square approximations [-6.65065061 3.32515045 -2.40487919 -0.64165346 -2.18618728 -2.81097722 -1.9981974 -0.53552808 -0.29462665 1.07185645 -0.84162979 -2.04427248 -0.49056181 1.95119637 -1.27720476 -0.59035924 1.40876494 1.07124733 0.92838594 0.03168488] Distance 10.652928235977171 Each least square approximations [-8.43699945 3.68082647 -3.0081203 2.10728735 -2.00644721 1.06441717 -0.51968875 0.25667143 -2.37186971 -0.37620933 2.12534412 -2.62203413 3.62082824 -1.17504969 0.1811688 1.45984634 -1.16085733 -0.27861547 -0.10966576 0.99878494] Distance 8.354100933924576 Each least square approximations [ 6.94142092 -1.07894206 -0.15491246 -0.85860854 -3.59956977 2.40405966 -1.66406192 -1.36977505 -1.55841071 0.70870098 -2.00408874 -0.27469943 -1.26800177 0.04731061 -0.42145341 -1.47923357 0.70618648 -0.20927468 0.59338611 -2.15707344] Distance 10.941639764179271 Each least square approximations [ 7.31017535 1.25602296 -1.24041552 -1.2243763 2.77878926 -1.95983518 -4.46325664 -1.90693569 1.86998241 3.83727266 2.32495492 -1.40321782 -0.400624 -0.8619363 2.26445159 -0.18986961 0.51618837 -0.75110436 -0.45205227 0.09803404] Distance 9.158309988489249 Each least square approximations [-9.6842274 -3.53335799 -0.99405925 -2.93766243 -1.4943167 -0.37719019 -0.04938708 1.78039546 -1.9447 1.9900608 -1.35541182 1.26568682 3.73180905 -0.021949 -2.87303265 1.47310738 -2.17359937 -0.37536823 0.48325666 0.57474035] Distance 6.881845668803864 Each least square approximations [-7.93312385 0.70474856 -2.1768024 -3.14077981 -1.6621942 -1.79936491 0.12829512 1.73502364 -0.5268574 1.88128597 -0.21243894 2.99914444 1.66145295 -2.20088085 -2.37937042 0.31373683 -0.64888553 1.1147139 -0.53370255 -0.90906477] Distance 9.6798116104752 Each least square approximations [-12.70012939 -1.09073416 -1.33815573 1.2744922 -0.58601914 -3.10705524 2.65252573 2.25926403 -0.58374952 1.14781418 -0.14903674 0.59184426 -1.20113585 0.02352943 -0.89587116 -0.51083052 -1.07399901 -1.30439279 0.94558072 -0.83873233] Distance 3.5680007614128053 Each least square approximations [ 9.51938984e+00 -4.13282098e-03 6.52957395e-01 7.25920432e-01 -2.00832060e-01 6.20435987e-01 9.33219359e-01 9.94088879e-01 -1.45130366e+00 -4.21317168e-02 2.69333908e+00 1.03800891e+00 1.88071181e+00 2.20972629e+00 3.84498590e-01 -5.33964863e-01 5.57107090e-01 -2.02060131e+00 8.84986982e-01 1.87942522e+00] Distance 9.375413727602735 Each least square approximations [ 7.77649012 0.67641988 -3.49285922 -4.56856174 0.53171248 -0.89362647 -2.4234879 -1.332552 -0.37119417 -2.88820821 1.15916607 0.91032734 1.54948905 0.77731428 -0.63838774 1.23187974 0.50326446 -0.40523949 1.08339149 0.13877613] Distance 9.477869893390853 Each least square approximations [ 9.44366759 1.61711541 -5.78694584 -1.61756124 0.04252743 0.69051055 -0.14872638 -0.76866881 2.25786954 -1.30553636 3.39472726 3.14265412 -1.74194134 0.87569462 0.66754669 0.80949758 -0.84793568 0.24544318 -1.14965885 -0.2939997 ] Distance 6.74306664098398 Each least square approximations [-8.97060061 1.28718126 -1.65074617 1.49121334 -0.59140437 -3.45931576 -0.20331664 1.28607285 0.83808326 2.13500245 -0.24369368 -2.85299961 -1.31846524 2.58249996 -1.53051401 -0.05846351 2.04839501 0.59264522 0.13948888 0.2680046 ] Distance 8.933941464238274 Each least square approximations [-4.83092727 4.628385 -4.58804892 5.13674943 1.68182682 -1.10848353 0.94971029 3.86606099 -3.32504951 2.12760013 0.20991036 -1.59460812 2.19989809 0.47245624 0.32189705 0.32987801 -0.61909097 2.33781766 2.40602255 -0.2281365 ] Distance 9.235334943032287 Each least square approximations [14.16409949 -5.33490335 0.19836928 0.56961798 0.71665481 0.19013575 -0.3885369 -0.27737322 -0.83745956 -0.16803285 -0.08606426 0.3690156 0.24797222 0.06607955 0.39209072 -0.29980009 0.29650623 0.0613032 -0.15579503 -0.21500883] Distance 0.9789929883953439 Each least square approximations [10.35462285 -2.1937871 -4.74662002 -0.23201452 -0.50523599 -0.51707049 -1.87488329 -0.04234816 0.28774236 2.46109451 1.95377842 2.08955821 2.09385288 -0.31437965 1.1801355 -0.14818796 0.5039132 -0.05145032 -0.08319632 0.40065065] Distance 8.557324387624833 Each least square approximations [-8.84109695 -5.06364463 -3.66709287 -1.36996342 -0.14561719 3.19138365 0.67216878 0.08922265 -0.46510317 0.71825258 1.04090881 1.04909011 -0.75164556 -1.11818031 0.55180139 3.05655011 -2.8770979 1.54980745 1.32217601 -2.3782995 ] Distance 8.382672681778542 Each least square approximations [-9.76496144 6.80107454 2.2722723 -2.2974419 -3.7754346 -2.12474053 2.30279367 -0.43334251 1.83544227 0.17404788 2.51287878 1.74331482 1.75991867 -1.88838062 -0.76674812 0.26463423 -0.16006173 1.5476988 -0.01217179 0.60204476] Distance 5.7758374763384 Each least square approximations [-9.33799642 -1.06955564 6.38622261 0.20004667 -0.70731096 -0.14675976 -1.45510718 0.41210734 -2.48050109 -1.9000584 -1.17563279 -0.26408289 1.82655934 0.86990957 0.61842991 1.55587325 0.40852512 -0.10973423 -0.18604803 -0.3547726 ] Distance 9.061014376155232 Each least square approximations [ 9.73335370e+00 -3.97731250e+00 3.12212566e+00 -2.87128050e+00 -9.86854363e-01 7.66480262e-01 -1.54411986e+00 1.76648044e+00 1.69025478e+00 3.82603001e+00 -3.67880964e+00 9.24990584e-01 -4.44503827e-03 -8.79770338e-01 1.75558761e+00 2.48458885e+00 -6.74187067e-01 -3.30549271e+00 6.21750744e-01 6.45918036e-01] Distance 6.543222170440878 Each least square approximations [ 9.20369454e+00 4.48184536e+00 9.95504605e-01 -7.66628991e-01 3.87606042e+00 -9.67755015e-01 -2.06549545e-01 -1.43993016e+00 -1.79513233e+00 -3.96012506e+00 2.22115683e+00 -1.89849541e+00 -2.33553300e+00 4.35644995e-03 -1.36213380e+00 -2.60649238e+00 3.24216989e-01 -8.59019366e-01 -1.48942866e+00 -1.14239874e+00] Distance 7.884421088378953 Each least square approximations [11.3026804 -5.55158433 1.61881117 -1.00274709 0.83597866 1.90212954 -3.43695368 -0.35275613 2.45374129 -0.11705624 2.56944902 -0.63636186 0.42110628 0.42720606 -0.37898665 -1.46529604 -1.87398274 0.19096056 -0.33888896 1.52242585] Distance 5.692432588211296 Each least square approximations [-10.55214514 -4.57399518 -0.73883964 1.87974199 -3.12200993 -1.76805556 -2.34063162 -1.79551229 0.27013915 1.6854879 0.25371273 0.0122024 -0.97600054 2.42335341 0.24726084 0.60307293 -1.7597168 0.06488067 -3.49958252 1.44215061] Distance 6.851830893801996 Each least square approximations [-7.88103732 -5.15384123 3.00669243 5.74723654 -0.26437765 -5.87560425 4.35190728 -0.12102673 0.05723376 0.65948251 0.59540877 1.18899167 0.65146409 0.82222469 1.51551189 -0.94549639 0.22826936 -1.45745818 1.30007693 0.6500841 ] Distance 3.639884053290484 Each least square approximations [ 3.58845106 1.85428867 0.2827689 -1.30664013 -0.85628756 2.26415998 -1.40747273 -0.38430698 1.61128318 -0.99582817 0.13519978 -0.22811693 -0.14426079 0.33255456 0.66483534 0.03092857 -1.68260977 1.08006077 2.96639967 -1.21246324] Distance 12.795887494678837 Each least square approximations [ 5.17679453 -3.22042372 4.43704453 0.32322255 2.91109025 -4.27208391 -2.49176767 -1.04687011 2.00154401 -1.25494081 2.50284614 2.76055671 -1.80266308 -0.49552292 -0.96316222 0.66301765 1.35813775 0.57179763 2.93133047 -0.13292708] Distance 9.06770022429938 Each least square approximations [-1.51880455 -3.52903969 -4.669639 -0.07115557 -3.79157356 -1.08054644 4.21366102 0.31637463 1.49327429 -2.37267706 0.45099933 -0.69604856 -1.11097295 -2.3695657 -1.28209665 -1.28728122 -2.13079285 0.10829886 1.47339343 -1.17506127] Distance 10.561935402061856 Each least square approximations [-4.0132437 -0.24809018 2.67589228 0.30877287 -1.77325836 -1.89030449 -3.39288837 -0.75611999 -2.34712434 -2.98877602 -2.20931339 1.98971351 1.92938265 0.24789683 1.92077494 1.07103956 1.87969225 2.13713153 -0.78537359 1.22170661] Distance 11.135027498137838 Each least square approximations [-3.2855915 0.44613672 3.54346222 4.51315629 -3.3793753 4.24760402 0.11260412 3.84067109 5.18592493 0.71375924 1.65637943 -2.08411855 0.3750258 0.59446232 -0.37868172 -0.16351357 1.42142165 0.75586545 -0.10645278 1.21869172] Distance 8.996559578207496 Each least square approximations [ 4.62488988 3.16978092 0.99108599 -4.10863965 0.6636639 -3.7265609 -3.31832104 2.72685209 -0.62019263 -2.80752293 0.69214141 0.76767502 -1.55090213 -1.88204993 -0.06168641 0.07868253 1.81694436 3.06174726 -1.66165981 0.66339904] Distance 9.75095901890529 Each least square approximations [ 3.28868959 0.72663314 -2.84420238 -4.18535787 4.83593194 1.5202986 -1.21192845 0.99551137 0.15579274 1.00977967 -0.19528204 -1.15432449 0.83255496 -0.51131303 -1.51863507 0.5159585 1.30049447 1.28200264 -0.96803616 2.05726806] Distance 11.347783794974154 Each least square approximations [ 2.39500847 -2.58625645 0.45000033 -1.83712134 -0.2092127 1.11348668 -2.07346567 -1.88316088 -0.64248306 0.36059161 2.23866838 2.40742574 -0.07663608 0.42326044 -0.51601547 1.95911074 1.07941418 0.70251726 -1.93315316 -1.19756575] Distance 12.677722047679714 Each least square approximations [-3.07785457 -0.85412014 2.48001189 1.94605744 -1.16881238 -1.88373872 0.67980009 1.19913441 -0.29638623 2.02208043 1.59886761 -3.2369243 2.45567226 -0.33137142 -1.24964554 1.36679338 0.85920572 0.61433327 1.0503644 1.09929426] Distance 12.294823827414863 Each least square approximations [-5.42319735 3.97684392 -6.30448369 4.39887181 1.45589894 -2.61605091 1.50213607 3.09588745 -2.23129771 1.22968504 0.5562071 -0.99117748 1.3295635 -0.30218639 0.61907875 0.21251463 -1.27557943 1.3584344 1.92826983 -0.00927648] Distance 9.311450966290687 Each least square approximations [ 1.49829591e+01 -3.90706200e-01 -1.28053442e+00 -5.27821853e-01 -6.35026819e-01 -3.21699202e-01 6.47224663e-01 6.17765113e-01 -3.19627049e-01 -7.25651158e-02 -4.42266293e-01 -2.28508280e-01 4.49190480e-02 -9.01397311e-02 1.61956462e-01 -2.43133318e-01 3.33522355e-01 -2.68526891e-01 7.07699334e-03 -4.32787118e-02] Distance 0.7667142252287432 Each least square approximations [10.85403278 -2.79626494 -4.38011237 -1.90373221 0.06812921 -0.37978326 -2.26106758 -0.42415996 0.59062155 1.39783191 0.88749266 1.96673625 2.24278443 0.01879764 1.77954115 -0.69310982 -0.13529544 0.1360138 -0.03008057 0.5700749 ] Distance 7.694967592022125 Each least square approximations [-9.22325241 -4.73063377 -4.95767953 -0.59185722 1.34779992 2.39723789 1.1452462 0.19573921 0.08030156 0.44146847 0.8807175 0.98291099 -0.82431225 -1.92811761 -0.12912095 1.20117727 -2.68606454 0.66436054 1.25159907 -1.76947584] Distance 8.224853736689285 Each least square approximations [-10.52909109 6.40139108 2.4951325 -1.65495173 -4.67765386 -2.4788517 0.51566034 -0.9180051 2.86168734 0.31555224 0.92820146 0.16673336 1.01142372 -1.42448366 0.23093922 0.77321923 -0.68413315 1.10407885 -1.28480867 0.41329107] Distance 4.771080611711757 Each least square approximations [-9.76006689 -1.9310698 6.44333465 -0.60044229 -1.7183233 0.53416831 -2.23058645 -0.23869976 -1.49320871 -1.15492572 -1.28981091 -0.68992981 1.65718245 1.16805358 0.58479488 0.51553667 0.14956543 -0.16469091 0.01046143 -0.46107325] Distance 8.322981275233042 Each least square approximations [10.31645241 -3.01253935 3.72584356 -3.30391523 1.31223334 0.33741289 -1.75673937 0.37776391 1.46000616 3.4386596 -2.67605123 0.64219541 0.08807303 -0.54048829 1.60773723 2.17517322 -0.22639476 -2.11708057 0.20271105 0.86623912] Distance 7.018099755164562 Each least square approximations [10.55542752 4.01914357 2.39628546 -1.00692223 4.05012723 -0.33780146 -0.01434339 -0.92261687 -0.90952326 -3.17226361 1.01741794 -1.82866696 -0.90408271 -0.69606495 -1.9502132 -2.33167399 0.34877291 -0.8788669 -0.70794179 -0.86677153] Distance 7.031174603746971 Each least square approximations [10.87254459 -5.23310475 1.93303874 -3.25389741 0.56498267 0.97674831 -2.67730416 0.09717083 2.3204059 0.78788027 2.99204614 -0.45232191 -0.31003046 1.26072817 -0.02188621 0.09826758 -0.55909197 0.0538828 -1.09954103 1.9849883 ] Distance 6.196462469842176 Each least square approximations [-11.25753212 -4.86350688 1.09594094 1.61365125 -3.1050863 -0.52482082 -2.30854352 0.32023617 -0.24886556 1.91547196 0.71826108 -0.20042974 -1.2028425 1.96493096 0.24191836 0.45217922 -1.69435657 0.10903472 -2.73438047 0.74941821] Distance 6.226764095182321 Each least square approximations [-7.4630176 2.61599788 -6.24110358 2.15485636 -0.60655685 -2.17927331 -2.64425811 -2.48063601 -1.75753488 1.24954125 -0.30250576 -0.5174975 0.16299882 1.33934939 0.67221287 2.35781312 -0.98656011 0.2163549 -0.61628999 0.66749392] Distance 7.657229442168143 Each least square approximations [ 7.31980222 2.00514761 -0.0283828 -1.73656293 -2.92936028 3.8950146 -2.65516548 -2.24779052 -3.07310813 -0.53147502 -2.60314205 -0.3686334 0.23579033 -2.04563491 0.41175807 -0.10515522 -1.45368906 1.77132392 -0.2220152 0.6257119 ] Distance 8.631048793380758 Each least square approximations [ 9.78791145e+00 3.91802775e+00 -1.67242818e+00 -2.76808893e+00 2.42299704e+00 -1.00291492e+00 -2.03497214e+00 -3.92126538e+00 6.48868642e-03 8.68519251e-01 -1.59741676e+00 -1.35969809e+00 -1.29619087e+00 7.26546728e-01 1.30698629e+00 3.38477590e-01 -1.60396070e+00 -1.07176773e+00 -2.51171726e-01 -1.18243101e+00] Distance 5.94487497791006 Each least square approximations [-9.62526034 -1.94455129 -2.38543306 -0.26992621 1.54355367 1.57230652 2.20380773 1.93168431 2.45229131 1.26753371 -0.15250486 0.6711207 -1.27558314 0.34331379 -0.33412503 0.44832256 -1.29920192 -1.27362021 -1.52187228 1.70763558] Distance 7.961829255706962 Each least square approximations [-8.17812637 1.37011295 -1.79593785 -2.55000156 -1.41965295 0.83519052 -0.5969927 -1.54943159 0.34792559 2.20590724 -1.39814885 -0.11565719 1.53706153 1.8378097 -0.053705 1.81317335 -0.03787996 1.13920841 -0.69090153 0.36509375] Distance 9.791055984232907 Each least square approximations [-9.39214771 -2.33279552 1.42456353 -1.11762021 -1.84635502 0.94667247 -2.97995208 0.09016102 -1.17397668 2.0851458 -0.1860911 -0.24889366 2.39190345 0.8595328 -0.74266164 -2.71527655 -0.01631001 -0.27165956 0.76484774 -1.8169319 ] Distance 7.963916921240196 Each least square approximations [ 8.30294465 0.7612795 2.92922335 -3.53341809 3.3627891 0.128252 1.47386269 -0.36144768 0.80345356 -0.06925897 1.14108174 -0.30434612 1.49833769 1.77617533 -0.17115038 -0.3888964 0.40479992 -1.37797542 2.34995097 -0.39263753] Distance 8.839764198034437 Each least square approximations [ 9.76187844 1.17670681 0.25112618 -2.97646765 0.97429808 0.31966327 -2.80809079 0.07678277 2.32322764 -0.63957998 0.40547371 -1.55327335 1.15374447 0.90404378 0.47305286 1.37166729 -2.22900564 1.14158646 -0.18971836 0.28027609] Distance 8.009369389479287 Each least square approximations [ 8.77258147 -1.19011962 -1.01082582 -4.02985245 0.02329326 0.04330333 1.04090967 -0.67147593 0.81972117 -1.71553747 0.42671587 0.73873959 -0.78797507 0.1440855 0.61356001 2.13583656 0.23177585 0.16199058 -1.05442295 1.28453785] Distance 9.369101554587669 Each least square approximations [-9.30563439 0.03076804 2.42122288 1.10346887 0.14478618 -0.75600402 1.99731029 1.34652407 0.56711092 2.99637242 0.07268908 0.83662675 1.99831098 0.04068362 -1.08145792 0.81072493 -0.38271054 1.48450992 -1.16899321 0.17971532] Distance 8.835776322359465 Each least square approximations [-6.2789021 3.72606376 -7.12729263 2.34585388 -0.06932697 -3.30037038 2.70350304 -0.44970538 -3.18763872 1.51274957 0.23766221 -0.42084432 -0.34882169 1.06777457 -0.54499187 1.78907943 -0.94692533 0.9109567 -0.21950676 -1.41744216] Distance 8.118558145679707 Each least square approximations [10.76167955 1.88215789 -2.19650235 -1.12757699 -1.16438021 4.83782604 -1.34743309 0.41563839 0.07625467 -0.6318153 0.98299997 -0.33436057 1.24190403 1.33284563 0.49957163 1.36484556 1.51814602 0.74542791 -1.00944007 0.45969264] Distance 7.207595845485313 Each least square approximations [ 9.92926547e+00 -1.53200373e+00 -2.72013405e+00 -2.37176197e+00 3.26666683e+00 2.18425890e+00 -3.09178370e+00 -2.42630470e+00 7.06835565e-01 9.96518988e-02 5.72601560e-02 1.81786723e-03 5.28464129e-01 -3.49478348e-01 3.04180456e-01 -9.53335208e-01 -1.33267611e+00 -1.16953305e+00 2.89166773e-01 6.15233459e-01] Distance 8.048846346795854 Each least square approximations [-9.8564664 -2.32143115 -4.75109675 -1.09830518 2.4348732 -0.08011063 0.81393193 0.56231537 0.3084891 -1.1729649 2.15816969 4.17051727 -1.08060554 0.01158702 -1.25936827 -0.5491336 -1.79195029 0.84423477 0.9833782 0.36904118] Distance 7.093601002954611 Each least square approximations [-11.93859532 3.151571 -2.69566726 -0.449875 -2.80776065 -1.98549728 -1.68143276 -1.16871499 0.49223207 0.85373682 -1.15178899 -0.14969757 0.48015317 0.7928111 0.20566533 0.86749616 -0.697952 0.73891045 1.29178415 0.02730709] Distance 5.703368228474958 Each least square approximations [-9.74815281 -3.29464561 3.58152871 -1.22163582 -4.0814881 1.76185434 -1.64403998 -0.99212435 -0.38636707 2.13537437 0.45029458 -1.48281525 0.54047052 -0.20372452 2.27215643 -0.92343757 -0.60490077 -0.37329891 0.72865322 -1.17557744] Distance 7.458338812267875 Each least square approximations [ 8.88166749 -1.16346052 5.37133546 -3.28912176 4.14713757 0.88222986 -2.20403648 -0.15596034 -0.15005076 1.41916305 0.72596405 0.34734468 0.24271301 2.13506976 0.49457277 0.06058329 1.35261174 -2.00173864 1.6301248 -0.31746712] Distance 7.499632396049046 Each least square approximations [12.13213991 4.29934726 1.00155631 -2.35319203 0.40800561 1.00703722 -0.41245291 0.26695167 0.93987343 -1.1419954 -2.22325224 0.08085656 -0.68596019 -0.65482293 -0.31225394 -0.11466786 1.31745524 0.10734001 1.20525891 -0.94266245] Distance 5.411492145769087 Each least square approximations [11.09593049 -1.59020659 0.47925594 -4.23761859 -1.8951787 0.81318406 0.47644703 -1.51287182 -0.52823487 2.61194862 -0.21104106 -0.41295639 -0.71225521 2.0966205 1.39497896 0.49011322 1.03024506 1.04780564 -1.28390336 1.52327928] Distance 6.634558252146414 Each least square approximations [-13.39429642 -1.07130932 1.10359485 0.43332423 0.26476858 3.03815391 -1.14470807 2.40458947 -0.18812866 0.18245202 0.33446421 -0.45534797 0.04023687 0.43371803 -0.86360502 1.78383591 0.93281535 -0.20507237 0.30699003 -0.06971012] Distance 3.3593376307904994 Each least square approximations [-8.9201394 2.81872278 -6.50547909 0.67282637 -2.78009372 -2.94205791 -2.46666273 0.19142445 -0.16007566 0.75791039 -2.43372121 1.74283328 0.32700971 0.27621122 -0.56681973 2.14110732 -0.3106232 -0.11964715 0.36206487 0.70755107] Distance 6.79524600575656 Each least square approximations [ 7.76287001 3.23911623 0.44462007 -2.57223769 -2.54711406 3.25879503 -2.93439177 -2.67389937 -2.63848248 -2.01134182 -2.63123719 -0.54685458 1.07215356 -1.03929675 0.50811934 0.60578907 -0.38681165 1.03599565 -0.69629103 0.64204303] Distance 8.984466393935291 Each least square approximations [ 9.87053033 4.10526041 -1.49391152 -6.23018616 2.93397765 -1.68010081 -0.36773831 -2.19386278 1.1816565 -0.72766002 0.90102601 -0.61108653 -1.00203404 1.83649143 1.65884542 1.1328186 -1.84151774 0.103077 -0.79600826 0.28961578] Distance 5.197309786132243 Each least square approximations [-11.30963671 -2.56284957 -1.46222273 -0.0711401 2.2672351 -0.58785534 2.7298836 1.95634179 1.39097476 -0.94850846 -0.86104355 -0.18229152 -0.97160071 -1.13305885 -0.74896895 -1.00210377 -0.41502897 -1.87291477 -1.10735768 3.18135503] Distance 6.208612577232264 Each least square approximations [-8.6759688 -0.34965907 -0.07518229 -1.85000396 -2.234113 1.12969561 -2.48492022 -1.64410907 0.94813321 2.15747034 0.12946378 -0.7180855 0.77107827 1.03909174 -0.14122422 1.18368749 0.8988552 0.39084966 -2.62831315 0.94526038] Distance 10.121714687748334 Each least square approximations [-9.88794463 -3.30030113 0.86874756 -1.62754697 -3.22239525 1.73319561 -1.83919404 -0.54368809 -0.31243446 -0.33653746 -1.40317164 0.66833397 2.42384172 -0.92361962 -1.17859178 -2.8329554 0.09927585 1.33779173 0.45357651 1.00743518] Distance 7.964826871299926 Each least square approximations [ 9.18702662 0.35861911 3.95994363 -3.13655618 4.05021239 -0.26699937 2.6992424 -0.57430004 -0.82637115 0.93438355 0.59770518 0.36484246 1.95084838 0.70895029 -1.37700366 -1.49696452 0.04783786 -1.1934564 0.78469032 0.72380116] Distance 8.1952738213065 Each least square approximations [10.12300892 -0.20735461 1.76891715 -2.29695116 1.71222173 0.11262188 -2.49632008 1.96525302 2.40087332 -0.18527511 2.89730736 -2.38033688 0.18461694 -0.59686748 0.2784053 2.99010058 -1.55978666 -1.07884684 0.74730402 -0.32677308] Distance 7.541211405035123 Each least square approximations [ 9.48634806e+00 3.25201335e-02 -1.06380225e+00 -5.34603735e+00 1.73870459e-01 -1.70917150e+00 1.50555997e+00 -9.74045247e-01 7.98781939e-01 -2.43989104e+00 1.40315964e+00 -5.20255699e-02 -1.31556121e-01 6.78974931e-03 1.09228473e+00 2.65372014e+00 1.53087859e+00 1.46255564e+00 -1.57999612e+00 -2.94686528e-01] Distance 8.037980713507794 Each least square approximations [-9.11400602e+00 8.21433436e-02 4.67255422e+00 -1.72525398e-01 -1.22776857e+00 -6.64496809e-01 1.26013798e+00 1.33591933e+00 2.28046770e+00 4.38269847e+00 -5.29007181e-01 -4.20257421e-02 2.19847309e+00 -1.36264086e+00 3.39991044e-01 -8.13247479e-01 9.00378707e-04 -3.88364302e-01 3.79098434e-01 1.53483981e+00] Distance 8.324512260982909 Each least square approximations [-11.39872603 -4.06521916 0.63959572 0.91734325 5.86962965 0.34078451 0.07990683 0.65031015 -0.29836422 -1.21166585 -0.74803664 0.06944517 0.68969443 -0.45395799 1.7457445 0.22641154 1.59675158 -0.18259333 0.50968648 -0.51465057] Distance 3.6329004358401127 Each least square approximations [ 3.73414638 1.21238758 1.60693219 -0.30702224 -1.82146192 1.09414675 -1.6306649 -2.1737848 -4.10361036 0.50686676 -1.89844709 0.08911611 -0.628607 -1.85793806 0.16544937 -1.24844368 1.26630061 -0.28895766 2.67535296 -0.61008871] Distance 11.813779766331542 Each least square approximations [ 4.14277828 -0.01115184 -0.32802091 -1.0711241 4.35850796 -4.25935229 0.26946369 -1.4779096 0.99424278 3.4799727 2.63740355 2.29485807 -2.43174264 2.06621843 1.4793994 -0.96250066 5.21667371 -1.59944605 2.7319629 -0.25421168] Distance 8.436902526819852 Each least square approximations [-5.30668186 1.89433655 -2.73495391 2.13897817 -4.48754581 1.85269563 2.00124222 1.57612768 1.61344234 -2.16024643 -0.36962086 -0.70152842 2.72981846 -2.75917658 -0.48253501 0.89878987 -1.55473453 -1.02365244 1.94141939 -2.1229133 ] Distance 9.762367476538888 Each least square approximations [-3.53387242 -0.83979339 1.8658102 -2.6419095 -1.43651717 -2.40462211 -1.92020451 2.02114394 -0.82103855 -1.98606018 -2.4038677 -0.95308856 2.92507511 -1.56397846 0.78563867 1.05361641 -0.62987327 1.24588956 1.43767741 1.40376772] Distance 11.645576799722248 Each least square approximations [-6.94535103 4.92779254 0.45917405 -0.39285436 1.85091304 4.44203015 -0.18787213 3.84497573 2.98334158 -0.36039445 1.0127279 -1.37221623 0.17977457 0.51009017 -0.32428994 -2.10221848 -0.58369268 0.0900333 -0.63656249 2.22872504] Distance 8.460105750800503 Each least square approximations [ 6.83234291 5.28720956 -2.99429692 -3.62428258 -1.32654535 1.94682373 1.50524936 1.47535364 -1.71950403 1.07446789 1.9001908 0.67619719 -0.26515323 -0.33443893 -1.87012065 2.17373423 0.82936718 2.12781351 -0.83459961 0.73781052] Distance 8.66857141478968 Each least square approximations [ 2.70355724 1.59690655 -1.70692784 -4.31976494 2.55338374 1.7936027 -2.73964482 -2.92421302 -0.74897959 -0.75162571 1.38839711 -1.0561495 1.23268102 -1.69325448 -1.50504969 3.17877952 1.75882596 -1.70687225 -0.38520925 1.92977426] Distance 10.811188269679727 Each least square approximations [ 3.73533365 0.3755367 -2.73601402 -3.60736197 1.73538004 -0.70772117 -3.00887357 -2.78070076 0.55975646 -1.17286098 -0.27432213 1.03762357 -0.88401173 0.26919222 0.39005843 0.74625667 -2.00260478 -2.67872724 -0.28817912 -0.72929105] Distance 11.56796984046344 Each least square approximations [-3.17729828 -0.91203173 0.75023979 3.21853877 -0.6020897 -2.02147441 1.22616673 -0.40095068 1.22386411 3.5688272 0.1368258 -1.85232137 0.16611337 -0.62868173 -1.85841475 1.62957387 2.21487989 -3.52954186 1.12254919 1.35395786] Distance 11.501233604093278 Each least square approximations [-6.14062746 3.60326555 -8.39098015 4.06861158 1.45715602 -3.40912978 3.09327824 2.82838014 -1.56942574 0.14807027 0.09876798 0.48945446 0.4533599 -0.53751414 0.48086866 0.52110457 -1.66004836 0.59717436 1.12985574 0.6705513 ] Distance 7.538472846674107 Each least square approximations [14.50912766 3.79035004 1.45919882 -0.45537212 -0.12255419 1.96642945 0.78732086 -0.77519944 0.46718541 0.30457492 -0.80864931 -0.14623386 0.02577049 0.45059817 0.19076878 0.13224494 0.05008781 0.16309734 -0.13539835 0.31211381] Distance 0.809749177233374 Each least square approximations [11.07182145 -4.08264654 -4.86309412 -3.6472259 2.17386258 -0.48814387 -1.46914385 -0.55305932 0.75821093 -0.57379866 -0.32781398 1.45281089 0.63273051 -0.32210531 1.80844306 -0.50583205 -0.54045715 0.01907574 -0.30947062 0.03137402] Distance 6.5719103849736555 Each least square approximations [-9.54998081 -3.96783641 -6.93825502 0.70174785 2.83984296 1.58416933 1.38250001 0.27520843 0.04420638 -0.95239343 1.13696739 0.82538668 -0.70256318 -2.1436723 -0.57266616 -0.50209361 -2.39980814 0.56576337 0.44988974 -1.21030859] Distance 7.065968345886746 Each least square approximations [-11.53613826 4.51596727 2.6792519 -2.12406527 -4.58834509 -0.37540746 -1.67833925 -1.42609702 2.97473693 1.11923292 -0.9190398 -1.05121499 0.89814274 -0.94166349 0.88588793 0.52996224 -1.11877103 1.10873223 -1.99145793 0.63983606] Distance 4.6354808859595265 Each least square approximations [-10.13597541 -2.27185003 6.72280334 -1.56115304 -2.75559223 1.75463055 -2.65072836 -1.86843626 0.64865783 -0.31950339 -1.37687733 -0.87845733 0.65186762 1.4211531 0.59279466 -0.13208775 -0.55050609 0.65680397 -0.25283547 -0.17135983] Distance 7.128237241598017 Each least square approximations [10.85180893 -3.03666887 4.49152836 -4.49785481 3.14939562 1.20617713 -1.49842856 0.29893255 1.57331248 2.85505277 -1.13488886 0.86938573 -0.36312932 -0.61085822 1.35470469 1.32342785 0.07876073 -0.22348369 -0.32326598 0.93016533] Distance 5.9566313677792975 Each least square approximations [10.98793489 3.25601042 4.21150193 -3.45823128 4.22347761 1.10112291 0.79199459 -0.28151654 -0.19380054 -1.92972329 1.04707602 -0.88182104 -0.83890632 -1.12642078 -1.23634168 -1.47168373 0.10419849 -0.67653417 0.17024641 -0.49321877] Distance 6.444608154792485 Each least square approximations [10.52976658 -5.26280386 1.75065899 -5.82313632 -0.31397898 -1.2492564 -1.93381038 0.60085172 0.47896536 1.69306532 2.90014307 -0.15231505 0.02988216 0.8059654 0.75957128 1.03260267 -0.30682588 0.23614457 -1.33791464 0.94270291] Distance 6.033772256953789 Each least square approximations [-11.17843584 -3.51658344 4.4026651 2.8829849 -1.97051717 0.86230547 -2.30575341 1.47316658 0.45572914 2.57702063 -0.04386549 -0.63183537 -0.86747729 1.8403082 -0.02919025 -0.16840673 -1.52242267 0.16159182 -1.82368929 1.48225057] Distance 6.160203021818654 Each least square approximations [-7.46866765 5.89970438 -5.96425834 4.39038479 -0.99431356 0.88085956 -0.95593239 3.30169914 -2.93967724 2.16031042 -0.74567641 -0.11499935 0.65848393 -1.45389763 0.22064057 -0.86966827 -0.18028758 0.52563222 0.08298145 -0.81645813] Distance 5.54017309352456 Each least square approximations [ 9.52236944 -0.65569263 1.47717878 -1.89439652 -0.84095274 3.01449431 -4.11569538 -0.75940133 0.05753798 -1.26423887 -3.44264202 -0.19358165 -0.56430359 0.42044566 1.02991182 -1.41263178 2.4385843 -1.70748926 -1.38553789 -0.72623679] Distance 7.441985436990052 Each least square approximations [ 9.53908984 -0.61785496 -4.90366898 -3.32588065 1.48286074 -1.23267083 -0.25037113 -1.42006156 -0.03944355 1.54273373 1.65996202 -0.53444891 -0.22986601 -1.48639203 1.06420742 -2.02729167 0.39726643 1.83743941 -1.57762479 0.82686942] Distance 7.483721280903823 Each least square approximations [-10.71961166 -4.36546676 -3.03192506 0.30693898 -0.20423277 1.09069709 -0.86246604 -0.55524804 -2.03131867 -0.43058418 0.63433377 -0.4834359 1.81059527 -0.61862067 0.33088235 2.1610269 0.15928333 -0.82932908 -1.47345414 -0.29173646] Distance 6.7842393220233745 Each least square approximations [-8.55838654 3.13482072 2.3624479 -4.47505425 -2.4667991 1.66000265 -0.0762463 -0.28809712 1.14014884 1.75838941 1.09471983 2.32814319 -0.33959639 -0.24550676 -0.92392728 0.3323683 0.59270788 0.87264214 0.25442739 -1.42942878] Distance 8.656798767248294 Each least square approximations [-10.29460307 -1.29962894 4.07426503 -1.59215834 -2.01754408 -0.74902392 0.03803207 -1.08380222 0.06556262 -2.27292338 -0.58370597 1.11782626 1.67333683 -0.19063666 0.6980823 -0.56860948 -0.63443299 -0.89784545 -0.67563077 -0.06484489] Distance 7.9519762853620195 Each least square approximations [10.02988693 -5.26373766 2.33531927 -1.94246419 -0.01279215 0.90006539 1.56462547 0.53784722 -1.83148615 -0.09144038 2.06765796 1.53476224 1.18855988 -0.07198465 0.84571971 -0.76350561 -1.49608697 0.05317573 0.91638644 1.20747316] Distance 7.042209805745496 Each least square approximations [ 8.37779657e+00 2.70963386e+00 3.04696445e+00 -2.88956446e+00 2.43046078e+00 2.16959483e-01 -1.72625447e+00 -4.98340559e-01 -1.96674145e-01 -1.63570140e+00 3.15716334e+00 -2.19521685e+00 -7.23010965e-01 -5.85819375e-03 -4.91361775e-01 1.27854564e+00 1.48540383e-01 -1.21037173e+00 -1.53232276e+00 -3.60651813e-01] Distance 8.928074519532675 Each least square approximations [10.6989399 -0.68661947 -1.66076853 -2.07897484 2.97946478 -2.25199616 -2.0794616 1.81566323 -0.79008508 -1.98993502 2.32452698 0.86339039 0.34076026 -0.05483393 1.62053826 0.89520222 -0.56769403 -0.12506811 0.07599599 0.91196039] Distance 6.991250393040814 Each least square approximations [-9.03319025 -1.91283052 2.86982279 2.12512571 -0.605797 -1.36081055 -0.65480342 -0.50643968 2.25701874 3.91706426 -0.8129479 0.36457734 0.63162131 -0.46574679 -1.00209383 -0.29490079 -0.44950051 -1.15183613 -2.05958451 0.22786602] Distance 8.845711717775082 Each least square approximations [-10.13164728 7.20397497 -1.93466793 2.46834688 1.88007821 0.1110826 -0.02772398 2.14381819 2.7285837 0.67860964 -0.38094773 1.57172118 -1.00877546 -1.6725253 0.04012375 -2.18236636 -0.91363517 1.07107625 -0.48590318 0.70590035] Distance 4.099915619536787 Each least square approximations [ 7.63926809 1.10469417 1.6061 -2.47993547 -0.66693406 2.45209572 -4.06159792 -1.48047765 -0.48720459 1.22981136 -2.40646421 0.18996646 0.6987424 -0.29300516 0.34987125 -1.89355521 1.26953513 -1.86542607 1.52702355 0.17867484] Distance 9.918889622481451 Each least square approximations [ 8.3066088 -0.97127087 -1.76399579 -3.40966247 3.61056475 -1.75590836 0.34371804 -1.97342872 -1.22023251 2.30835262 0.74122319 1.23204086 -2.61052491 -0.55999689 1.31825034 -0.94118057 2.56866735 1.34603905 -0.7657997 0.84765124] Distance 8.831126349988706 Each least square approximations [-9.4692709 -2.74526261 -3.20151886 2.08064499 -3.33648833 0.01594257 0.84540758 0.51227059 -1.23828068 -3.63841155 -2.14944475 0.46863806 3.3616743 -1.7693756 2.49813217 -0.6340683 -0.36292634 -0.61499475 -2.4262628 -1.81980677] Distance 6.071850016429044 Each least square approximations [-8.45992174 -0.39443801 1.88326091 -5.02091065 -1.04743406 -0.0237518 -1.48895609 1.45006242 2.28922152 -0.54017369 0.80432413 -0.33565143 -1.57697035 -1.23292245 -0.17857531 1.53074857 0.7225177 1.1000072 -0.47378684 -1.36911087] Distance 9.420651144444198 Each least square approximations [-9.44336612 1.40610708 3.92392585 -1.76946434 -0.5505144 2.72480558 1.86063067 -0.06567824 2.73562152 -2.03009164 -1.22277955 1.78674614 1.12328449 -1.57045787 0.71333438 0.1818302 -1.04932159 1.50417924 -1.93871717 0.51881019] Distance 7.8944691515222924 Each least square approximations [10.77416719 -2.14146504 -0.15311845 1.99923215 2.15891443 1.9128315 1.07747725 0.78580946 -3.01372076 1.21048698 1.83918182 0.16705277 -0.90412855 -1.80578968 -0.85063143 0.19840534 -1.08109996 1.23237799 -1.02830338 0.38846325] Distance 7.326008829264645 Each least square approximations [ 6.68393129 2.73616191 0.95489836 -3.72078553 3.49950776 1.6619603 -1.1021733 -2.30790482 -0.64336723 -0.43027013 2.61288688 -2.39960813 -0.61250988 1.33214599 -1.59220951 3.04494286 1.2215046 -1.64507863 -0.89022532 0.24432489] Distance 9.512836075906664 Each least square approximations [ 8.56891376 0.65779693 -1.97209779 -3.83645753 3.20047559 -1.20770282 -4.29600689 -0.58082927 -0.12425283 1.18367006 1.82528657 1.68518387 -0.93098228 -0.01147578 1.86415157 3.0482823 -1.39463433 -0.94737318 1.50676047 -0.19769769] Distance 7.86243758790662 Each least square approximations [-7.31369607 -1.50635642 2.48886807 3.24145592 -0.06412019 -1.97027732 0.81005291 -0.44569617 2.21902653 4.94322265 -1.40399297 -1.02359312 -0.2960538 -1.26792517 -2.67880869 0.54933076 -0.81532997 -2.39904136 0.74518433 2.23946683] Distance 8.967113041907488 Each least square approximations [-6.20824765 4.9873244 -4.2290681 3.76739591 -1.37510035 -2.15745824 -0.47683234 2.77345547 -2.36589269 -0.9939878 -0.75381225 0.7287424 0.43214441 -1.47449218 1.5902168 1.89179487 -0.83409362 2.71424738 -0.49268417 -0.51577353] Distance 8.973056422845026 Each least square approximations [ 9.57576457 0.11040141 -0.1546769 -1.06898926 -2.04885612 3.30990879 -2.85422037 -0.67431195 0.38214866 -0.41574345 -1.02861694 0.06329069 -0.43244698 -1.8358831 0.38434645 -0.67381932 -1.09815798 0.64587422 -0.04231166 1.24399861] Distance 9.479364616398996 Each least square approximations [ 8.97112423 0.46788485 -3.09629781 -5.52077339 1.10542567 -0.90402767 -1.69179382 -2.9827065 -0.85573148 0.171674 1.18666207 0.77669143 1.94900108 -1.48000859 -0.8547556 0.96019601 -0.63278952 -0.56255762 -0.56296821 -0.56072262] Distance 8.298958422400524 Each least square approximations [-10.58848403 -6.37703219 -1.02964519 1.24506256 2.2173669 1.92930185 0.47052076 -3.12796408 -0.09361171 1.91265983 -1.25863822 1.13042528 -0.3188035 -0.92022204 -0.22154146 -0.54742848 -1.75404097 -1.33494554 1.39575064 0.38489856] Distance 5.136245963355565 Each least square approximations [-9.47933270e+00 3.24899447e+00 -5.65867766e-02 -3.72540234e+00 -2.46115873e+00 2.75835195e-01 -1.51753000e+00 1.52653299e+00 4.60964008e-01 8.37495903e-01 1.15627181e+00 1.46969928e+00 7.11198810e-03 6.21947625e-01 -1.82043667e+00 4.71246499e-02 -3.88672477e-01 5.74023628e-02 -1.67131099e+00 -9.32911555e-01] Distance 8.84339351611961 Each least square approximations [-10.18127191 -2.04801132 4.15648418 0.08342102 -3.31650642 -0.4686172 0.37394901 -0.16318959 -2.34711641 0.72613687 -2.87204236 -0.97154813 1.73316757 -1.0324143 -0.64530776 1.36513361 -0.0654976 -2.81697919 0.42981848 -0.34270796] Distance 6.989850911278281 Each least square approximations [ 9.04343253 -2.61538064 2.07694638 -1.43652449 3.8611276 -1.16443394 0.08836804 2.35949378 1.1745611 1.6035521 0.45953609 -1.10201081 1.72365046 0.25828648 0.55098859 -1.07425308 -1.43598791 -1.56879413 0.62028828 0.65630543] Distance 9.118589956955182 Each least square approximations [ 9.65134824 1.76982116 2.735277 -2.20430842 2.76971784 -0.8746671 -3.84576836 -1.58414415 -0.54528564 1.04932194 2.72757833 -1.81013273 0.67233391 1.78948338 -1.51627917 0.56787988 0.58952271 0.39429731 0.07759434 -0.48563002] Distance 7.855373979251177 Each least square approximations [ 9.6261296 -2.55381517 -0.47171879 -2.97707584 2.36689587 -1.86197921 1.54630476 -0.41730758 3.61329013 -1.05664075 3.02001813 1.15664339 0.65363978 -0.84813894 2.37737001 2.16255164 -0.95210311 1.23721867 -0.90397722 0.84654925] Distance 7.430923046703861 Each least square approximations [-10.17975272 -2.59717381 1.95134885 0.53672852 0.41954506 -2.7129502 0.27508967 0.1112301 0.44620882 4.99189511 -0.89831515 -0.3768942 0.50821005 0.44613577 0.59211318 -2.07355284 -0.5027746 0.60902382 -0.5685747 -0.71595878] Distance 7.776421330847837 Each least square approximations [-2.82801164 3.69604641 -6.13493513 2.63287135 0.48445467 -3.66742578 0.28064965 3.5653437 -1.03391576 0.92335114 -0.24705917 0.15792922 -0.57406797 -0.02168418 0.74975491 -0.86601859 -2.74517626 0.07881013 0.76899885 0.12058347] Distance 10.396548665457855 Each least square approximations [ 9.3151848 1.71365178 1.31057219 -2.28661641 1.15946521 0.83601251 -1.31150954 0.20987076 1.60807556 1.04497876 0.01031644 -0.79443443 -0.35827026 -0.01796885 0.60452336 -0.58622952 -1.48117796 -0.41713402 -1.91441572 -1.93382628] Distance 9.859344328163557 Each least square approximations [ 9.12942412 -2.25436641 -3.74908476 -2.632752 -2.46559443 0.93013829 -0.74732754 2.84824078 1.53712096 -1.22294381 -1.68832964 0.35283499 0.32026706 -3.66102522 3.90228164 1.22396818 1.4944201 1.60190403 -0.32018271 -0.0395676 ] Distance 6.752023422693024 Each least square approximations [-6.59292673 -2.81715823 -3.32182493 0.09174252 2.49866688 1.65496162 0.29441444 0.56822012 0.51061197 -1.39952054 0.09140203 -1.83758016 -1.73640326 -2.83095805 0.18089622 1.18456617 -2.4522067 -0.96481551 -1.02760024 -0.58509963] Distance 10.692939338176458 Each least square approximations [-7.19536311 3.21616437 3.67948011 -1.8619255 -2.78851627 2.21281615 -0.15396171 -1.59801311 4.11403432 1.75485967 -2.72368879 1.56882128 -0.69996037 -0.87919443 -0.99572616 -1.07643097 0.97596659 1.9816743 -0.85464082 -0.58041181] Distance 8.88665014194666 Each least square approximations [-6.09390081 -2.22317966 4.47135432 -1.33959933 -1.19609801 0.79535476 -2.14173838 -1.95670337 0.66863573 -0.77946046 -2.02022208 0.60261575 1.87676151 0.93232451 -0.68577373 0.08015725 -1.00634559 0.81320379 -1.09248055 -1.24131723] Distance 11.111646336713097 Each least square approximations [ 7.0550985 -1.99732321 6.11670544 -1.63304295 -0.34855867 1.74400886 -0.68428797 0.18036859 1.21323423 1.15531307 -0.50313652 1.12835359 1.25447202 -3.71959159 2.1226292 -0.59097109 -1.93042593 2.74776451 -0.83899177 -1.15133519] Distance 8.785068328658422 Each least square approximations [ 6.33032467 2.46300797 4.5930938 -1.19881776 4.12556171 1.85370443 1.09746708 -0.00679497 0.5410356 -2.0966278 2.20682309 -0.05608338 -0.46918069 1.52801151 0.84440697 -1.83205165 -0.07908165 -0.81068729 -1.58617959 -1.99796847] Distance 9.944721072916225 Each least square approximations [ 7.40026126 -2.31059185 2.08405799 -3.93631429 0.47583166 -0.94708543 -1.13109789 3.93948309 0.41562813 -1.13762369 3.22402582 -0.05198914 -0.08976912 -1.01196378 0.23512255 -0.46010008 -0.6368771 -1.9377166 -2.81223005 0.2888893 ] Distance 9.455718223154445 Each least square approximations [-5.98305594 -2.85125356 3.899142 2.52340346 -1.56100116 1.73370657 -0.90846615 1.33516754 0.58072225 2.37888267 -1.78055031 0.27995892 0.26295159 2.05507258 0.67399112 -0.17329169 -2.2753279 0.42896306 -2.7263283 -0.33387019] Distance 10.588380621491115 Each least square approximations [-6.09389278 3.65517292 -8.18948015 3.55379936 1.70266049 -4.29514828 3.58273667 2.78215966 -1.33902822 -1.49163791 -0.2347064 0.60485912 -1.69623603 -0.66275138 -0.40855505 0.86322782 -1.85247275 1.34207532 -0.31370156 0.91567827] Distance 6.521654432229576 Each least square approximations [ 1.07540405e+01 4.33947593e+00 1.69065914e+00 -2.04983324e+00 1.34211510e-01 5.37018412e+00 -3.09518642e+00 -9.78408078e-01 1.13358755e+00 3.34399304e-01 1.39356290e+00 -2.61487836e-01 4.49808874e-01 1.92438494e-01 2.98060632e-01 1.22008049e-01 -2.14638950e-01 7.32848924e-05 4.31773628e-01 -1.82678382e-01] Distance 6.67342948990515 Each least square approximations [ 9.6468187 -6.355521 -3.83142673 -5.13729972 2.82983635 1.63295828 0.35472931 -2.83343675 1.63510726 -0.69486098 -1.10507868 1.02617783 -0.4349342 -0.92856126 1.51485206 0.98442576 -0.15930648 0.42436565 0.97435109 0.31296673] Distance 5.013276831064123 Each least square approximations [-8.83296671 -3.40600786 -6.55829458 0.78926093 3.9567315 1.98663832 0.6963886 0.48755945 -0.98789689 -1.99039595 1.44469714 0.27356746 0.09963139 -2.30421923 0.47788943 -3.41548155 -2.11241046 0.55206984 0.22134401 -1.18227733] Distance 6.7362919434227395 Each least square approximations [-12.14262338 1.39709814 2.72071745 -2.02618123 -2.98559886 2.75668114 -2.34441614 0.70836274 1.86979801 0.39791618 -3.29709284 -0.92862508 0.31181817 0.14394977 1.12803955 -0.19926288 1.39882241 -0.57667072 -0.62464472 -0.15223324] Distance 5.152799836014646 Each least square approximations [-9.4712158 -2.38342642 6.15694628 -1.45969826 -2.68000659 3.11944112 -1.0077505 -4.56901757 1.52590935 1.71808366 -0.75289763 -0.97502027 -0.08523924 0.70124536 0.22466419 -0.01992995 -0.53969767 0.28245668 -1.31639947 0.82284686] Distance 6.717808457947045 Each least square approximations [ 9.94538576 -1.61415079 5.06286057 -3.72261546 4.15532174 1.4390917 -0.78942682 1.13361521 0.72535425 2.71809569 2.23548494 -0.98408784 -0.44918024 -2.1213475 1.67685243 -1.2645788 -0.67161439 1.65236813 -1.06008754 -0.17751003] Distance 6.316934880756638 Each least square approximations [ 9.44291576e+00 2.98201179e+00 5.30397031e+00 -5.25241016e+00 4.11584879e+00 2.81796139e+00 1.37365952e+00 1.74018770e-02 8.01691950e-01 -7.66920358e-01 1.45232061e+00 1.39460702e-01 1.35731526e-03 -3.09631603e-01 7.55157473e-02 1.51631841e-01 1.48671820e-01 -1.32802321e-01 4.52608830e-01 -4.47848850e-01] Distance 6.708738358245391 Each least square approximations [ 8.94845667e+00 -4.03140539e+00 5.04252973e-01 -7.73129843e+00 3.28766634e-01 -2.92066450e+00 -1.00534277e+00 7.81527323e-01 -1.11794450e+00 2.21072548e+00 1.96159348e+00 1.05279984e+00 -5.55991803e-03 1.52951786e+00 7.72929281e-01 9.81548356e-01 -1.60494764e-01 1.47443993e+00 -7.72660990e-01 1.04673860e+00] Distance 6.6321576551967 Each least square approximations [-9.94305417 -1.46133367 6.06395264 4.27041924 -1.18720276 2.20388342 -1.48541321 2.24415164 0.56227263 2.52621155 -0.95977742 -0.32123274 0.13071786 0.87886116 -1.74416945 -0.81151589 -2.32207816 -0.72300391 -1.04771327 0.27328873] Distance 6.377236459635517 Each least square approximations [-4.90327122 2.67549887 -6.37123379 1.51347778 -4.05869433 -2.58698853 1.19537682 0.80803429 -0.99038253 -0.36205807 0.49952561 1.285043 -1.70093377 0.0436102 1.59900174 3.57274262 -1.8802685 -0.37804131 -0.04237962 -0.60406327] Distance 9.333360300166726 Each least square approximations [ 7.76386952 3.54380674 -0.60147078 -1.42196835 -1.82611639 4.33331704 -0.98443872 -0.9267651 -0.17671382 -3.93464076 -0.07289426 -0.70623242 1.95831197 0.2111224 0.61793556 0.06046951 -0.13826478 0.9093286 0.3767983 0.25653477] Distance 9.550961489919247 Each least square approximations [ 7.05638513 0.52623949 -0.48360799 -6.38704093 3.04413899 -0.40305631 -1.11088149 -0.13974444 2.0458378 -2.29053258 -0.51434777 1.44592386 -1.00475452 0.4678244 1.25729869 -0.9912893 -4.17092476 1.39242635 0.63039619 0.74895041] Distance 8.606009008664923 Each least square approximations [-7.35793672 -2.75715182 -4.43691677 -0.86900193 4.20412767 -1.07385902 4.41446145 -1.60815849 -1.62903523 2.1659106 0.28639273 0.08560517 -0.66052383 -0.63536452 -0.99300853 -0.88045589 0.86102601 0.67346622 -0.98036742 0.90332203] Distance 8.696274121226729 Each least square approximations [-8.61158574 -0.19811799 0.17069766 -0.65994836 -3.95020644 0.90681994 -0.44375144 -2.40231059 -1.16463949 0.77633915 -0.10652976 -3.89637977 0.81239357 1.54030418 -0.07618896 -0.62031632 0.26968222 0.19943936 -4.09122704 -0.29619071] Distance 8.783237658340596 Each least square approximations [-7.82995506 -4.24067554 1.75266765 -1.95071335 -4.72437831 -0.07602425 -2.97679994 -1.23766263 0.6140976 1.15630501 -0.42077578 0.3466789 1.05582956 1.84232184 0.99422708 0.79181679 -0.40931544 0.57680625 0.19385691 1.31259754] Distance 9.079257144601138 Each least square approximations [ 7.00241187 -1.77089099 3.76084477 -3.00006498 5.11612663 -0.79475714 -2.05582467 -0.03312883 1.20979269 1.30045807 2.20596344 -0.10933551 0.83199353 2.54395964 0.20359544 -0.18534393 -0.19301853 -0.95007875 1.28485323 -1.16454347] Distance 9.281648811506235 Each least square approximations [ 1.09393717e+01 -5.73557968e+00 3.55725301e+00 -2.94772486e+00 1.56147254e+00 -3.87154561e+00 9.97145619e-01 6.79897680e-01 1.13904254e+00 -8.85598190e-01 9.70498725e-02 -5.03317328e-01 4.81914919e-01 1.47205889e+00 -9.33171385e-02 7.12220127e-03 4.59986703e-02 -1.29422643e+00 1.04036187e+00 1.27762978e-01] Distance 3.3756564908710955 Each least square approximations [ 6.97449392 -2.5279593 0.91983402 -4.18942374 -2.67227599 -2.79169883 -0.33431285 2.14426835 2.4770933 0.02108821 1.83468493 0.80414628 1.01869447 0.11123612 1.91399743 0.36291964 2.66008675 2.55027463 -0.47194961 -0.35363797] Distance 9.472002595439335 Each least square approximations [-8.76465724 2.05784747 5.27266326 -0.14858437 -0.88365439 -2.72959745 -2.90350723 3.29905318 -2.25399277 2.163424 -0.09115741 0.81244269 0.36091199 -0.17706014 1.86962011 -1.8457091 -1.37841774 1.13228342 1.28236583 -0.64064483] Distance 7.25011170301438 Each least square approximations [-12.51587443 0.04314974 -2.72651649 -4.49835438 0.55796983 -1.67836033 1.38651315 0.93463363 0.25517265 0.92279734 -0.54026275 -0.6806213 0.0288918 0.52561082 -0.40618381 0.8238714 0.653884 0.51318858 0.65314009 0.3993692 ] Distance 2.972986704185361 Each least square approximations [ 4.84598586 3.06131406 0.93752313 -1.82169161 -1.30231101 2.77547682 -2.23161337 -2.19259637 -3.99018573 -2.10301155 -2.54941974 -0.98632553 1.10206195 -0.08178038 0.50073019 -0.54284244 1.07753399 0.23210691 0.59263691 -0.27343078] Distance 10.755778296868646 Each least square approximations [ 7.10358028 1.64715656 -0.46612157 -3.83692041 5.12261955 -2.81077046 1.08874255 -0.5474503 1.57027001 2.28366087 2.15956004 -0.31705148 -1.61721851 1.74249534 1.4949168 -0.31483721 2.6203626 -0.18111578 2.01014152 -0.30570614] Distance 8.242981033902392 Each least square approximations [-8.83358471 0.9776443 -2.77507349 1.34797943 -2.24031707 -1.54485415 1.40332307 2.31489146 0.07063249 -3.20399532 -0.82015818 -0.47292674 0.48634829 -1.905131 1.07061654 -1.0548292 -0.08346052 -0.61278912 -0.11148746 0.81102037] Distance 9.031408268154044 Each least square approximations [-7.00811272 -2.41077873 1.54199567 -1.4872884 -0.20430501 -2.81698805 -2.27165408 0.32415622 -1.04588817 0.80181522 -2.79390159 -1.59009298 0.74745937 -1.15015163 0.44233593 1.79629885 0.02607197 -0.00869537 -0.19402653 -0.40203069] Distance 10.621564389913113 Each least square approximations [-9.07680886 0.77450937 -1.22159697 -1.26337211 -1.25038956 4.36784405 -0.04536942 0.8918781 2.2571302 -0.86000724 2.35782045 1.15701129 0.96283252 -1.28285975 0.31687454 -3.78352023 -0.58563221 2.41268004 0.55449871 1.06879403] Distance 7.6354796627509955 Each least square approximations [ 8.88253321 5.43040996 0.99684784 -1.27620364 2.32599124 3.24113007 0.39614702 0.98403666 -3.68336601 -0.29521371 0.94501635 3.19765844 1.11679839 0.66733426 -1.67324382 -1.03814182 0.0996824 0.42838817 0.57627898 0.05846855] Distance 6.650379423126132 Each least square approximations [ 6.36624422 1.15070743 -0.11432492 -4.30708436 1.48028327 1.11408809 -3.26597428 0.09386106 0.73165429 -0.98980468 1.28334832 0.14278264 1.19437869 -3.06786404 0.36769317 3.22635765 0.34628959 -2.47826167 0.52069578 0.41006154] Distance 9.867076626984698 Each least square approximations [ 7.22001824 2.74619222 -2.64440678 -6.15134559 1.39413887 -1.60634888 -1.71614041 -3.03150287 -0.1302125 -0.92865456 -1.11229222 0.74619568 0.26487075 0.07897712 0.40671857 1.09639829 0.73523613 -0.97700318 -0.05429407 -0.82909785] Distance 8.699800770946563 Each least square approximations [-6.54497586 0.70975527 3.07028492 2.12022025 -1.98511341 0.33323163 1.71415768 0.96530992 3.16690025 1.91575911 0.39605857 -1.78544775 1.42837247 -1.53682862 -0.11852955 0.843143 2.33540982 -2.75111328 1.63529852 0.50043385] Distance 9.992383417675683 Each least square approximations [-5.45874811 4.10035009 -6.24370746 4.57868729 1.66734589 -2.17414353 1.79644104 3.58730991 -2.33120979 0.92481582 0.23660929 -0.61311599 1.6544168 -0.31674838 0.64839974 0.3395415 -1.2691543 1.4981671 2.20692814 0.46316201] Distance 8.981904475326509 Each least square approximations [ 1.50295523e+01 -3.51271833e-01 4.06772125e-01 1.21240021e+00 -5.24300659e-01 -3.88356540e-01 1.26364374e-01 6.49074760e-02 -2.58703452e-01 -2.83285081e-01 5.82852348e-03 6.67548468e-01 2.26557630e-01 -2.60138344e-01 -1.70895052e-01 -5.72453456e-01 2.03384456e-01 -2.46695987e-01 1.31931606e-01 1.38687529e-02] Distance 0.7688287471815776 Each least square approximations [10.59301148 -3.09243573 -4.74515335 -2.10165626 0.59666579 -0.9237257 -1.60437323 -0.31878449 0.37922783 1.2449059 1.00608583 1.76347107 1.83913044 -0.28818685 1.75616468 -0.2879169 0.09985152 -0.10588973 -0.16153958 0.35334596] Distance 8.041027469625845 Each least square approximations [-9.14125097 -4.74178665 -4.97850213 -0.36123117 1.35589172 2.59694028 1.10719185 0.12198291 -0.32788802 0.07863077 0.8149858 0.98870547 -0.5543502 -1.93322197 -0.0525632 1.34437476 -2.79275928 0.92919346 1.35222693 -1.75885239] Distance 8.239557951524507 Each least square approximations [-10.60521522 6.1459923 2.55730447 -2.03978159 -4.6408349 -2.0148074 0.78173255 -0.83859474 2.64210548 0.4457355 1.22868995 -0.08181786 1.267974 -2.14783664 0.05393524 0.04801683 -0.85324204 1.34186933 -1.70088157 1.00265568] Distance 4.54614066759283 Each least square approximations [-9.83957814 -1.68699739 6.60568965 -0.5707225 -1.46840603 0.72416008 -2.07256366 -0.28337102 -1.50789378 -1.3634791 -1.58034748 -0.80999819 1.25723822 1.27615164 0.58705503 1.01272234 -0.27447147 0.20799099 -0.22864299 -0.27719151] Distance 8.19009357543119 Each least square approximations [10.42285824 -3.65932617 3.1079637 -3.60095848 1.08294209 0.50275002 -1.63321355 1.2091147 1.51115926 3.81035074 -2.55347905 1.03322168 0.31983767 -0.43635078 1.77938845 2.19109545 -0.04571611 -1.86798095 0.17770504 0.7023982 ] Distance 6.557250614384427 Each least square approximations [10.20268339 3.75088341 2.46316338 -1.93896454 3.79798051 -0.20386589 0.28553251 -1.04707118 -1.12636964 -2.97695445 1.52283247 -1.85357228 -1.25851994 -0.83304199 -1.97509305 -2.57476916 0.33311648 -1.1631511 -0.69524023 -0.96764326] Distance 7.39320469564636 Each least square approximations [10.90981674 -5.2565598 2.14105728 -3.21910378 0.70224234 0.43298518 -2.8653844 0.2522267 1.98103303 0.69012599 2.81602918 -0.06300757 0.2780392 1.13969183 0.28799745 0.12201952 -1.13331933 0.01901723 -0.89956386 1.33246956] Distance 6.452640356649193 Each least square approximations [-11.03152728 -4.34489637 1.31128178 2.16185363 -2.71924181 -0.86892745 -2.55162173 -0.26203291 -0.08808345 2.27394958 0.78546168 -0.70859649 -1.27211911 2.3756412 0.36769829 0.26406759 -1.9734812 -0.07540928 -2.95419706 1.33841035] Distance 6.324060267761192 Each least square approximations [-5.4260458 2.99931493 -5.29180393 2.59976439 -0.01288981 -2.38907599 1.77762731 -1.81914398 -1.14901456 2.37138737 -2.19956239 0.22370032 -0.91383065 2.59827165 0.60174521 2.22008196 -0.6052385 1.66855559 0.44565692 0.95329038] Distance 9.72544837044013 Each least square approximations [ 8.10168521 1.19892757 -0.09573175 -1.0766065 -0.05456501 3.33930134 -2.24997994 -1.28357555 -0.46456336 -0.71783234 -1.34485937 -0.04809274 0.27048618 0.62781412 0.48093732 0.39771537 -0.17401233 3.52279762 -1.10579934 -0.97723397] Distance 10.23737975485794 Each least square approximations [10.91987661 1.48829368 -1.56892756 2.15537108 4.47106218 2.48709482 0.93452748 1.00718502 0.16881461 -0.8212876 -2.83185127 1.1699654 -0.31339853 -1.50676535 -0.66963637 -0.16443764 -0.24902288 -0.2491446 0.48208916 0.03022401] Distance 6.245438852735454 Each least square approximations [-7.65981993 -1.04524627 -5.96270446 -1.96841731 -1.51726403 1.32279659 1.91655518 -0.48454419 1.99160853 -1.57185202 1.43173211 -0.3527842 -3.06950473 -0.65884361 -0.44933515 -0.15833224 -1.40361923 1.20422255 -1.22925896 3.06943373] Distance 8.290165302586637 Each least square approximations [-8.61868947 1.56847149 -0.03575686 -2.84179568 -0.0708162 -0.04913917 -2.14696359 -2.29395416 1.26858295 0.47834029 -0.0836038 1.06737985 -0.09459446 0.62526955 1.21773861 2.11836671 1.2929508 2.32955731 0.47612329 1.05384653] Distance 9.820346299219256 Each least square approximations [-7.09921811 -0.68229685 4.22410407 0.76116086 -2.49719173 0.13606027 -4.03750391 -1.96773949 1.10728708 0.60674215 0.94309376 0.46114738 2.79376464 -0.15683477 0.80258832 -1.58335435 0.33082882 1.98769713 1.08146862 -1.99096013] Distance 9.504840606470857 Each least square approximations [ 7.66384859 -0.38629837 4.97878351 -2.55634606 0.44796809 1.72117669 -2.89866392 -0.01569885 0.3323754 0.95900343 -1.18283618 -1.55645799 0.73549606 -0.4570578 0.4902056 -0.01032613 1.66909477 0.68842317 1.4781339 0.34783777] Distance 9.785062303685821 Each least square approximations [ 9.29301142 4.17868476 0.45830582 -0.73339251 1.26996505 1.15437632 1.05898286 -0.04927812 1.02327041 -0.68682867 1.33932985 -0.39401355 -1.3860342 -1.11867908 2.61242751 -0.49169246 -0.78533073 -0.9661344 0.48307061 0.47257467] Distance 9.19648812609066 Each least square approximations [ 8.69035148 -2.55678517 -0.50316944 -3.54142729 -2.20970477 1.96409599 -0.16377692 -0.02131167 -0.49929583 0.51914466 -0.91028768 -0.90156724 1.52607278 -1.88162875 -0.51853512 1.88626947 0.79764109 -0.38433674 0.32271371 1.18809921] Distance 9.547229499788205 Each least square approximations [-8.84133538 -1.91938038 2.59372308 1.56012656 -0.58473952 0.86968405 1.83832499 0.97993692 0.74727741 0.32809305 -2.13996235 1.33071696 2.57149564 1.17569966 -0.31985581 1.54545415 0.94393819 -1.15781254 -0.64271654 2.14631265] Distance 9.366002776970095 Each least square approximations [-5.91778038e+00 4.09022802e+00 -6.43750330e+00 3.24627176e+00 -7.52991430e-01 -3.90645673e+00 2.12749172e+00 8.05025877e-02 -2.81976871e+00 1.14009274e+00 -6.21814966e-01 -3.30541447e-03 -1.26016443e+00 1.52250948e+00 2.28419978e-01 1.92467910e+00 -1.97658633e+00 1.46718609e+00 -8.95988226e-01 -9.17411757e-01] Distance 8.49817473035988 Each least square approximations [ 9.52824037 2.41170685 -1.66266018 -1.58105576 -1.26509089 5.45740836 -1.81446323 -1.84656656 1.84462399 -0.22029089 1.63835244 0.42097303 1.57882439 0.32739672 -0.50519726 -0.10819597 0.25087123 0.30425015 0.6926809 0.06834268] Distance 8.458129934872165 Each least square approximations [ 9.67929053 -1.45017677 -1.77534192 -2.98870415 3.8048488 1.88694562 -2.81579612 -2.42852032 0.10456785 -0.04365912 -0.20990756 0.22145372 -0.77405495 -1.13459395 0.24020365 0.1553294 -2.33771213 -1.91985323 -0.19121499 0.93770783] Distance 8.332616412297176 Each least square approximations [-9.95144381 -3.2085991 -4.22515306 -0.75740808 2.20856882 0.13212725 1.37827357 0.08480808 1.3558981 -0.25723656 2.23916099 3.47484858 -0.7737301 -0.04844887 -1.4535902 -1.11205607 -0.94066442 1.1630948 0.55067599 0.74991514] Distance 7.7918006774904365 Each least square approximations [-1.24840619e+01 1.79608852e+00 -4.62026093e+00 -1.15093517e+00 -7.59363748e-01 -7.28600202e-01 -2.87002941e+00 -1.24900341e+00 2.33529397e-01 4.78679102e-01 -6.67055683e-01 7.42658382e-01 2.67338992e-01 7.13182330e-03 8.97268643e-01 -3.81291257e-01 -7.68827174e-01 -8.10689844e-03 -1.36096371e+00 -3.96262959e-01] Distance 4.874084805219842 Each least square approximations [-9.98888239 -2.85872504 4.14610313 -0.13760592 -4.07365635 1.54179628 -1.41566325 -0.535135 -1.25781222 2.84395073 -0.53165726 -0.61434101 -1.41415871 -0.30752022 1.21005689 0.20209189 0.14197881 -0.90054439 0.46313154 -0.48923993] Distance 7.7250812082544895 Each least square approximations [ 8.27179183 -1.94799656 4.91742363 -3.35443282 5.2458486 0.73582656 -2.23699461 0.93724228 -0.36069235 1.63660362 0.98949864 -1.32737434 1.5032636 1.13671215 0.34455221 -0.2694753 0.88838783 -1.5184995 0.09915656 -0.74890318] Distance 8.170740238653396 Each least square approximations [12.16969016 3.44051669 -0.27970756 -3.62171035 0.30262214 0.78235942 0.6613919 -0.24092668 1.28826694 0.56957856 -1.20553055 -0.15004472 0.58825394 2.05018831 -0.17626887 0.58263549 -0.3564614 -0.0180375 0.75673941 -1.7873452 ] Distance 5.891179504961217 Each least square approximations [11.02218539 -2.29056941 0.07453046 -3.47496281 -1.09782853 0.04959197 2.98386459 -1.16565413 0.07913729 3.18242003 0.65060821 0.75385919 -0.48749979 0.34726188 -0.16727173 2.64238479 -0.67253704 2.33111266 -0.72889126 -0.64235408] Distance 6.76036923442645 Each least square approximations [-12.88021189 -0.29446644 1.52301365 0.72219552 2.25567709 1.27593264 0.50286542 2.12546155 -0.66626471 0.79463616 -0.38919059 -1.79574866 1.42590054 0.01627588 -1.04518598 -1.21147958 -0.41287088 1.75256699 0.1927467 0.57414664] Distance 5.323998390941773 Each least square approximations [-3.60682982 1.95499637 -1.64972698 0.9246194 0.5137394 -1.31822276 0.36150086 -1.76121495 -2.61947011 2.1113848 -1.76178598 -2.85817018 -0.31879818 1.07679699 -2.20247225 2.19693628 -2.28720088 2.42483806 -2.421501 1.31326801] Distance 11.000685055186173 Each least square approximations [ 5.06295647 -1.1696404 -2.39625668 -0.5519358 -0.18291581 -0.02717987 -2.03473351 -3.18244904 -0.02476906 3.86089841 -0.74454841 1.69212081 0.54773569 1.34708894 -0.61754477 1.42475362 -0.13759891 1.82363195 -0.18656558 0.61179666] Distance 11.177327414938494 Each least square approximations [ 7.11176889 1.23866728 -1.43701066 3.99003584 0.36266815 2.79244875 -0.28938141 -2.16512693 2.35098609 2.43285358 -0.24460252 -0.57281608 0.37883927 0.16234049 0.6004139 1.35633271 -1.25394508 -3.64802711 0.24090433 -0.74552845] Distance 9.294712162959705 Each least square approximations [-5.23499347 -0.19509159 -0.49733121 -3.10386555 -0.63198695 2.03378232 -0.80747507 1.74019179 0.82845373 0.01455006 3.35573879 0.82315709 -0.50506065 -0.75049202 0.94219347 -1.48935309 -2.62898742 1.73416497 -3.39046689 -0.15167373] Distance 10.740605632879776 Each least square approximations [-7.82366408 1.5757299 -2.44378847 3.27495233 3.67541726 -1.4513627 0.9180933 -0.29598866 0.68208632 2.02387257 0.5663349 1.24983461 -1.55479223 -1.37729476 -0.3260004 2.05406043 1.03187305 -0.10086542 1.32512675 -0.76411257] Distance 9.135275961680376 Each least square approximations [-5.98277179 -0.99636852 0.07074421 3.82026221 1.69313157 3.82582344 -2.40328175 -1.1999261 -1.18192716 -0.12178161 1.87975243 0.33915071 1.0699531 0.94652082 -0.40043098 0.26167646 0.06679947 -1.30444136 2.33669669 -3.02599689] Distance 9.956408447405302 Each least square approximations [ 5.06493223e+00 9.22386001e-01 2.49934866e+00 -1.39386453e+00 -2.49760223e-03 9.52612528e-01 -2.18203932e+00 5.36914519e-01 -1.70112505e+00 9.42178913e-02 -2.08245253e+00 -1.69199511e+00 1.61509648e+00 6.55072002e-02 3.32541466e-01 4.67842766e-01 1.22209910e+00 -3.30051670e+00 3.02762481e-02 7.95915981e-01] Distance 11.496558410764681 Each least square approximations [ 5.40252997 5.37684026 -3.15604443 -0.45226109 0.55984841 0.75271009 -0.36421341 1.40839205 -0.56080128 -0.64308688 -0.38596345 1.50687543 -0.83576921 -0.18367149 -0.22943617 -0.71556199 -1.99276875 0.71990095 1.4592043 -2.09149007] Distance 10.592020439593366 Each least square approximations [ 7.50331059 0.83275365 1.0174351 0.20130178 -1.79091642 1.00268906 -0.94762113 -3.72011982 -1.82074282 2.19626192 -0.19022066 -0.68870705 -1.00102749 -0.10725174 -2.99219014 1.63697646 -0.61068495 0.86633784 -1.17456641 1.6830554 ] Distance 9.758962636899073 Each least square approximations [-7.25277996 0.01617958 -1.40790837 0.23037192 -2.24074175 2.78665214 1.91355611 -3.06757857 1.37889326 -1.87612011 -0.18130402 -1.6348721 -0.05606202 -0.87051996 -0.16006109 2.38990718 -0.26630986 0.44916177 0.3568107 0.59790709] Distance 10.149316763976328 Each least square approximations [-4.51400807 3.49837233 -4.43030776 0.35952859 -1.36319448 1.62800315 -4.68822137 0.08243613 -2.2672257 3.05978276 -3.06698026 -1.62665354 1.13341924 1.38348507 0.01831767 1.43540211 0.65273707 0.74795331 0.25895533 0.77471813] Distance 9.704593680182734 Each least square approximations [ 6.03921366e+00 -2.85747497e+00 -1.87516762e+00 -5.19058965e-01 -1.34501120e+00 2.80384380e-01 -2.35854909e+00 -1.97886426e+00 -2.14170841e+00 7.23347501e-01 -3.91280478e+00 5.44420445e-01 -5.88751971e-01 -4.13987974e-03 2.18572554e-01 6.54316760e-02 4.57072236e-01 4.31324177e-01 -2.04387915e+00 1.13437559e+00] Distance 10.942994979699451 Each least square approximations [ 8.60430138 5.75462253 -4.00461933 1.16493038 -0.66237193 1.88516956 2.81684264 0.16325604 0.00923601 3.22209016 2.39549863 -0.91737336 0.32098049 1.44367632 -0.14295235 -0.91526153 -0.64998111 -0.50821639 -1.41075999 -0.88982094] Distance 6.822406296167916 Each least square approximations [-8.92070388 -0.42767786 1.36583545 -3.32478322 -0.68738922 2.60032323 -1.13599495 2.29884392 1.59438712 1.26780513 1.67891608 0.59130621 -2.58699693 0.88413533 1.05235643 1.7597049 0.87804788 -0.29632113 -2.38177612 1.12451815] Distance 8.557438186565397 Each least square approximations [-5.744061 2.81984345 -0.93617846 -1.78004329 2.51849704 0.83838879 1.80618663 -1.18074909 1.23039519 2.28413971 2.75993637 2.42976383 -0.01348128 0.02877672 -0.07577968 0.63275198 0.30425716 -0.03531549 0.73989053 -0.48338034] Distance 11.326329813295565 Each least square approximations [-7.02798703 -1.76507254 0.58951619 -0.48679104 2.36082766 -0.90856984 -3.41669083 0.05777818 -4.00796954 -3.11194641 0.06853881 2.08611387 2.67621765 -0.1845477 0.68242954 -2.45613238 2.4015972 -0.78605219 1.06525477 -1.12899808] Distance 9.096711039724289 Each least square approximations [ 5.89070715 -2.00416364 2.07728783 -1.48373477 -0.38155648 1.56838393 2.51326293 0.73936611 -0.8988142 0.17334422 -1.68569763 -0.41067893 2.82472525 1.11705322 -0.27885767 0.64375526 1.19604669 -3.78726392 1.60968224 1.51507039] Distance 10.843570013801568 Each least square approximations [ 6.27584907 5.13913506 -0.90005875 0.91111297 -0.96406329 -2.38607625 -1.25660956 0.62513699 0.71795815 -1.90290327 4.07401673 -1.75607152 -0.41973502 -0.59927733 1.05412694 1.36144805 -1.87789678 -0.62589531 -0.27088414 -1.83274261] Distance 9.788489495813446 Each least square approximations [ 9.53177932 0.92458213 -1.65873182 1.48804919 1.64636196 1.08357699 0.32408838 -0.02775267 -0.30596914 -0.82001426 -2.4394453 -2.2784185 -1.53710376 -2.18249193 -1.96000537 0.55272146 0.57057046 -0.31565977 -0.55257645 2.06740553] Distance 8.812558709400983 Each least square approximations [-7.02608332 -1.41656517 -1.3413335 0.84805566 -2.08039114 0.5567616 1.66301576 -3.59602516 2.56068467 -0.81733172 -2.08604338 0.53585996 1.56224769 -1.75168192 -0.05098587 -0.0292358 0.09079927 -0.33167634 -2.22216377 0.53161221] Distance 10.467654482821567 Each least square approximations [-5.49748385 4.23523615 -4.68345808 3.98154857 3.09793536 1.26820353 -2.01202291 3.37773517 -2.91706352 -0.16317778 -0.16508414 -1.81845029 0.83612075 0.59069029 -0.86140542 -0.92589092 -1.63728362 -0.330889 2.76871281 0.57362135] Distance 9.071510154794266 Each least square approximations [10.79009173 -3.25450725 4.19575581 -3.01061149 -1.76711736 -1.94938445 -2.39911694 -0.9120357 -1.51724941 2.45889566 -2.14442604 -0.27196703 -1.1016382 -0.651234 -0.68018253 -0.69055871 1.00626638 -0.79325091 -0.17790436 -0.48135923] Distance 5.958596103192153 Each least square approximations [ 8.783707 -0.17342725 -6.32871745 -1.23303138 -0.08392927 -2.68958486 -1.39403435 0.3487055 1.84666803 4.8452859 -0.1065001 0.69659455 1.46684359 -0.40117865 1.73633891 0.02012999 2.80251717 0.26087683 -2.07426605 -0.47065708] Distance 6.85451014931881 Each least square approximations [-8.19567893 -2.00721613 -2.2004434 -0.20935108 -0.05605967 4.45907558 -0.6277025 1.50887151 -1.1805667 -0.02394468 -0.30510487 0.93466059 0.6803261 -2.41324546 0.55995679 2.87828732 -3.77367281 1.05288512 -1.52541452 -0.91756418] Distance 9.262814019519235 Each least square approximations [-6.17544366 4.40515819 2.43236054 -3.7810012 -4.33708422 0.05130408 0.79117427 1.01478281 4.74524378 1.76815636 0.81360529 2.10014902 0.4864917 -1.55820246 -1.34962336 -0.13398465 -0.21837766 2.52888861 -0.45082834 -0.46402747] Distance 8.938677834725855 Each least square approximations [-9.29982699 0.34329764 3.84619011 -1.64543225 2.81865658 -0.31536023 -1.22090687 -0.02253748 -1.47044557 -1.42537491 -2.27071709 -0.50422041 1.66186943 0.30000564 0.43823682 0.60510278 1.86917858 1.25914256 0.08018133 -1.47889764] Distance 9.288521430392658 Each least square approximations [ 9.9205363 -3.23373217 1.50665506 -2.45597452 -2.37158132 2.1597384 3.58271848 0.22661462 1.02272773 1.05727165 -3.87401841 0.27157292 -0.20473776 -2.06835805 0.63744554 1.46579931 -2.85737176 -1.47362621 0.77047117 1.66186657] Distance 6.483856333385326 Each least square approximations [ 5.39944131 3.7218615 2.01196494 -1.42999114 4.51683448 1.47013981 -1.13797681 -1.61659023 1.01923008 -4.42311941 2.88259015 -1.47599903 -0.54395081 0.96055314 -0.70273652 -0.31565888 1.27044469 -0.71991753 -0.83394143 -1.72206224] Distance 10.29261264455517 Each least square approximations [ 9.45749117 -2.87962652 0.18643611 -1.7681514 1.97214036 0.88633437 -3.07587503 0.99680208 0.68166174 -0.99345797 3.70863163 -0.45845652 -0.23062307 1.41954671 -0.2350981 -2.07044278 -2.80275155 -2.90678739 -1.12783367 1.79919459] Distance 7.8445770141757984 Each least square approximations [-6.5051553 -4.05128858 -0.18314548 2.78495269 -2.62929057 -0.30737827 -0.75033178 0.11433484 1.78354819 3.80662757 -0.36629197 0.73837768 -1.32304909 2.1912327 -0.98836223 0.1787054 -1.3787021 -0.32095577 -3.09317024 2.66567794] Distance 10.075329861788092 Each least square approximations [-5.62533342 -2.98222235 3.93737037 4.36130103 -1.07659585 -5.04185653 1.61732004 -0.24363756 0.04458247 2.07850826 1.6425451 3.27740364 -1.57424913 -0.98273257 0.37372276 0.79653054 -0.88481546 -0.47250418 1.98668084 0.14845014] Distance 8.207803378008743 Each least square approximations [ 2.16048073 0.58470654 -0.6620105 -1.11151425 -1.03267151 0.7251596 -0.82975215 -2.13741781 0.99801667 0.86757097 0.59644829 -0.06074414 0.36865656 0.17944661 0.07869105 0.57754829 -1.51507794 1.24442686 2.22697635 -0.10340629] Distance 13.178631567863107 Each least square approximations [ 4.89002768 -0.4742862 5.26065118 0.28580263 2.15163474 -3.55431434 -2.39144926 1.41610761 2.42191201 0.29104443 -1.70864862 1.51148119 -1.30587224 -0.43582803 -1.73521576 1.9108931 -0.18700159 0.38403313 2.17631554 0.60103725] Distance 9.836990971242841 Each least square approximations [-0.95911912 -2.59096956 -2.94847207 0.27633016 -3.79231396 -1.25701925 3.21063529 -0.39984032 0.83134601 -1.02301185 0.01137432 -0.94261269 -1.93771941 -1.69010163 -0.91453764 0.42181946 -2.3997219 1.25700359 -2.32117866 0.47941843] Distance 11.515127469110583 Each least square approximations [-2.89045647 -0.79271155 2.80317151 1.36215482 -0.78843351 -1.87849778 -2.12259947 -1.34455533 -2.8166681 -3.09936021 -0.70290645 1.893997 0.65153055 0.41978958 0.0507693 0.05554172 2.43157863 3.08120218 -2.78796575 1.38272372] Distance 11.052634047470477 Each least square approximations [-1.78495494 0.82907087 2.6052266 3.10948747 -3.20153608 2.53606081 -1.44609671 3.48992508 3.52329244 -1.0260793 0.62845091 -2.07354945 1.88965445 0.07565363 -2.0570491 0.74536586 0.59372288 1.11375945 0.40307917 -0.6721735 ] Distance 10.891537264384166 Each least square approximations [ 3.81477736 2.77959949 0.13133789 -2.87465974 0.11167069 -3.71653256 -3.53649488 -0.13119376 -1.4043009 -2.19670365 -0.38411017 0.11431467 0.42083619 -0.66734661 0.1908337 -0.03862344 -0.73524174 1.17952073 -2.5685318 -0.62416543] Distance 11.188971295320332 Each least square approximations [ 2.08728692 -0.72344294 -2.72642952 -2.65204356 4.12541411 0.01008558 -1.85661193 2.01415065 1.08528364 1.92587984 0.23654626 -1.40231658 -1.02724482 1.08799679 -1.45200781 0.0061865 0.67792461 2.03412444 -0.45387267 1.39625744] Distance 11.694437174348646 Each least square approximations [ 1.72602819 -1.35325258 0.92779983 -0.75569752 -0.43630672 1.30731286 -1.56765921 -0.87260766 0.52311097 0.05308396 1.81018561 1.54161382 -0.95521581 1.13002059 -1.00948187 2.37121007 0.56494662 1.02183272 -2.86349945 -1.16383483] Distance 12.71219885707134 Each least square approximations [-1.72568882 -0.73832402 1.95821532 -0.10854355 -0.61072389 -2.67482688 0.61801421 1.51069702 -0.66043227 2.040013 1.70300596 -1.99818998 1.82953365 -2.04255215 -0.25554862 1.35731852 0.42587583 2.40888196 0.79335885 2.03838694] Distance 12.222585835994865 Each least square approximations [-9.18514858 3.80570362 -4.24853837 -0.17693263 1.6219324 -1.83513576 -0.24102902 1.33779122 0.56567128 -2.94877659 2.70714107 0.14309524 -0.71140552 1.01064027 -1.47521611 1.74579451 -0.04344919 1.00804273 0.906645 0.98712474] Distance 7.406131479631922 Each least square approximations [ 8.10497015 1.98203829 0.05451005 -1.02785161 -2.64604057 3.18348309 -1.74187643 -1.93341847 -2.56564743 0.81165302 -0.30689846 -1.0666744 -0.59700662 -0.04898339 -0.18389061 0.89285231 1.58817854 1.02224659 0.76060428 1.02163218] Distance 9.804058251026134 Each least square approximations [ 8.84900357 -0.25080875 -0.1116349 -4.84483707 2.15547106 -1.16440335 -1.30858445 -2.06016231 -0.53870968 3.08513154 -0.91932182 0.79056024 0.06512146 0.18494331 1.15987875 -1.43743945 2.00574801 -0.69670359 1.97897549 0.9214916 ] Distance 8.230766451290531 Each least square approximations [-8.6461948 -1.0668795 -3.35955066 1.44616864 0.28924786 0.5443749 0.89667881 2.25292752 -0.41121366 -2.20636827 -2.1429337 0.30649589 -0.39420689 -1.92485566 1.05708443 -0.25677697 -2.87081628 0.61766413 -0.09460766 -0.9150797 ] Distance 9.26228392631636 Each least square approximations [-8.94728346 -0.08597287 0.85787602 -3.9683446 -2.11955677 -2.12169054 1.00518196 -0.44574306 1.60782521 -1.85258782 -1.90598544 -2.53609712 -0.86731427 1.02731003 1.20567292 2.1572812 0.52630533 0.66235489 -0.12732332 -0.13062754] Distance 8.606104629840702 Each least square approximations [-9.86888882 -0.70336263 1.57316138 -2.7305511 0.15379228 2.52702494 0.6673331 -0.84886301 0.78745618 0.49203835 -0.64767491 1.20552214 2.8611754 -0.6544613 0.57226546 -1.01462442 0.67200054 1.88582534 -0.95632732 -0.14431198] Distance 8.515476292027 Each least square approximations [11.69271474 3.97218901 0.81399982 0.94022523 3.09287391 0.1523862 0.7989838 -1.2864517 -0.56420806 3.00941422 -0.22962229 0.73103316 -0.69824324 -0.42179586 -0.17390626 1.29301458 0.89171402 0.47325671 1.82071468 -0.53807415] Distance 4.762231941694402 Each least square approximations [ 7.93149537 1.54320173 1.97120551 -3.63947597 1.77843796 1.51402743 -1.11968037 -3.10402812 1.43133397 -0.44382723 -0.24817974 -0.94966577 -0.02264382 -0.70397064 -0.12073359 0.40305858 1.15193396 0.15108375 0.47699945 1.10777464] Distance 10.005346853313075 Each least square approximations [ 7.50589581 -0.2694982 -1.5604481 -7.41852736 1.08640901 -0.51884554 -2.7119292 -0.89610195 2.61970732 0.75363871 -0.83180504 2.479667 -0.29299278 1.36865476 1.17620065 0.26792512 -1.64504864 -0.24068721 -0.94134764 1.60839547] Distance 7.6255085317446145 Each least square approximations [-8.15654714 -0.87377084 1.68407011 3.80714896 -0.55523819 0.05283369 0.02801037 2.4657265 -0.67582331 2.39966095 -1.12607898 0.770582 -1.93792011 -0.27270487 -0.31668912 2.76865068 -0.28735629 -0.57970538 -0.84227816 1.86379655] Distance 9.501040422301788 Each least square approximations [-5.96420122 5.48200896 -5.87732679 4.17044715 0.49874786 -2.92094124 2.39899006 -0.17661166 -2.30234952 -0.69121153 0.22359998 -0.46405667 -0.66100814 2.09411126 0.37105717 1.69891823 -0.93702627 1.53378539 -1.20543741 -1.12635313] Distance 8.24944159945315 Each least square approximations [ 9.46268019 0.78929119 -1.20373714 -0.81210298 -0.69721615 6.27418758 -2.8047667 -1.41252262 2.45655781 0.1572247 0.07087274 -0.21445026 0.72017813 1.29594127 -0.4665022 0.61092101 -0.01476888 1.21400495 2.34627758 0.3114499 ] Distance 7.8778008024496335 Each least square approximations [ 9.64737087 -2.78148494 -2.17419207 -1.98648377 3.526866 2.80084195 -1.95319962 -3.59615298 -0.51971911 1.10049285 0.28534345 0.86498795 -1.0452597 -2.07581323 0.44256235 0.35986114 -1.12333849 -1.73331302 0.08356948 0.78867969] Distance 7.783120782486396 Each least square approximations [-9.20889671 -3.88300839 -4.65943814 -2.11299607 1.95528454 1.77670922 0.70295244 1.23301574 0.32746671 -0.59552127 2.32084652 2.74666417 -0.6071577 -0.2831717 1.53322446 -1.33283894 -1.19621973 1.55665687 0.44042256 -1.29134564] Distance 7.828625665798136 Each least square approximations [-13.01400489 2.27125 -4.02677785 -2.49518905 0.18565253 1.16649881 -0.1082032 0.42730053 -0.21637898 -1.78526552 -0.94355235 -0.68020761 -0.48054059 0.6649856 0.43547335 -0.4347434 0.67843522 -0.21898539 0.18541287 -0.78206132] Distance 3.830951689540764 Each least square approximations [-10.18613361 -3.4124336 5.21344407 -0.19791094 -0.50544588 2.43254155 -0.1969724 -1.24632029 -0.4886929 2.73085845 -0.35668365 -0.31378495 0.27555014 0.32177043 1.80689159 0.819662 0.8016211 -0.8404294 0.10584275 0.17542194] Distance 7.497149289344906 Each least square approximations [ 9.10711746 -1.88571098 4.43787423 -1.44892691 4.38107029 1.10302269 -1.74688004 1.83242636 0.44822091 1.67572036 1.89559848 -2.45880472 0.67321566 0.05290374 0.36201059 0.69505974 1.29082124 -2.04831855 0.9893313 -0.4288056 ] Distance 8.010642961154861 Each least square approximations [ 1.10823037e+01 4.18343266e+00 -1.02431875e-01 -4.99628379e+00 1.19666057e+00 -2.69181924e-01 1.16475241e+00 -2.59121403e+00 -1.23104792e-01 -4.09144151e-01 -5.08582060e-01 -6.07118460e-01 -9.13823760e-01 1.39726348e+00 8.16794813e-01 -1.09132131e-02 5.50854696e-01 1.38964018e+00 4.27869429e-01 -7.71387788e-01] Distance 6.15450147312268 Each least square approximations [10.88027969 -3.21205475 -0.54448537 -3.63130929 -0.74446492 -0.06974174 -0.75166781 -0.94158079 -0.61377361 2.63865838 -1.03921118 1.92884776 -0.25704596 -0.58933922 0.59133364 1.4654071 -0.60748977 1.76379598 -0.35807699 1.40667872] Distance 7.429265854814665 Each least square approximations [-12.57857649 0.38672399 0.36084172 5.12588925 1.02183437 1.04605317 -0.9687028 -0.61747608 -1.78203961 1.10483803 -0.9610518 0.43833893 0.93620077 -0.68206088 -0.48298028 -0.31594851 -1.22529144 0.40374285 0.61828372 0.83833842] Distance 4.674720575131567 Each least square approximations [-5.75477924 3.63255423 -7.65303343 4.12754624 1.42580169 -3.57860994 2.38305791 2.80020332 -1.57743936 0.76341138 0.29780428 -0.12892765 0.42720991 -0.6788882 0.56751396 0.27471133 -1.54885606 1.07910156 0.98725145 0.6923089 ] Distance 8.727803093583264 Each least square approximations [14.95051278 2.74356817 -1.31158507 -0.70182052 0.07297552 -0.24520217 -0.77867947 0.13594957 -0.3625387 -0.0380326 0.59431313 0.4526244 0.07708709 0.30897696 -0.43623273 -0.18424754 0.20258293 0.19902008 -0.02256257 -0.14660181] Distance 0.7873311681294297 Each least square approximations [11.14917677 -3.57097827 -4.58226927 -2.97299845 0.78194901 -0.17514864 -2.20982263 -0.4946832 0.62419584 0.23306316 -0.0724441 2.11080583 1.62144107 0.56496905 1.82236346 -0.74432782 -0.57916926 -0.06751561 0.33536763 0.65442099] Distance 7.100452709002802 Each least square approximations [-9.43309928 -4.30286166 -6.25676962 0.21694345 2.41391517 1.93161006 1.1954835 0.11030484 0.35677857 -0.41591017 0.93032278 0.53292898 -0.77917703 -2.14024775 -0.42149233 -0.01483993 -2.5401696 0.3836078 0.63917307 -1.51576774] Distance 7.8660295092949655 Each least square approximations [-11.39851149 5.66361705 2.7000396 -1.523498 -4.51163829 -1.77641308 -0.81323712 -1.48378272 2.50282822 0.70400128 0.05438246 -0.91926332 0.54111911 -1.28340207 0.78414112 0.93806267 -0.52677324 0.72981571 -2.34842993 0.63448066] Distance 4.464248265998737 Each least square approximations [-9.91879167 -2.24117513 6.71406687 -1.01537037 -2.58344476 1.33255879 -2.65824586 -1.26280282 -0.24463763 -0.83351685 -1.27128392 -0.74617626 0.89439863 1.60620437 0.48741002 0.07380331 -0.22620918 0.27085607 -0.08388763 -0.40914647] Distance 7.887462077870873 Each least square approximations [ 1.06277326e+01 -2.75320008e+00 4.22411967e+00 -4.03912190e+00 2.87323928e+00 7.54260455e-01 -2.08837019e+00 -3.16901562e-02 8.68404239e-01 3.17039327e+00 -1.74073598e+00 1.69283289e-01 2.53427674e-02 -7.90906160e-01 1.39474606e+00 1.55810457e+00 3.41108368e-03 -1.40665912e+00 -1.23455965e-01 1.06260061e+00] Distance 6.769596767719606 Each least square approximations [11.10726626 3.82984309 3.54705078 -1.94210409 4.24033217 0.40414811 0.66871713 -0.38164584 -0.87378734 -2.23212358 0.63662601 -1.41913142 -0.70722684 -1.29005962 -1.96635029 -1.91907472 -0.08406607 -0.96292346 -0.31237786 -0.72547078] Distance 6.566670143834059 Each least square approximations [10.60428991 -5.13535242 2.17556565 -4.92014507 -0.10575647 -0.31898432 -2.13329693 0.39776956 1.05083725 1.70161043 3.00259084 -0.06953948 -0.54541348 1.04623476 0.22425935 0.96976557 -0.48685425 0.2907253 -1.26232175 1.56838837] Distance 6.582067100952756 Each least square approximations [-1.14097515e+01 -4.62329477e+00 3.19797849e+00 2.05817066e+00 -2.77814050e+00 4.92705285e-01 -2.45287133e+00 9.85352684e-01 -4.76719445e-02 2.23658086e+00 5.83632788e-01 -7.10639461e-01 -1.36558436e+00 1.76874496e+00 2.87509716e-01 3.56091716e-01 -1.52999566e+00 3.68127844e-03 -2.06193823e+00 7.31810482e-01] Distance 6.044627008948969 Each least square approximations [-5.62807531 3.69285548 -7.43119862 4.17231118 1.62631615 -3.13323265 2.53494287 3.0263705 -1.72706051 0.72537636 0.28897896 -0.01851343 0.89663741 -0.66256748 0.56789419 0.21267771 -1.65451119 0.97477963 1.33991101 0.81411987] Distance 9.151192528427961 Each least square approximations [15.26058558 2.58211825 -0.22892009 -0.06619359 0.0558414 -0.63486447 0.32038109 0.08805469 -0.05037462 0.15073035 0.1015998 -0.06630741 -0.35821187 0.47530073 -0.16622343 -0.3365634 -0.03653019 -0.0653457 0.16990092 0.1189237 ] Distance 0.6114395614239552 Each least square approximations [11.00206612 -3.74942592 -4.69610955 -2.74950861 0.85042332 -0.51985245 -1.91691022 -0.24116875 0.79766062 0.31652685 0.16294584 1.92052379 1.73571053 0.16760674 2.01267903 -0.56433281 -0.33756311 0.04951617 -0.16231843 0.40133807] Distance 7.71202345826032 Each least square approximations [-9.3017672 -4.24824252 -6.14779337 0.06193285 2.13420639 2.0126644 1.21322257 0.22864393 0.08621622 -0.42352718 0.96352653 0.86705298 -0.69158135 -2.1648719 -0.42129313 0.16958597 -2.61915534 0.57472622 0.82821942 -1.69152106] Distance 8.402893111046199 Each least square approximations [-11.14038821 5.65389745 2.89215531 -1.59254555 -4.77697049 -1.85271199 -0.6337295 -1.28501065 3.03099013 0.79619038 0.05374782 -0.53227072 0.70658721 -1.63051463 0.61712264 0.70643128 -1.10219532 1.08411326 -2.38921148 0.89156136] Distance 4.771291111026834 Each least square approximations [-9.90959097 -2.00051796 6.73077599 -1.0055592 -2.2726464 1.13923301 -2.54175833 -1.11959477 -0.29767872 -1.12804727 -1.35765634 -0.7665722 0.80239221 1.59085044 0.63006712 0.21915838 -0.32719085 0.29416189 -0.15634229 -0.35697756] Distance 8.404361921595465 Each least square approximations [10.61929976 -3.05098972 3.97036498 -4.06138843 2.2932685 0.87406387 -2.02379138 0.24379374 1.28364687 3.25003541 -2.02099952 0.77267161 -0.27540513 -0.70648096 1.63277813 1.87779095 -0.13429678 -1.37028019 -0.19478589 1.0624712 ] Distance 7.060262797765796 Each least square approximations [10.76824545 3.72699152 3.37982528 -2.06941825 4.33727026 0.466406 0.65700795 -0.52812217 -0.80334605 -2.65195901 1.06359261 -1.25814548 -0.87726146 -1.25665043 -1.80613114 -2.24951145 0.01985494 -1.00184702 -0.20951797 -0.58272252] Distance 7.303512835268594 Each least square approximations [10.65202561 -5.24937224 2.14317708 -4.58375854 -0.04181421 -0.2758792 -2.49503934 0.39211038 1.20937019 1.7688718 3.04888948 -0.11158679 -0.29024776 1.10156735 0.14763956 0.70025723 -0.6288055 -0.02919444 -1.42534357 1.26986496] Distance 6.946321261858593 Each least square approximations [-11.19055509 -4.40984873 2.76334692 2.25059091 -2.88078793 0.30483234 -2.55780228 0.89865235 0.25967502 2.196085 0.47380205 -0.68752034 -1.45272039 2.18964884 0.16271408 0.06175623 -1.48047973 0.06388049 -2.42936499 1.13732636] Distance 6.7861291799292776 Each least square approximations [-7.62161196 6.75925945 -2.61214621 2.67851758 -1.03578766 -2.66502994 2.74499817 -0.88309308 0.43162657 -2.23086022 1.13776262 -0.31195869 -2.54463859 -0.56001275 0.34099533 1.62630062 -0.94791525 0.29333926 0.83665443 0.53131447] Distance 7.634669574340617 Each least square approximations [ 9.67588916 1.02955978 0.22797153 -2.52943284 -0.75170917 2.18428226 -2.32183157 -0.36940163 0.53940422 -0.11779587 -0.66336645 0.22602707 -1.2215553 1.6094106 -0.71877966 1.66008824 0.06480126 2.93528111 1.63298381 1.38638343] Distance 8.790236369105392 Each least square approximations [10.0526965 -1.93046341 0.16695359 -2.60934916 2.64856377 1.05444379 -1.944326 -0.63218784 0.74354018 0.83962637 -0.49093079 2.83814462 0.5800924 -1.10391686 0.15263372 -0.24378888 0.6133461 0.12176287 0.34215717 -0.96674375] Distance 8.605988791859508 Each least square approximations [-7.71051406 -3.57450761 -4.98633211 -1.64334204 -0.69297793 0.65359302 2.49773815 -1.38113926 -1.61280268 -2.91795652 -1.0519143 2.72381542 -1.72472455 -1.24217884 1.92317866 -0.91367267 -2.49865326 -1.04609209 -2.10103593 -1.13640988] Distance 7.748656186332974 Each least square approximations [-10.37075778 0.40965794 1.40839325 -3.14164188 -2.46289811 -1.79517197 0.83250783 0.49780521 1.88982811 -1.39829468 -0.24146425 -0.59299658 -1.09392381 0.87251927 1.42114917 1.63523461 0.79803124 1.22858702 -1.53760742 -0.02260872] Distance 7.982587052510941 Each least square approximations [-8.9452205 -1.69344026 4.48149799 -0.22345746 -1.81757098 1.24392905 1.02379172 -0.27436895 1.79764834 1.14332195 1.43476235 1.09117512 2.9105365 0.32804859 2.59871738 0.9178016 1.13974164 1.54081812 -1.54033727 -1.55645043] Distance 8.318695259838885 Each least square approximations [ 1.12600307e+01 2.60343152e-01 4.53642833e+00 2.49400589e+00 2.13839825e+00 -5.67254431e-01 -2.18463646e+00 1.67869425e+00 1.62574246e-01 -1.63918769e-01 -5.59762373e-01 -3.06830921e+00 -1.57637047e+00 3.34264852e-01 1.84885591e-01 1.57419042e+00 -4.33507181e-01 -1.14916071e+00 3.00005361e-03 3.85815989e-01] Distance 5.285483311738407 Each least square approximations [ 8.79095461 2.26434933 1.12214984 -2.60722265 3.3619881 0.3059984 -1.71760018 -1.75639141 0.11223601 -2.0874549 1.4207809 0.18182475 -2.23986715 -0.12648334 0.49344176 -0.26405604 1.47567013 -0.19272182 0.71352517 -0.54412703] Distance 9.377618818377778 Each least square approximations [ 9.20237116 -1.68572289 0.11727294 -5.15298163 -0.84366533 2.67855831 -3.27662101 0.84363882 1.24734334 2.60818939 0.25431615 2.27175901 1.36351073 0.70728241 1.4991883 1.47169778 0.74144244 1.15488946 0.55200061 2.26993531] Distance 7.035610973844795 Each least square approximations [-9.32063615 -0.9895018 1.46008267 3.68896651 -3.36666545 -0.16836024 -0.35270184 1.96439101 0.49174245 2.33986427 -1.94962435 0.58874783 -2.1360601 0.26066353 0.39224205 1.113564 -1.54349079 0.51132787 0.14296657 2.73534253] Distance 8.102420012901531 Each least square approximations [-5.70236776 3.73289298 -6.83320874 4.26984078 1.25244187 -3.07215183 1.73971968 2.89265111 -1.86391279 1.27496801 0.26318557 -0.69096762 1.01882191 -0.51662793 0.5838533 0.29215804 -1.1591303 1.37731398 1.43171225 0.3745875 ] Distance 9.414443695173176 Each least square approximations [ 1.51423383e+01 1.12139272e+00 -1.19768435e+00 -2.98577294e-01 -1.59424913e-01 -8.53928148e-01 -9.19967964e-02 1.69009115e-01 -2.66189055e-01 -5.10167339e-01 -6.76605832e-01 1.75941831e-01 3.68221685e-01 -2.04356039e-01 6.31457851e-01 6.61135130e-02 -5.86946890e-02 1.19928002e-03 -2.37728876e-01 2.16361108e-01] Distance 0.9199356221656857 Each least square approximations [11.12320787 -2.77283404 -4.68730935 -2.25442076 0.32704838 -0.63218319 -1.92925687 -0.32170961 0.48341348 0.75675254 0.7779072 2.11491772 1.95080378 0.425073 1.58929421 -0.38498764 -0.56807919 0.22474605 0.30098084 0.2881157 ] Distance 7.702283313529341 Each least square approximations [-9.38410073 -4.6545504 -5.37886468 -0.01078864 1.77631545 2.11438143 1.44722907 -0.05642623 0.23700409 0.04602387 0.76029045 0.64684357 -1.10009145 -1.878766 -0.25030488 0.73183957 -2.6402005 0.48526877 0.89613231 -1.52339109] Distance 8.373269806084002 Each least square approximations [-10.75382706 6.16867632 2.90118207 -1.66848202 -4.45951916 -2.26254544 0.16141641 -1.39824575 2.67262325 0.64950198 0.53312041 -0.31214165 0.86652424 -1.56124254 0.53036341 1.12242911 -0.79310051 1.02713724 -2.03135469 0.61907915] Distance 4.945842721005749 Each least square approximations [-9.69605055 -2.04669387 6.47072504 -0.77438632 -2.41831214 1.1089194 -2.58748087 -0.71412313 -1.00107467 -1.20044485 -1.19597027 -0.52628435 1.76772096 1.38875407 0.59358945 0.37724397 -0.07204029 0.03780368 0.20402504 -0.4735087 ] Distance 8.383922205104403 Each least square approximations [10.35078727 -2.87742844 4.0321658 -3.77021478 2.04672165 0.44029267 -1.78553051 0.650462 1.41957372 3.24807405 -2.50501933 0.59680971 0.1122239 -0.66221961 1.4234231 2.03843799 -0.0988115 -1.89447674 0.01223672 0.96613865] Distance 7.139312806806763 Each least square approximations [10.77781434 3.83319858 3.05281784 -1.49138993 4.001251 -0.30768147 -0.04792722 -0.4651824 -1.00451366 -2.91678895 1.23514884 -1.81120135 -0.89689467 -0.97093634 -2.1348707 -2.36967789 -0.16550293 -1.14033674 -0.62009157 -1.07970709] Distance 6.882846840864935 Each least square approximations [10.79415158 -5.11451585 2.54328688 -3.93106808 0.33285941 0.37456434 -2.48204572 -0.05431508 1.5565625 0.75191461 3.02426155 -0.40998221 -0.23959768 0.88200336 0.10488196 0.41107414 -0.60549603 0.10001973 -0.87958892 1.76702354] Distance 6.82772823716172 Each least square approximations [-11.26945178 -4.70063081 2.23542896 1.74699965 -3.1057987 -0.20822093 -2.30293378 0.20862624 0.17410232 2.03193558 0.8437205 -0.43142397 -1.07812215 2.05387438 0.58817095 0.3278181 -1.8189176 -0.04288269 -2.30655313 0.67214025] Distance 6.56209416504875 Each least square approximations [-4.9812125 4.14851589 -5.30941274 4.86369896 1.07238338 -2.91951549 1.9117873 3.37925578 -2.89275351 0.38605189 0.30403037 -1.18286355 1.15636922 0.30407875 -0.01218008 1.05391958 -1.62595081 1.18799442 2.60237205 0.18086106] Distance 9.498731376340748 Each least square approximations [14.55568119 -1.99915454 -0.2104936 -1.50624899 -2.16027564 -0.7821045 0.52617628 -1.45554712 0.22327153 -0.33160275 1.69312397 -0.12250387 -0.24407716 -0.24363934 -0.13374007 0.2937619 -0.98274036 0.25608639 -0.14357734 -0.1845364 ] Distance 1.4314397642731063 Each least square approximations [10.78235661 -2.83156486 -3.53766427 -1.92772427 0.18626796 -0.95257885 -2.45005857 -0.15747151 0.90913943 1.40641557 0.80701024 2.67252685 2.76799646 -0.56893912 1.7840164 -0.09113624 -0.21237384 -0.74166367 -0.32005774 0.66078536] Distance 7.865390110575633 Each least square approximations [-8.50675421 -5.32186044 -4.59532516 -1.2920091 1.47288367 2.3853197 1.51141396 -0.20276082 0.14333939 -0.03708423 1.14185015 1.27660178 -1.28063601 -1.91227218 -0.06038493 1.61570312 -3.43348692 1.25662499 0.91003977 -2.01232555] Distance 8.335538963200248 Each least square approximations [-10.42658217 5.44621662 2.24752934 -1.74466598 -4.6425209 -2.14388279 1.07203015 -1.42905691 2.72590821 0.28835795 0.87213574 1.19505313 0.72586986 -0.74708494 -0.11581931 0.73578695 -0.38047825 1.98175202 -1.47376773 0.85428494] Distance 6.1744742566847535 Each least square approximations [-9.46762835 -2.3584468 6.79586076 0.14237923 -1.39355879 0.62862913 -1.98606442 0.27954174 -2.1433984 -0.99220048 -1.07222755 -0.74497836 2.22905479 1.45818475 0.43855316 1.51085525 0.38103302 0.45120365 -0.1603677 -0.77804231] Distance 8.16431396925607 Each least square approximations [10.70912962 -3.1141159 3.84108566 -3.38894472 0.40577195 -0.42118232 -1.53879396 0.84168549 2.15906226 3.18937491 -3.84777451 0.62293397 -0.01177449 -0.56378186 1.3958061 2.66071802 -0.53191448 -2.4377417 -0.45480889 0.21154659] Distance 5.688661094028093 Each least square approximations [ 1.00083342e+01 3.44950631e+00 2.01915740e+00 -9.34835130e-01 4.35112707e+00 1.91635683e-01 -5.36030602e-01 -1.43551581e+00 -4.90027967e-03 -2.78676564e+00 1.42332843e+00 -1.53781405e+00 -1.46334390e+00 6.91666290e-01 -1.30899915e+00 -1.90305193e+00 -7.44487237e-02 -2.61463845e-01 -1.12778827e-01 -1.56742023e+00] Distance 8.44169603729067 Each least square approximations [10.97054921 -5.83793569 2.37611198 -2.51013572 -0.21510577 1.50967107 -2.79466118 0.18939764 2.75627693 0.44550589 2.45271949 -0.04624055 0.12831721 2.27491918 -0.16869191 0.06206676 -1.13112624 0.64958664 -1.8216219 1.35222004] Distance 5.4601195943763186 Each least square approximations [-10.67105018 -4.11031805 0.60726732 1.74984991 -3.05610316 -0.37034563 -1.5337005 0.6055527 -0.49423918 2.50411649 0.11350132 0.44081212 -1.09692834 2.12802786 0.65180867 0.68212017 -1.61290793 1.4224729 -3.13380929 1.43903841] Distance 7.4831868627176625 Each least square approximations [-4.31723059 0.72956683 -3.99540823 1.18542344 -6.10196731 -0.39379569 0.28189256 -1.05260361 -1.17725055 2.17815513 0.03382844 2.96206867 -0.96916435 2.45931423 3.13901749 2.80604501 -3.04240378 0.02316173 0.17641767 -1.87023176] Distance 9.247770281102698 Each least square approximations [ 5.0984989 2.11813994 -1.69823858 -0.90956018 -1.83381555 4.05717537 0.21763666 0.97870277 -0.42122349 -4.47298534 0.11186418 -1.56239427 0.0575361 -0.58961972 0.8926504 -0.68552913 -0.55400163 1.04951137 -0.51993458 -0.34347028] Distance 11.487751560226416 Each least square approximations [ 5.46327556 4.2188752 1.97991121 -4.33166143 3.97244769 1.49302541 -1.81901277 -0.31851376 2.62537062 -2.29767351 0.4123181 -0.21325211 -0.06298042 0.13473862 1.48555907 -1.50127108 -4.60318205 -0.76435146 -0.35941422 2.5478483 ] Distance 8.719462456334785 Each least square approximations [-6.502018 -0.46869394 -1.7884109 -3.27255117 2.97801227 -2.9784648 5.59357457 -1.56427371 0.35679192 3.23898869 -0.44749795 1.74969987 -0.20256793 -0.6376476 -1.42865582 -0.75620228 2.75479576 0.51075619 -0.02202928 1.79024737] Distance 8.784543560005668 Each least square approximations [-7.01155704 -1.39244751 -2.43480395 2.42364323 -2.99649493 -0.14949673 -1.30180507 -2.74088996 0.92057923 -0.00893782 2.71466393 -1.43338058 1.29746347 2.93459261 -1.10062993 0.42585549 -0.47755186 0.09086104 -2.13299894 0.49331705] Distance 10.244132481776107 Each least square approximations [-6.0285326 -4.00738729 -0.53240261 0.69654018 -4.41823542 0.34209823 -3.67007775 0.75495967 0.1857118 0.38437024 -1.25887241 1.66292447 0.60110763 0.90505433 1.84882455 0.16095581 -0.1315598 -1.31232285 0.06423167 1.34004543] Distance 10.653561256633019 Each least square approximations [ 3.81843581 -1.76712904 2.95448489 -1.71814159 4.41778849 -0.96025908 -3.45079494 -1.14599901 0.67973097 1.1115042 1.40031976 0.33600213 0.39278711 3.90828453 -0.55449703 -0.38537901 0.86633695 -1.63565502 2.00630717 -1.68725185] Distance 10.956465021996825 Each least square approximations [11.4939111 -6.43363411 -1.95380691 1.49275055 0.48679152 -1.45028987 0.2604354 1.81705579 0.93964039 1.58540904 0.41985234 -0.25923296 0.60112419 0.80032496 0.42299994 -0.02068729 0.9770889 0.98127832 0.66655016 0.5880006 ] Distance 4.500761874531419 Each least square approximations [ 6.14678367 0.64441526 0.94932407 -0.8550522 -4.72807752 -1.04949783 -0.34333684 -0.02857363 3.98467576 0.64067837 1.64516234 -0.54050544 1.78367762 -1.16345145 2.31950975 1.99223122 3.22738251 0.96773934 -0.84895955 -1.44816411] Distance 10.11414321627317 Each least square approximations [-8.77345603 4.11638578 2.50512771 -4.53333517 -0.8272002 -4.09236175 -0.3796083 1.98565091 -2.90915361 1.24327884 -2.04584055 0.83558979 1.55337825 -0.57273346 1.2030004 -1.62788769 0.35765457 0.95540779 0.34184707 -1.73534335] Distance 6.699209460006374 Each least square approximations [-6.91447347 -3.08551214 -3.48872781 1.44300891 2.49509477 -0.25593099 -1.38216665 -3.02231654 -2.18258504 0.41941083 0.2285721 -0.80399482 -0.33444903 -1.05622077 -2.91831512 3.14473516 -0.07167283 -1.43023038 1.42327751 1.64145101] Distance 8.530385087884344 Each least square approximations [ 3.72713481 1.44185684 0.98306837 -1.58163506 -1.53319301 0.38407642 -1.24479684 -2.5480397 -2.99225159 0.48189114 -1.83782227 -0.95854869 0.05226105 0.8205093 -0.07207102 0.83348711 1.44935079 1.25999616 -1.14983273 -1.05314259] Distance 11.94877733317398 Each least square approximations [ 5.97834061 0.29677443 -0.79633763 0.02286551 0.72338056 -0.89522709 -0.6191055 0.66019488 2.34145569 3.45119965 -0.66733358 -0.23217654 -1.84372394 1.72121058 2.41912287 1.89268422 0.53767266 -1.72769644 1.74345778 -2.18183782] Distance 10.505212291999815 Each least square approximations [-4.98819868 2.61526413 -2.98673622 -0.31849147 -1.16711076 2.16890042 1.83425572 3.13919321 0.13280525 -0.97419239 1.23823215 -1.9339103 -1.11983163 -0.28276844 -0.3170438 1.14405146 -2.9151241 -2.08613587 -0.54708971 -0.06318668] Distance 10.562382419913519 Each least square approximations [-3.8404502 0.62863903 2.30649344 0.91682848 -0.5793916 0.39225974 -0.16895501 -0.52354666 0.12828024 -0.3621311 -4.17522268 0.25170912 2.83018434 -0.54358007 1.77180482 0.63616255 -0.01853576 2.71716918 2.05352561 1.99238526] Distance 11.250322425628243 Each least square approximations [-6.19393271 2.26375344 -1.74335826 -0.45844544 -0.27869903 2.39998874 -1.70492268 -0.55341949 0.245079 0.73709025 3.1263782 -0.90777122 2.08771527 2.26595245 -1.37164204 -3.83057262 0.32364595 0.49489118 -2.31815482 -0.68408304] Distance 9.721062068128902 Each least square approximations [ 5.98205974 5.87197445 3.36437634 -4.47814032 -4.29431769 1.33497974 2.63659108 0.79244044 -2.64153377 -0.33876876 2.53630085 -0.52297298 -0.89692369 0.64002652 2.21989094 1.01334283 1.35177794 0.0175208 0.80329425 -1.10861254] Distance 6.294368881669315 Each least square approximations [ 2.88947801 2.31181219 0.62243331 -3.24671179 0.38573632 1.31627251 -2.53728857 0.87310397 1.84780654 -2.69664652 0.47921084 0.13252905 0.96503631 -2.42597936 1.95266629 -0.00801014 -0.01142239 0.62167631 0.83528685 0.69287989] Distance 11.700354744330289 Each least square approximations [ 4.52996564 0.59229076 -2.13118003 -4.81747848 -1.12250322 1.07179041 -0.66603407 0.71814843 -1.68978181 -3.18637205 -1.39184715 -0.07241412 0.19551337 0.98988335 -1.78418477 -1.69603602 -1.03340736 -1.36478664 -2.26454342 1.06491307] Distance 10.51277448078785 Each least square approximations [-3.28850756 -0.06201951 2.09442404 2.87263871 -3.34771799 1.47253469 1.59142467 2.36457079 0.00848059 -0.40085737 0.94262573 0.14344527 0.15720398 0.83678865 -0.77455883 1.3074053 1.60521974 -1.57427932 -0.93940846 1.63499884] Distance 11.664408290449098 Each least square approximations [-6.28182219 -8.03784959 -4.43367802 3.39842742 0.2893137 4.19159656 -0.09894706 -3.31465435 0.16742828 1.03270086 1.448681 -0.32249723 -0.19214263 -1.62641735 1.01217849 -0.90324298 -2.02213151 0.35388138 1.35912996 0.2981037 ] Distance 4.673527411777102 Each least square approximations [ 2.10346142 2.58390651 0.93599315 -0.43272466 -0.80179625 1.42925448 -0.55489007 -1.03843914 -5.03341487 -1.39329963 -1.94562077 -1.55058678 -0.75204274 -0.95547746 0.41202558 -0.06609693 1.30911727 -1.04857816 0.48269275 -0.64519196] Distance 12.038232917821212 Each least square approximations [ 2.44492759 0.66173308 -2.55966435 1.11218635 3.98550181 -2.54816451 -0.68411682 -0.7197201 3.27750792 1.84899689 0.44683274 -1.16650136 -1.98588529 3.57377983 0.69219614 -3.07844745 -1.15903597 -0.96197187 1.10377237 0.6841299 ] Distance 10.762025717248541 Each least square approximations [-3.29790477 4.4109856 -4.93765076 0.59412879 -1.82863276 0.8783478 0.53733821 0.84037507 -0.86366916 2.51730292 2.1164409 -1.49306587 0.983769 -0.88127683 -2.80948144 -0.67734199 0.4294702 -1.07003287 -0.54540581 0.44827712] Distance 10.669800906069037 Each least square approximations [-0.68865988 1.52407919 0.93750664 0.1694755 -1.76854186 0.74946952 -2.61485964 -1.72601118 -0.31830117 -0.52894935 -2.60825635 0.09653471 4.09528547 -0.31975461 1.79938965 0.96316204 0.10906204 0.66771014 0.54332393 1.63818366] Distance 12.282388928139886 Each least square approximations [-4.76260197 2.91680941 -1.42160154 0.71828803 0.38138905 0.93373226 -5.00506795 0.14588455 2.16860311 -0.52905956 0.77557721 -1.51329545 -0.845583 1.39144774 1.87278614 -4.5560003 0.78635093 -0.95568409 -0.09048869 0.36380902] Distance 10.171451712258156 Each least square approximations [ 2.72964529 2.14369172 -1.69731401 -5.52091221 0.16719094 2.64274087 1.51762718 -1.48470104 -0.98066771 -1.17392421 2.59351974 0.03438066 -0.62804068 1.64037375 1.20342613 2.78484674 1.04738124 1.99359386 1.19504089 1.03982185] Distance 10.671113695357592 Each least square approximations [ 2.82222618 0.09081237 -1.14761747 -2.68786768 1.19929723 0.35294316 -0.43523971 2.67151227 1.64355863 0.22400029 0.36883265 0.28890252 1.95843467 -3.99382657 -0.38386492 1.17071866 0.84393421 1.29888094 -0.54344299 2.3944796 ] Distance 11.900822477639469 Each least square approximations [ 2.02471324 0.01780837 -2.11178299 -2.17141845 -1.05715733 -3.11077203 -0.91727432 -1.2087244 -0.36967969 -1.05104972 0.22530202 -1.09703638 0.06508637 0.91017968 -0.77154705 0.21091952 0.27018806 -3.39790871 0.84737238 -0.69077955] Distance 12.513333586279254 Each least square approximations [-2.08864562 -0.09184692 3.48172066 0.06703298 -0.77678617 -0.70798303 0.14031509 -0.21998986 -0.51669376 0.13682064 0.98285332 -1.97563452 1.23474176 0.88627169 -0.45922131 -0.06011779 3.75576797 -1.38276759 -2.07202281 0.81255249] Distance 12.386109708710297 Each least square approximations [-5.2226785 0.07222513 -3.11203872 -2.89366088 -2.83666955 2.04695262 -4.23649376 0.46402955 -1.27301174 -0.80582033 0.81055721 -1.46818555 3.37392284 -0.4855841 -1.6302919 2.90471141 -1.24163647 -0.30716869 -2.50733797 3.02292083] Distance 8.801119325102395 Each least square approximations [ 2.00789883 0.35239343 0.40770856 -0.67652035 -1.5087042 0.23799767 -0.81115579 -1.67885483 -2.63127521 -1.63046413 -2.29101899 -0.69291327 0.12778541 -0.15028444 0.17202591 -0.87709682 1.54168129 0.66933902 -1.0825541 -0.44896474] Distance 12.927520000967633 Each least square approximations [ 3.03736302 4.19219064 -1.93142258 -2.4711756 -1.32835024 -0.51854752 0.41258449 -2.50506 3.74470983 1.82852525 1.4555647 -1.89622757 -0.79986628 -0.06580487 2.02025514 0.92615193 0.27118464 -0.60689176 0.28670808 0.68320948] Distance 11.103420693503407 Each least square approximations [-6.38130869 0.877754 3.6434861 -3.58120951 1.21923543 -1.50657656 -1.94592377 2.72799218 -2.17655555 1.16394024 -0.30658221 -2.48333694 1.22118839 -0.81588381 -0.07533064 -1.67708835 -2.06132521 -0.6572803 -1.11572261 -0.24458061] Distance 9.600328541840458 Each least square approximations [-3.35719607 -0.86555141 -1.39821597 2.32641001 -0.580645 0.69835083 1.36357899 0.26383696 -0.19526641 2.08398746 -1.70077296 0.31898808 -0.62314564 -1.55509361 -2.17684828 1.03644042 1.08485686 -1.63916874 -0.04325201 -0.75231391] Distance 12.46953490121709 Each least square approximations [-7.97955717 -2.7401622 -8.04635858 1.6808839 1.64381316 -0.04271343 -0.12580165 -1.58401425 -0.32768837 -1.7965388 0.27365044 -0.68467467 1.55862448 1.77183385 -1.39202974 -0.29106343 -0.40078119 0.39671346 -0.75076774 0.92606038] Distance 6.392802710751469 Each least square approximations [ 4.60309229 2.80312877 -0.456242 -0.1789236 -0.52095217 1.21046278 2.32377517 0.3763784 -1.67504901 0.73672491 1.60781784 1.88025691 0.62172429 1.35134809 1.16728726 -2.70230594 0.19151669 -1.72633099 1.85559757 1.79334414] Distance 11.46601973094924 Each least square approximations [ 4.0102629 -1.72341595 -0.31950129 -0.64326986 -2.3797354 -0.90386495 -0.37952991 1.83061955 -1.28631227 -3.0079422 0.71765917 1.05806865 2.09225528 -0.13984555 1.7150629 3.03949316 -0.93579907 -1.69100945 1.25091402 -0.56318969] Distance 11.575068478624988 Each least square approximations [ 4.69402888 4.69163102 -2.49354809 -2.06362417 -1.56463238 -2.51392372 -0.43360667 -2.61055584 1.8484765 -2.2086489 1.64109696 0.5178222 -0.93560878 -0.13436154 0.80650609 -1.19755791 0.11582378 0.04971582 0.18042686 0.31761166] Distance 10.64803671682253 Each least square approximations [-3.87442359 3.67528015 -0.13177079 -0.74410445 -2.94576081 1.19345483 -0.93554343 -1.94444673 -0.27048669 1.22096114 -0.04253691 -0.43389925 -0.71748197 0.8367454 -1.055944 -0.81883121 1.3142654 -0.29926945 1.00022258 -0.61193333] Distance 12.093918386923406 Each least square approximations [-4.40403179 2.70943252 -5.24800038 2.65535527 -2.63053202 -3.15719577 -0.00596979 -0.01741102 -1.59840467 3.21431339 -0.99258438 0.63213218 -1.05147701 3.09226937 1.65099066 2.28566977 -2.82792635 1.21491169 -1.07339705 -2.24536252] Distance 9.492112414449696 Each least square approximations [ 9.47401049 -0.42333697 -3.85877666 -2.48683834 -0.20937731 2.70425052 -0.28776779 0.03176559 -0.28992887 -0.73047053 0.68651112 -0.80483485 0.33197224 1.8969803 0.13819362 0.98064886 -0.07835283 1.15423206 -0.60984509 0.0994576 ] Distance 9.501354639277631 Each least square approximations [10.17211396 2.20202758 -0.81363793 -1.03579748 0.24953311 4.15100845 -2.51108675 -0.17440996 1.61253211 -0.85829863 0.89656843 1.92098372 0.66409884 0.5473596 0.32270204 -0.29439856 -2.49143019 -1.84974423 -0.15627018 2.74279415] Distance 7.5663767281855145 Each least square approximations [-9.06912781 -1.95550497 -1.9056654 -3.32879296 1.51667154 -1.37669863 2.5781764 0.34428886 3.06150934 1.25134148 2.19429616 2.10666318 -2.61885984 -1.16435702 -0.93645317 -0.27319228 -0.14935309 1.01852941 -1.3335231 -0.18849309] Distance 8.537906582471184 Each least square approximations [-10.05734472 3.24219798 -2.71756947 2.15542155 -0.92073423 -2.52106293 -1.70747198 -2.49386509 2.6688078 0.92587681 1.75319482 1.9563308 0.43013729 1.96509364 0.60239503 2.05475541 1.50364085 -0.69673 0.04005308 0.94983202] Distance 7.048377581359656 Each least square approximations [-7.52576092 -3.30488787 2.52475945 0.88818958 -3.58053855 1.42896896 -3.89356607 -0.10174979 -1.41421003 -0.16341332 -0.28823276 1.812662 1.42710526 0.64980474 1.38733582 0.02037023 0.78956036 -0.92320276 1.11266548 0.3003189 ] Distance 9.976717082617798 Each least square approximations [ 6.7569508 -1.48729512 5.69616802 -2.19673952 2.66935918 0.38528979 -3.82564307 -1.44084004 0.69673982 1.76925932 -2.24593756 -1.20081424 -0.45410781 2.30255058 -0.12156387 -0.05942672 1.44880128 -2.91754316 0.1927018 0.15723091] Distance 9.02476329321262 Each least square approximations [12.4739163 3.05983094 -1.82148728 4.14918515 1.38202645 0.09976524 1.35918702 1.47536387 0.11477272 -1.04157522 1.16466079 0.6437601 -0.44626783 1.28938854 -0.44339022 -0.35478798 -0.28378883 0.84579776 1.66037509 -0.6907769 ] Distance 4.043717632834627 Each least square approximations [10.51309529 -1.77194657 2.54177394 -0.89560872 -3.27301393 2.42484002 1.11151877 -1.82198017 2.66930653 2.56667757 1.1874774 -2.29341848 -1.30412774 -1.28671082 -0.31830405 2.03369155 1.28308408 -0.04549432 -1.03312365 1.17792195] Distance 6.535932994030193 Each least square approximations [-11.5103321 -2.10996221 0.28908362 -3.13014873 -1.89365039 0.63430373 0.94545554 -0.53839364 -0.58686787 -0.12069279 -2.4646552 0.87559222 0.78434689 0.09913543 -0.55746743 0.23167016 0.14407563 1.04847396 -1.07699031 -0.54288762] Distance 7.356355497605361 Each least square approximations [-4.85456987 4.16909426 -5.50809709 4.91251123 1.39604975 -2.80394654 1.52555666 3.49436136 -2.61327118 1.87327466 0.34902219 -1.33532366 1.36167527 -0.15528303 0.37692984 0.85201976 -1.07216662 2.00430021 1.71715014 0.36425757] Distance 9.329673835067792 Each least square approximations [ 1.47918772e+01 -2.12574042e+00 -1.65775822e+00 -2.78190055e-02 4.22535766e-01 -2.02316035e-01 5.31038267e-01 -1.40460575e+00 4.42478541e-01 -1.29739785e-01 1.64602393e-01 4.47422231e-01 5.31623520e-02 -3.83293049e-01 -3.43573752e-02 -6.60866388e-03 -1.04005408e-01 1.56012047e-01 2.73981140e-01 -5.59037289e-02] Distance 0.8963878075262335 Each least square approximations [ 1.08876949e+01 -2.69821564e+00 -4.19557651e+00 -1.25215448e+00 -5.60451059e-01 -2.69233694e-01 -2.25492446e+00 -4.63161093e-01 3.35979452e-01 1.55489424e+00 1.13255074e+00 2.57451905e+00 2.17906980e+00 1.86370150e-03 1.39396932e+00 -4.09166813e-01 -4.24823585e-01 -1.92623533e-02 4.31808217e-01 5.73915756e-01] Distance 7.834132833301302 Each least square approximations [-8.95965404 -5.24247273 -4.43410222 -1.10610195 1.02348169 2.81451378 1.16777265 -0.1557242 0.12171265 0.44964307 1.17346422 0.82414385 -1.17766456 -1.63480624 0.17267424 1.83755648 -2.9702732 1.25588703 1.17625637 -2.24380506] Distance 8.030672738239609 Each least square approximations [-10.73507834 6.42816489 2.2223795 -1.64104605 -4.09134756 -2.22987797 1.54667867 -1.5609634 1.60438703 0.17522121 1.38516033 0.7991149 1.01573629 -1.62728367 -0.23730398 0.55836275 -0.33440441 0.99147852 -0.86565936 0.6508061 ] Distance 5.276011271711286 Each least square approximations [-9.41277593 -1.90669061 6.80117878 0.28056695 -1.71770855 0.5630735 -2.16357345 0.01362074 -2.25445994 -1.68122406 -1.14188224 -0.71087076 1.73077998 1.41394737 0.53002439 1.19459758 0.02929301 -0.16160229 0.13140062 -0.54954892] Distance 8.170841690942678 Each least square approximations [10.07057465 -3.30337062 3.66410616 -3.48383193 0.75741945 0.0877765 -2.18616312 1.11596547 1.56060337 3.69823319 -3.31895347 0.64215575 0.40184482 -0.75090985 1.80405263 2.55376965 -0.35931286 -2.65504426 -0.06988623 0.59329784] Distance 6.322555867350843 Each least square approximations [10.18731548 4.10176518 1.75521965 -1.15768535 3.80336576 -0.61656951 0.28994063 -1.20050596 -1.36837612 -3.07370977 1.61359043 -1.82669045 -1.83495519 -0.04434014 -1.44668761 -2.7465463 -0.35633344 -0.44579978 -1.026362 -1.18020874] Distance 7.457441071043908 Each least square approximations [11.05958884 -5.57967768 2.23409892 -2.30495869 0.18127687 1.23499645 -2.8488226 -0.18090256 2.39170128 0.68299887 2.54616231 -0.1723104 -0.39515665 1.15599078 -0.67355478 -0.10084305 -1.08576986 0.92135777 -0.95452094 1.5924286 ] Distance 6.038304034658551 Each least square approximations [-11.11469776 -4.28892005 0.47064891 1.82831494 -2.7501537 -0.67836482 -2.43055329 -0.75874315 -0.29856567 1.67087536 0.69350941 -0.13733936 -0.75006485 2.09350365 0.50428733 0.39578347 -1.89637292 0.51169182 -3.10565014 1.10818084] Distance 6.824865064544314 Each least square approximations [-4.54891435 2.7654712 -3.20917799 1.33528307 -4.69629872 2.11318182 0.73159705 0.31425667 -4.36597217 2.17534532 -2.34623758 0.65450279 0.07586946 2.93397213 -0.54532786 1.85856684 -1.48246086 1.10172149 -1.11257248 -1.72523793] Distance 9.74386175106976 Each least square approximations [ 7.01861922 -3.11813003 0.66050298 -0.24930098 0.75858992 0.18617737 -1.94368829 -0.73879213 0.75160284 -3.04138346 -1.1419044 -0.5889833 -0.06600963 2.79715142 0.74466712 0.16279751 1.72361654 2.73244729 -1.68652147 0.75369211] Distance 10.681641923132021 Each least square approximations [ 6.99183311 3.00001604 -2.35509654 0.19735827 2.08400136 2.09604905 -0.39731575 2.22464356 3.27129175 -0.33958801 3.14873449 -1.05789361 1.26855912 -0.25658101 1.01750472 0.88289092 -1.5800428 -2.28793562 -0.3569706 1.69348839] Distance 9.942678717690033 Each least square approximations [-7.38793081 0.5162323 -0.32083168 -5.56057274 1.61729491 -1.58093834 2.27582703 -0.97357226 -1.28807955 -0.98881606 2.33788346 3.23642493 -0.55302979 0.24415924 0.60928536 3.05271304 -0.42815725 0.88739625 -1.21304614 0.46706271] Distance 9.15597444040721 Each least square approximations [-7.84273828 0.80318832 -2.57442334 1.91595813 -1.05849089 -1.81141493 1.78008527 -1.64512003 1.53719375 2.43393719 2.8848444 2.01353512 -0.41216141 -0.20344069 -0.9807984 -0.25971208 -0.09075313 1.37651548 -0.22952373 1.46122349] Distance 10.174185483895291 Each least square approximations [-6.94111763 -3.21065782 -0.48841097 1.21972296 -1.54504992 0.50127325 -2.48618765 0.55349938 -2.16724848 -1.17612465 1.25522581 2.45855558 1.47508555 -0.12107409 2.87766877 1.74361836 -1.06224571 0.86985024 -1.37312234 -0.24174253] Distance 10.576277090275816 Each least square approximations [ 5.19942487 -3.29132227 4.9374321 -0.84691441 -1.66856867 2.15268537 -2.09557847 2.0276476 0.00922087 0.49535813 -1.40994379 0.53355269 -0.9931914 2.50166248 -0.78816144 -0.08860437 1.08080957 -4.19470833 1.89157056 -0.9940042 ] Distance 9.981645673176933 Each least square approximations [ 9.14391837 0.59457827 -2.74912041 1.98965719 -0.90163603 0.17119976 -1.25322766 2.42791545 -0.46229396 -3.34697073 2.21778182 0.89448298 -3.12503032 -0.27427656 2.08783263 -0.89220174 1.76009265 -1.11035745 0.56617714 -1.85858454] Distance 8.25911957027359 Each least square approximations [10.77803401 2.84963871 2.5330196 2.08924324 -5.37982367 0.9398016 -1.11108866 -1.16081314 0.81044465 0.3211857 -0.94568423 -1.59160373 2.56873599 -0.97747763 0.1852892 -2.27155803 -0.62933323 0.26178774 0.18067305 -0.39906001] Distance 5.212557898424733 Each least square approximations [-9.59549093 3.10645643 -1.54156384 -3.23355612 -3.41410493 1.36235343 -0.41742827 -2.75155102 0.04741781 -0.26855371 -2.98350304 0.04401809 -1.33784551 1.23751218 2.10525016 -0.49815951 0.67323403 -1.81464066 -1.288641 1.79442269] Distance 7.128758689309797 Each least square approximations [-2.47167551 3.32011254 -2.17027231 1.4237896 -4.76072682 1.65729725 0.0228549 1.36124094 -3.62746638 2.92041358 -2.87889761 0.19098027 -0.24447826 3.30543068 -0.63201057 1.23853137 -0.6077186 1.5158953 -2.02146369 -2.89706777] Distance 9.97817110606942 Each least square approximations [ 5.94623978 -3.94744505 -0.22048009 0.03375365 1.34148732 -0.67116275 -1.67570842 -0.44933698 1.86589559 -2.79643915 -1.09326501 0.33630345 0.71945925 2.36137571 0.76979009 0.40483404 1.36484379 1.8551415 -1.7294259 1.36401365] Distance 11.086472368282863 Each least square approximations [ 5.54976664e+00 3.24572836e+00 -2.90285950e+00 2.63112641e-01 3.46945836e-01 2.30955585e+00 -2.57293053e-01 1.81550424e+00 2.05563237e+00 -6.84823461e-01 3.68121256e+00 -9.58138021e-01 1.36979015e+00 -1.52604327e+00 -1.59945185e-04 1.46612528e+00 -1.52185970e+00 -2.91217347e+00 -2.29568592e-01 1.76760511e+00] Distance 10.518359603755309 Each least square approximations [-6.46682345 -0.7355914 2.17080533 -4.01540896 1.69711414 -1.94357049 0.96867567 -2.1580765 -0.03630207 -0.09430743 2.91417574 2.75310797 -0.60174215 0.77746904 0.76638647 2.91291255 0.37552238 2.22562449 -1.40167031 -0.11430198] Distance 10.00660539733427 Each least square approximations [-6.54994599 1.79795501 -3.4956937 2.57801071 -0.33433501 -2.19660214 1.75064519 -1.54130158 1.39767859 2.69174436 3.6537046 2.58729586 -0.49730879 0.21027628 -1.714448 -0.38533254 0.29793032 0.82609838 -0.30890793 0.11337636] Distance 9.994822348770208 Each least square approximations [-5.04678585 -3.32089726 -0.42885457 1.96814974 -2.2608766 0.82670728 -2.8511148 1.04370814 -2.93265217 -1.25371988 0.26162778 2.81826896 1.31872939 -1.76184302 2.68702177 3.02433521 -1.15948585 -0.20122133 -0.54619505 -0.37307197] Distance 10.582574970574836 Each least square approximations [ 3.15707197 -4.34565075 4.55675421 -0.12974099 -1.18062613 1.29230465 -1.9625145 1.7361436 0.62886527 0.38198675 -2.10909613 0.96780278 -0.46363807 1.9634522 -0.95980813 -0.36059057 0.77396977 -4.3642194 1.39277793 -0.80951089] Distance 10.766853756526729 Each least square approximations [ 7.92506278 0.7958079 -2.06996615 3.54282895 -1.3798054 -0.73277961 -1.00757756 2.20062076 -2.41603285 -2.56276778 1.24834235 0.89693626 -3.1348397 0.86926583 1.50475415 -1.293806 1.55430124 -0.71450675 0.80113501 -3.33444256] Distance 8.730687328777163 Each least square approximations [10.02188458 2.95449835 4.27090118 4.43383433 -3.40933252 0.06541666 -0.17154742 -1.66050458 1.08441163 0.73562896 -0.43655158 -2.1974109 1.18157991 -1.48196921 1.75182176 -2.6274987 -0.63619437 1.08907708 0.62972596 -0.43828615] Distance 4.981324705722257 Each least square approximations [-8.67943795 1.78100161 -2.67965506 -4.66949348 -1.39269579 1.09052183 -1.52863848 -3.84703176 0.96220575 -1.24274488 -3.27969032 0.17005141 -0.62649656 0.03542135 1.85635333 -1.2631168 -1.18739359 -1.5096946 -0.65751406 0.7057191 ] Distance 7.596762309399936 Each least square approximations [-8.64016008 5.80618517 -0.75976732 2.68872951 -0.14338087 0.36488347 1.07158344 2.55536878 0.19769463 -2.51406997 1.79876007 -0.54144195 -0.20341817 -0.33094376 -0.15038338 1.65049529 -1.66483609 1.46613757 1.67716546 1.75316881] Distance 8.058655778985706 Each least square approximations [ 8.52461423 -0.91303747 1.23046365 -1.08828875 -3.97059792 1.08406001 -1.70566575 -2.10087932 -0.42082355 1.73642505 -0.64863503 -0.88472631 -0.52783933 0.31611133 -0.70189679 -0.97628229 1.14841316 2.15608882 -0.10297142 0.54917232] Distance 9.97864993886847 Each least square approximations [ 9.04297512 -0.61890811 0.87513732 -3.12683637 1.8532176 -1.22185528 -1.43815496 -1.35105392 1.04312542 2.36409888 0.67695428 1.7529013 1.27184115 -1.82622084 0.78508655 -1.98408357 3.09085802 -0.72579015 0.59181106 0.15090047] Distance 8.991607217216426 Each least square approximations [-7.56298341 -4.10221138 -2.70545222 -1.37664125 -2.70336062 0.00756639 -0.30941809 -0.67250933 -1.07439897 -2.15690299 -1.89579978 -0.68529854 1.98201358 -2.46981545 1.29374449 0.15377845 -4.39693127 0.73964798 -2.31123584 -0.32321345] Distance 8.63238684487632 Each least square approximations [-7.83935235 0.78387506 3.54784418 -4.56424999 -2.05677862 -3.33437172 1.45475412 0.12466331 2.5739839 -1.36189251 0.30860991 0.46544644 -2.28976887 1.24672762 -1.03882247 1.20261187 2.24514424 1.92216503 -0.58100298 0.29827583] Distance 8.50245543108134 Each least square approximations [-9.70542185 -0.68384092 3.56399271 0.34415571 1.07479466 -0.65842841 1.6055884 0.3313441 1.58225246 -1.83520079 0.78793334 0.68950887 4.03211278 -0.41481405 -0.05365175 2.40890701 -0.98314094 2.39742019 -0.65433177 -0.94449023] Distance 7.971234803179104 Each least square approximations [13.3191328 -0.40855217 -2.43256801 2.7096018 -0.67796769 -1.61956235 -1.6881833 -1.85165732 0.17389087 0.79298164 -0.61987248 0.83493643 -0.29787057 -0.57368879 0.32574032 -0.187892 0.45820493 -0.49530147 -0.8890362 -0.25731058] Distance 2.956331261836539 Each least square approximations [ 6.69362206 1.69565023 0.96969114 -1.70608469 3.02960729 0.64381019 -1.75846009 -3.66137289 1.15534424 -0.81034271 1.87152382 -0.78461201 -1.27925766 0.55088699 -0.20894069 -0.21074619 1.32725366 0.11091387 0.10573854 0.71943706] Distance 11.156886199205875 Each least square approximations [ 8.00950555 -0.04192349 -1.77709426 -3.6777286 1.06451245 1.24787727 -4.12736341 -0.54223828 2.99985286 0.62148683 2.24340045 3.42455341 0.23861913 2.4472642 3.15524668 2.36470674 0.35293979 -0.40435219 -0.81194583 1.88565173] Distance 7.709652135494805 Each least square approximations [-6.9375919 -1.70534374 0.20861086 2.62531206 -1.66280083 -1.47535886 0.37375592 1.55573331 -0.49660865 3.56847403 -1.55092997 0.60438986 -2.41613135 0.54329054 -0.28147866 2.4409597 -0.18607202 0.31165797 -1.29828398 2.86793909] Distance 10.445018586522611 Each least square approximations [-11.72725132 7.0865453 0.01865459 0.82151184 -0.29948238 -1.38117054 -0.89830961 -0.74172681 2.92864032 -1.06273213 0.70025519 -0.65731057 -1.00820209 -1.06885615 0.53752719 -0.53012801 0.06490982 -0.42896365 0.35086868 0.12066205] Distance 2.7421220565067594 Each least square approximations [ 6.22856579 0.37448528 1.12000748 -3.11166322 -2.42164724 2.08262103 -3.78149324 -1.49279839 -0.78588107 -0.59989805 -3.52186474 0.18148563 0.78560985 -0.24353586 0.51892554 -0.82082827 0.44683834 -0.32275936 2.42331451 -0.12845508] Distance 10.730878108040754 Each least square approximations [ 8.22317354 0.94201081 1.1820023 -3.86316472 3.83660948 -2.93751122 -0.26784509 -1.82975156 -1.03818328 3.96480078 1.20499944 1.57499584 -2.82201662 -0.53981364 1.33385453 0.36953163 2.19119994 1.35607369 0.11284505 -0.42529288] Distance 7.977948853084448 Each least square approximations [-8.69472557 -3.59183195 -1.81654055 -0.12144079 -3.57619337 -0.158796 2.30407002 0.55340019 -1.1507968 -3.03504325 -2.83053468 1.76084178 1.42128443 -1.17581733 1.52827318 -0.38388965 -0.04245269 -1.05497932 -2.70694436 -1.21309714] Distance 8.080143022188714 Each least square approximations [-7.89481959 -2.13556992 0.94413566 -4.84978906 -1.02995876 -2.22153708 0.86248387 2.03221885 1.15714275 -0.96504423 -0.35071958 -0.50382347 -0.8149703 0.14533003 -0.24644351 1.71764034 0.20753687 0.7949016 -1.4827907 -0.80091528] Distance 10.047434790069612 Each least square approximations [-9.65489327 -0.25346413 1.81979273 -0.69081379 -0.22817232 2.11083891 3.12214483 2.28055048 2.04582144 0.50895109 0.58944293 2.46983343 2.65497614 -0.93430844 1.26178225 -0.55099564 -0.44170845 1.97333823 -0.8357604 0.77911415] Distance 8.387452821830118 Each least square approximations [11.11826658 1.3596271 0.93182486 3.88587459 2.07903086 -0.34748614 1.28479166 1.97166775 -1.883322 -0.5197479 2.13331489 0.09323128 0.59872053 0.5169275 -1.99614078 0.61249487 -1.79578936 0.02205899 -0.39100078 0.27718049] Distance 6.689448570951297 Each least square approximations [ 6.53657017 0.7670419 -1.14769039 -4.30513633 2.71489539 0.46954017 -3.47188152 -2.87441249 0.24076196 -1.70386549 2.44667022 -2.16645725 0.14275898 0.67695044 -1.0890791 3.40999957 0.8219383 -1.46100497 -0.16179305 -0.50811343] Distance 9.585301027136582 Each least square approximations [ 8.3101246 1.91566106 -2.25726617 -3.65354835 3.17261131 1.19462333 -4.14362598 -0.53291934 0.85893696 -0.37164357 0.76087413 3.61147797 -0.96340526 0.17682882 1.93535169 2.06616808 0.01132434 0.70433454 0.74000088 0.73940185] Distance 8.234074638852817 Each least square approximations [-7.09367374 0.62944347 0.36864836 3.8574515 -1.25920269 -2.76293101 1.17174379 0.81886472 2.74627236 4.73003083 -0.88801927 -0.98657547 -0.68766514 -1.74790387 -1.24012051 1.6007848 -1.351935 -0.59890239 1.40896651 1.84515083] Distance 9.43944327493658 Each least square approximations [-1.16172147e+01 7.40668044e+00 8.70813555e-01 8.86121705e-01 -5.34760628e-01 1.30107400e+00 9.74077464e-01 -1.26716024e+00 1.19469329e+00 -9.21688576e-01 -1.07442660e+00 6.52110298e-01 6.68608968e-01 1.81753565e-01 8.97110187e-02 4.81658776e-01 4.94141548e-01 -2.29073374e-01 -1.04976092e-02 4.64080833e-01] Distance 3.4342708245239524 Each least square approximations [ 5.12081336 -0.275 2.80922105 -1.3228147 -3.57873973 2.46214175 -4.23819589 -2.22920318 -0.60458714 -1.05346015 -3.19990532 -0.25166151 -0.98075139 1.58256387 0.25794148 -1.20000431 2.66625525 0.78938129 2.29486435 0.65390603] Distance 10.240128463373628 Each least square approximations [ 7.36520632e+00 1.35234592e+00 9.45507044e-01 -2.65559536e+00 5.64207779e+00 -2.49464926e+00 2.58118897e-01 -1.65416337e+00 2.49628434e-01 3.57210151e+00 1.87753768e+00 1.04098203e+00 -2.61553336e+00 -1.49782553e+00 8.44402128e-01 4.24943282e-01 2.43747904e+00 3.17796796e-03 -8.23240704e-01 -1.15123157e+00] Distance 8.517297830832403 Each least square approximations [-8.42928104 -2.82757619 -1.86333763 -1.1309514 -4.94219004 -0.49727014 1.93919008 0.56525169 -1.22907567 -3.02879012 -2.25660594 2.62324207 2.31803326 -0.07653056 2.34607913 -0.49061586 -0.8322447 -0.32528886 -3.25940486 -0.82087574] Distance 7.372176465102886 Each least square approximations [-7.73509917 -2.65656453 0.48831766 -4.68731842 0.18428077 -2.24243073 0.76718452 2.80728438 0.97722708 -0.35842531 0.25857164 -0.27915695 -0.84960014 -0.30831188 -1.06908855 1.73689228 0.06339296 1.42228949 -0.78144739 -0.62084589] Distance 10.045897125164927 Each least square approximations [-9.62050699 0.54692238 1.65516853 0.17842327 0.36136005 1.37409708 3.44724683 2.06259946 2.31161622 -0.44069412 1.7858969 2.78056632 2.01604147 -0.57955327 1.26631582 0.05175346 -0.42900423 2.25382648 -1.17606284 0.03960023] Distance 8.359622950189259 Each least square approximations [10.77534138 0.07806888 0.04938247 3.50396489 -0.10980193 0.22418784 0.40902393 2.35997187 -1.7886501 -1.04868421 2.90763852 0.53879467 -0.27454917 0.80617082 -1.98387802 0.10547243 -1.11618932 -0.68732383 1.19216749 0.40826556] Distance 7.5870185349850585 Each least square approximations [ 6.05868283 0.96888425 -2.38232408 -4.34467148 2.07200016 0.3667222 -3.49623389 -3.38513624 0.89910307 -1.28933808 2.45360781 -1.30764067 -0.36355881 -0.54654362 -0.15578933 2.97599034 1.08469222 -1.76839292 1.06618735 -0.10224971] Distance 9.874526845804942 Each least square approximations [ 8.6644764 2.13055591 -3.6323775 -1.67776232 2.47965125 0.93835241 -4.20396368 -1.5485312 -0.68025184 0.11808691 -0.1643239 3.66412689 1.32532816 0.08643719 2.74393521 1.90839963 -0.14325988 0.38241525 0.35196795 -0.14243974] Distance 7.929742562054556 Each least square approximations [-7.07904623 1.3110325 -0.5997699 4.02720481 -1.11911935 -2.98824892 2.13263259 0.63465286 3.40983859 3.98007 -1.35660527 -1.11421161 -0.59639227 -2.04553175 -0.92127181 1.56002594 0.32268819 -1.83161335 1.5910862 2.25743056] Distance 8.931794305078752 Each least square approximations [-5.67775239 3.82519499 -6.91977761 4.4786433 1.54858261 -2.61005831 2.57896174 3.34155916 -2.09143547 0.34218307 0.12353271 -0.13858605 1.30709321 -0.32509856 0.47757779 0.62138439 -1.81850227 1.05686506 1.9504146 0.6808068 ] Distance 8.784869501093818 Each least square approximations [ 1.50918937e+01 1.56005000e+00 1.43712130e+00 9.20783231e-01 -6.33897215e-01 7.19300136e-04 4.78102758e-01 3.08404305e-02 2.66417346e-01 2.52539458e-01 -1.94999736e-02 -2.33956474e-01 2.46787597e-01 -1.08774401e-02 8.62380831e-02 1.71933733e-03 3.25381432e-03 3.25855862e-01 -3.11266774e-01 -1.12200470e-02] Distance 0.6727274222904367 Each least square approximations [10.80885659 -3.57048089 -4.64960005 -2.68034251 1.27788002 -0.99591097 -1.44170771 -0.34835851 0.83559871 0.44039229 0.41012612 1.83180116 1.6669597 -0.50274182 1.89592542 -0.31118098 -0.17142323 -0.2445187 -0.44557546 0.1082097 ] Distance 7.746744259856971 Each least square approximations [-9.12761357 -4.40793861 -5.76743785 -0.08894693 1.98630463 2.11169191 1.53642453 0.01628241 -0.20759318 -0.52121903 0.87375895 1.03653846 -0.62126181 -2.10604986 -0.30750467 0.34749669 -2.92184223 0.90592057 0.99938222 -1.45922876] Distance 8.258467761933758 Each least square approximations [-10.91527986 5.42638969 2.72899136 -1.97433911 -4.89532266 -1.63896539 -0.17053543 -1.13697097 3.29736593 0.5114717 0.24222549 -0.51343055 0.91158644 -1.84202457 0.53359448 0.26777301 -1.11083183 1.70884602 -2.13448314 0.92582981] Distance 4.598559052723391 Each least square approximations [-9.92555272 -1.87418727 6.69202514 -0.81461738 -1.94484253 1.12243818 -2.30841336 -0.92885135 -0.57881285 -0.85132089 -1.40411789 -0.86592821 1.25363759 1.47817526 0.57461585 0.84941354 -0.34819532 0.66784911 -0.22455497 -0.30316154] Distance 8.163871436080726 Each least square approximations [10.76002849 -3.44674005 3.52134962 -4.04741249 1.74851616 0.43621288 -1.76117963 0.96921653 1.8095987 3.48002885 -2.25279642 1.25390682 -0.18202192 -0.49094668 1.65936428 1.92592633 0.14349472 -1.34461972 -0.19075668 0.81691658] Distance 6.295031885566364 Each least square approximations [10.53177376 3.45289198 3.21832615 -2.52267654 4.0033272 0.36256065 0.4889928 -0.80837357 -0.56530653 -2.58622696 1.2774162 -1.33189744 -1.09180259 -0.91447339 -1.59507288 -2.22680883 0.52908546 -0.98606688 -0.27664576 -0.74522012] Distance 7.4976976181783215 Each least square approximations [10.66178438 -5.27407079 2.21019693 -4.2778121 0.10547587 -0.05021553 -2.59425539 0.3461235 1.40008853 1.45168865 3.03741518 -0.02008943 0.59550572 1.12356534 0.76206241 0.45996007 -0.84014515 -0.06147329 -1.55181953 1.29494319] Distance 6.528551957801006 Each least square approximations [-11.05318367 -3.94185033 2.49705468 2.48672616 -2.54782201 -0.05273831 -2.47661949 0.67032036 -0.11660579 2.37326508 0.48125905 -0.70679906 -1.45214897 2.22331139 0.26644507 0.11302867 -1.59411213 0.15039435 -2.44628158 1.50397322] Distance 6.864948507071429 Each least square approximations [-6.58275889 3.06605378 -4.73224713 0.72128177 3.99158629 2.15103209 0.4294792 3.28184506 -1.55644832 -2.50811181 0.71031931 1.20182905 -0.64201326 0.1808868 1.4195296 -0.41937461 -2.22052123 1.91628016 0.54249713 2.16716874] Distance 8.541287776555874 Each least square approximations [ 7.41728622 1.81255725 2.41098261 0.0386728 -2.08279316 3.48354651 -1.96716574 -0.55434419 -1.38447376 2.70059479 -0.0808925 -0.75591392 -1.16633985 -1.15533424 -0.34129074 -1.39326496 0.83120056 -0.8069722 -0.05931613 0.47281427] Distance 10.302032441987206 Each least square approximations [ 6.6270562 -2.0472257 -4.13677459 -3.06321794 2.66098106 0.54392312 0.63073692 -3.30919923 1.1332583 1.78733793 0.43917043 -0.15421193 0.52345831 0.18461338 1.96900796 -0.29656084 3.4316747 -0.4922401 -0.73342126 0.96001874] Distance 9.551465481585378 Each least square approximations [-8.8462063 1.15348653 -2.80522019 0.1125088 1.13046418 3.86763795 -1.91682069 1.58595716 -1.03412036 -0.25156101 -2.48240322 1.27330851 1.41062068 -2.18610298 1.09207804 -3.03734599 -3.16541766 0.91231489 0.86146238 -0.8745768 ] Distance 7.658420745626437 Each least square approximations [-7.81550018 0.36659554 1.89369362 -3.71891806 -2.82748246 1.13493164 -1.6895013 2.20455212 3.33350641 -0.857977 -1.5435513 -0.5782374 -1.0463658 -1.79067098 -1.45718937 0.18121547 0.56178381 -0.93878427 2.2672036 -0.58066664] Distance 9.147704557965909 Each least square approximations [-9.38997195 1.53833334 2.70013088 -0.72940347 2.93219752 2.10440893 0.95265168 -4.62860007 -0.1395915 -0.56641898 -2.96660956 -2.33798599 0.01283813 -0.57779315 1.73123371 -0.35269472 -0.2659757 -0.96538887 -0.74674534 0.49613694] Distance 7.308888868560092 Each least square approximations [ 9.01850102 -0.60695457 -1.31301888 -0.51513596 2.33193501 3.6663498 1.92124454 1.17862177 1.32305405 3.20458437 -0.05886083 -1.38073652 -0.70639064 -0.03732613 2.54587197 -1.48282738 -0.75723061 2.10248865 -0.34977951 1.63125474] Distance 8.27458281459215 Each least square approximations [ 5.80641064 3.06725653 1.77627847 -3.3881654 3.17844529 2.45048813 0.23175233 -2.20297214 1.10794259 -0.03957137 3.24918749 -0.09506806 0.54230455 -0.32599328 -0.63468045 1.32095465 1.90602835 -0.26693711 -0.23513416 -0.061399 ] Distance 10.494262973179975 Each least square approximations [ 6.57266141 -0.29741663 -2.4364702 -6.34449559 1.5518139 -2.05977861 -1.71784789 -1.66162347 0.88924045 0.87085438 2.03146404 -0.13143775 0.24179492 1.318572 1.01015108 1.11241328 -2.63334462 -2.65584241 -0.32202729 0.41920432] Distance 9.00843848010198 Each least square approximations [-6.66529909 -0.82930677 1.86749768 3.82886876 -1.09117659 1.02447995 -0.17564688 0.0418982 -0.14915849 3.58251208 -1.83596026 -1.17417952 0.18804496 1.19836595 -2.68672278 -1.06722416 0.60720765 -2.07540171 -1.56577506 -0.03930523] Distance 10.33968243675942 Each least square approximations [-4.45936033 1.16598484 -2.98097153 -0.81714645 -4.83146426 -0.26836995 0.64645374 -1.45410577 -3.61735967 1.60303978 -1.34558857 1.70021177 -2.16516843 0.97683633 0.12208672 1.2353999 -2.40372223 1.80920228 -0.0724474 -0.22510622] Distance 10.408211190331352 Each least square approximations [ 4.15370497e+00 1.03862191e+00 -5.50344014e-01 -2.36535893e+00 -3.68318709e-01 2.33188597e+00 -1.10215879e+00 7.28128576e-02 3.16414078e-01 -2.50869085e+00 -4.83735819e-01 -1.32390592e+00 -1.12945415e+00 -7.60733201e-02 -2.38928370e-01 4.30814933e-01 2.07113423e-03 1.93289845e+00 -1.65745683e+00 1.85570298e+00] Distance 12.282899504279447 Each least square approximations [ 5.62153197 3.90706466 0.88834014 -3.31679534 3.84218619 2.82531973 -1.3393496 -0.35074516 3.99449196 -1.43994919 1.05101683 -0.71122151 3.05869884 0.71821316 0.71690993 -0.90297956 -2.89161733 -0.68704732 0.26298883 0.69702933] Distance 8.841735755856602 Each least square approximations [-5.70637197 0.38172568 -1.56942055 -3.3766398 2.66469826 -2.05114388 2.18653151 -1.36120108 -0.68165696 1.13777918 0.53367361 1.91862758 0.18176525 -1.95583745 0.9994587 -0.87068635 1.06439698 -0.02622936 -1.3740254 2.13546093] Distance 10.875992717576018 Each least square approximations [-7.33053269 -4.10918911 -0.35647513 3.77733988 -0.85088843 -0.22649138 -0.38544514 -2.23870857 2.1123846 2.7300596 2.30482212 0.30433744 -0.72473716 2.17748178 -1.36915446 1.5792794 0.60448206 0.90653322 0.2461469 -0.90576584] Distance 9.041417700904185 Each least square approximations [-5.62846167 -4.31815806 -1.57487092 1.26551926 -1.69259498 2.29989238 -3.64463239 -0.76345866 0.96288976 -2.0860839 1.48584948 1.64550286 0.80571045 -0.34926253 2.0478889 0.3715914 -0.04318975 -1.91462218 0.75633173 -0.50226239] Distance 10.271633567201192 Each least square approximations [ 4.46154038 -0.60585346 3.62767703 -1.40009992 1.49954275 0.08417579 -3.39179703 -1.95042957 -1.09236269 0.0484474 -0.78555224 -0.45682586 0.73751235 1.8798801 -0.83654302 -0.19877224 -0.2780023 -0.98700267 2.11448193 -0.85038815] Distance 11.648309653938446 Each least square approximations [ 8.89841598 -3.97436452 -1.20127311 1.30995368 0.83161639 2.0052482 -2.16389224 3.49529379 -0.22905122 0.30548682 1.33107007 1.42567946 -1.47603673 -0.07160773 1.93991934 -0.32034997 0.01371212 0.76833418 -0.41336323 0.12535473] Distance 8.437937238902927 Each least square approximations [ 6.74291888 2.11158027 0.81458778 -0.44516434 -5.49965486 -2.4852205 -1.76498635 -0.13649588 1.82816919 0.18224764 0.70717581 -1.69071744 2.20385974 0.07828453 -0.44288393 2.55108313 2.35907715 -0.02337307 -0.34795782 0.02225888] Distance 9.348356060176782 Each least square approximations [-7.43796269 4.76364969 3.10993854 -4.69204985 -3.37714078 -1.0109073 1.5369981 -0.38251637 0.99822885 0.55898461 -2.5859972 1.68567481 0.67299951 -0.41466788 1.46416229 1.4223951 0.3325608 0.10010296 0.62697255 -0.44451354] Distance 7.79390043876638 Each least square approximations [-6.40925999 1.80520622 -2.65349341 2.79290994 -0.1910634 -3.69542889 4.81374384 3.66939055 0.62528828 -0.36159309 -0.24464135 2.03978253 -0.13022597 -2.79454895 0.61636801 -1.55822042 0.87754433 0.38540439 -1.0455542 -0.50221394] Distance 9.483470456091029 Each least square approximations [ 5.99734155 3.73856617 1.23582103 -0.75070376 0.06378973 4.10537385 -3.02713498 -1.357204 0.51220675 0.96996564 0.40560117 0.62837932 0.5940464 -0.5109546 0.535193 0.37361777 -1.36344086 -1.11244109 1.87465461 -0.47039533] Distance 11.293839729909802 Each least square approximations [ 4.70956611 -3.41844162 -1.50473588 -4.25926767 5.01947836 -2.53737311 -2.16763252 -0.58890384 -0.51167006 -2.00430781 0.54606483 2.03471645 -1.03769352 0.29469462 1.7641707 -0.03197823 -0.31944719 0.51130883 1.35181687 -0.65062233] Distance 10.51314738859252 Each least square approximations [-6.07193659 -4.11225755 -4.4588481 3.19196097 1.21826518 -1.03874424 2.73421515 -1.09344457 -0.17394729 -0.93984249 -1.1769234 0.41954425 3.58324414 -2.17048782 -0.9149055 -2.15831694 0.69309587 1.50177297 1.24147647 -1.22219777] Distance 9.524165827416349 Each least square approximations [-8.06331723 -2.42263043 2.10874128 -1.75130996 -2.82578727 1.3850741 -3.59377238 1.36717344 -2.02382918 1.07110435 -0.31630693 -1.29167121 1.67779314 -0.71665711 -1.20247487 -0.5000449 -0.36867999 1.39451807 -1.50777185 -1.87390348] Distance 9.700273917932371 Each least square approximations [-6.46013016 -1.0221143 4.78556452 0.98416789 -3.90038558 4.37376539 0.39552933 0.70932624 4.60287287 0.8878664 -3.15334461 0.21410723 -1.51202154 -2.59932392 -2.3524409 -0.73402602 -1.34687663 -0.7535054 -0.01555245 1.25828044] Distance 8.024296950976083 Each least square approximations [ 5.96956943 -1.62718428 3.00778542 -1.76130783 4.25705401 0.01575687 -0.88581536 1.02001767 -0.45168566 1.87089468 2.30680044 1.15026922 0.36942974 -1.1684417 -1.68501078 -1.41941807 -0.18655325 1.75525125 -1.32206765 1.27057234] Distance 11.114056684118273 Each least square approximations [ 6.04257408 -1.63386611 1.60650799 -6.42319848 5.93301841 0.40188828 -1.10598012 -0.28615881 -3.58218649 3.22628449 0.70265472 0.31602308 -1.85545017 0.35462758 -2.50100646 1.27805234 2.02765623 -1.5431266 1.98574526 0.59154316] Distance 7.163790249668025 Each least square approximations [ 5.20935839 -2.79248968 -1.21253575 -3.27088068 -0.52768166 -4.55758171 -2.07495711 -0.64422112 -0.60304018 0.86549467 3.62826596 1.8540959 -1.00009496 -0.18330668 2.06389608 2.39341305 -0.32088562 2.22481303 -0.80253764 -2.02977137] Distance 10.278948243088514 Each least square approximations [-6.24743482 -0.02300754 5.99448875 1.64794874 0.67672163 -3.21962329 -1.83105341 0.35849028 1.83131609 2.79375164 -1.39058513 -3.06277189 0.36523084 -0.88967869 -0.23692209 -1.08397243 -1.09994355 -0.16492238 3.04720351 0.11906165] Distance 9.4833197063539 Each least square approximations [-7.84921126 -2.510259 0.38094168 -0.83699254 4.56328604 -1.42378565 1.57264593 -1.3150202 -1.44071265 -2.76020664 -2.38751662 -0.56154523 -1.14824609 2.49920567 1.0718767 -2.67529992 -3.46655382 0.18275428 -0.74930102 0.24730447] Distance 8.266141132949755 Each least square approximations [ 1.69742021 3.22564652 1.76294976 -0.60335875 -1.08241007 3.37206603 -2.37000485 1.90936677 -1.63636108 1.11851919 -1.83062224 -0.22037348 -0.96878367 -1.21130994 0.60250706 -0.34785503 -0.64004336 0.50661785 2.6662267 -1.5526528 ] Distance 12.223987689313363 Each least square approximations [ 4.38755636 -2.97657338 1.87291293 1.61540482 3.44204293 -2.94644079 4.12653567 -1.38477579 1.17191812 0.71348446 -1.47950826 -2.59588498 -1.31052444 1.01050634 1.61440693 -1.40959704 4.00154434 -1.08275219 2.2187727 -0.70768386] Distance 9.692250526239874 Each least square approximations [-1.97552727 3.27930887 -3.47111603 1.30796877 -1.96849094 4.05664372 3.64789224 3.06914238 0.66104105 -2.75675238 1.05867343 1.59636335 1.19197519 -2.29086289 -0.50522647 -3.18605235 -1.00906578 0.47490089 0.52400875 1.11997035] Distance 10.26477152065909 Each least square approximations [-3.46003714 -1.61389914 1.3132035 -2.17278689 -0.16905854 -2.26372848 -1.7154017 2.19251541 1.470399 -0.09720694 -3.66921698 -1.97581336 -0.364267 -1.4436671 2.63927337 -0.43083692 1.25955097 1.11693646 2.86963818 0.56508656] Distance 11.583324246410752 Each least square approximations [-3.73753921 3.22002594 0.93511007 0.20910296 2.01310011 6.06936824 -1.40322492 -0.45155123 1.83422945 4.57418188 1.3941262 0.18078761 -0.8643099 -0.25525342 1.87997498 -1.68990023 -0.60224502 0.00635907 0.31806201 0.02730277] Distance 10.30260930577711 Each least square approximations [ 3.92682855 4.27583153 -1.05504017 -1.95592059 1.44300193 0.94923154 0.79505243 1.69241313 -0.08695785 -1.05090669 1.79219172 -2.4905155 -1.19163407 -1.28975073 -0.26150304 -1.073364 1.01565284 3.25818887 0.1498647 -2.11231318] Distance 11.502600391907885 Each least square approximations [ 2.14315987 2.17924843 -1.8954263 -4.33916843 2.96687793 2.68792394 -0.52301649 -0.27675788 1.82229274 -1.95840483 0.50944632 0.51987482 3.3128825 -2.11483593 -0.61131862 1.78628166 1.90140151 -0.91637195 -0.16626269 1.30554765] Distance 11.285703725718657 Each least square approximations [ 1.83293921 1.65549949 -0.14704057 -4.39320877 2.19584802 -0.89348941 -1.93780935 -3.02005546 -0.74511943 1.87788787 -0.94289614 1.80632951 2.39407005 0.06256526 -2.32706197 -0.30824476 -0.26869176 -1.74615114 -0.21961301 1.04726823] Distance 11.86294525472922 Each least square approximations [-2.86619193 0.42214766 1.11841922 3.25514319 -1.01149887 0.58011519 1.90414469 0.87206298 1.07769822 1.01800007 0.6262213 -3.01978501 1.89611319 0.74703797 -1.5312268 1.86699725 1.27190629 -2.9494739 0.95991521 0.23666945] Distance 12.223742349452023 Each least square approximations [-5.31773548 4.1656504 -5.9160627 4.48173234 1.47937946 -2.07534525 1.53834016 3.26766858 -2.70088687 1.17648833 0.60366044 -0.82013169 1.76018139 -0.0081093 0.5301036 0.38406633 -1.07532842 1.50259743 2.42855956 -0.05516245] Distance 9.097581230639188 Each least square approximations [ 1.48510768e+01 -1.50897052e+00 -3.75506932e-01 3.95328634e-01 -8.35652268e-01 -1.68495343e-01 7.15238399e-01 7.27633390e-02 -4.64256105e-01 -5.51321611e-01 -7.87549005e-03 1.90784321e-02 3.33911257e-02 1.02782801e-01 -2.49241459e-01 -1.02024373e-01 2.68490556e-01 -2.37503395e-01 1.00671958e-01 4.13504803e-02] Distance 0.6807857828700004 Each least square approximations [ 1.06181621e+01 -2.71384993e+00 -4.35224456e+00 -1.70537989e+00 3.05791573e-01 -6.35956159e-01 -2.08404761e+00 -2.66226303e-01 4.85077775e-01 1.60114398e+00 1.18769408e+00 1.86613511e+00 2.18882211e+00 -1.87019709e-01 1.66144817e+00 -5.06660161e-01 -1.86509362e-03 4.42215672e-02 -2.20039349e-01 6.02236444e-01] Distance 7.922079475066434 Each least square approximations [-9.03442907 -4.80087647 -4.75660074 -0.77612537 1.05864052 2.44904316 1.01445303 0.31148276 -0.16583554 0.42983188 0.9669744 1.26840415 -0.86036733 -1.73246912 0.07006627 1.86747202 -2.72575433 1.03132537 1.20717533 -1.9313783 ] Distance 8.109722498364603 Each least square approximations [-10.36600166 6.33796559 2.35606552 -1.95515574 -4.53928482 -2.45452365 1.22674094 -1.07023488 2.66518694 0.18234145 1.25022342 0.33302522 1.31259775 -1.65199285 -0.11064265 0.38070414 -0.68733881 1.29132778 -1.14859659 0.78387432] Distance 4.670053212304879 Each least square approximations [-9.6967473 -1.87858371 6.46884036 -0.59430683 -1.31711215 0.43191118 -2.05488311 0.07087442 -1.85936733 -1.44937302 -1.27363484 -0.64420983 1.68008354 1.18249119 0.74669118 0.88282811 0.06452226 -0.01265375 -0.10719589 -0.46865468] Distance 8.141735107311058 Each least square approximations [10.361605 -3.35893631 3.30158652 -3.31436316 0.68564851 0.37185744 -1.57721452 0.73781946 1.77238883 3.5246016 -2.93479899 1.07830275 0.17265282 -0.18936692 1.74586144 2.59738193 -0.30698031 -2.28149346 0.39351454 0.59550054] Distance 6.35610900707389 Each least square approximations [10.23535778 3.84034941 2.02183938 -1.33391811 3.68057083 -0.50655819 -0.0478687 -1.23563224 -0.85051114 -3.24716409 1.32165449 -1.91306198 -1.36225625 -0.55028514 -1.78200004 -2.61140441 0.34992422 -0.83300751 -0.73822179 -1.02244484] Distance 7.3236418847359355 Each least square approximations [11.01278579 -5.39562242 1.87660325 -2.67002234 0.51164982 0.96045168 -2.95068698 0.05098161 2.39387002 0.40276154 2.49397607 -0.24650778 0.05290342 1.38166572 0.04131173 -0.24755429 -0.89105933 0.06205796 -1.09349121 1.72145502] Distance 5.961269652687191 Each least square approximations [-11.10353962 -4.3999531 0.57746485 1.94352449 -2.85405838 -0.86578839 -2.35318 -0.18401816 -0.33340889 1.99272704 0.76983769 -0.14465215 -1.21405694 2.10453691 0.46604479 0.52294578 -1.76012183 0.13723808 -3.07748979 1.24078055] Distance 6.256041346205296 Each least square approximations [-6.17149329e+00 -1.20331345e+00 2.57389223e+00 1.16455787e+00 2.97669501e+00 7.27286335e-01 7.71163956e-02 -5.70168100e-01 1.98392333e-01 9.64605719e-01 1.73519047e+00 -1.99255174e+00 -2.78706395e+00 -1.20151755e+00 -1.72405875e+00 -4.07776570e-03 -1.24388772e+00 6.10482495e-01 -2.84646446e+00 -3.85211986e-01] Distance 9.814109635944765 Each least square approximations [ 0.95338396 -0.32491685 0.70107866 -1.87538616 0.22956311 -0.46536619 -1.46313398 -1.70951675 -1.93659667 2.72329777 -1.29239651 -0.88925134 -0.2793638 0.66304361 -0.08114066 0.83784561 0.06767079 0.07414223 1.66015279 -0.98871399] Distance 12.446120757591919 Each least square approximations [ 2.47424851 -0.43031376 0.97305626 2.11295306 1.89045165 -3.7783139 -1.15399277 -0.44490777 0.85244634 3.48005594 -1.01935259 2.52171243 -0.59490864 2.46641844 -0.03478409 -0.61531133 1.08996415 -0.28723227 -0.21781052 -0.65804506] Distance 11.133650978155229 Each least square approximations [-2.77716012 3.06375362 -1.53735547 1.97449449 -4.85642138 0.92875739 1.42000109 -1.90311603 -1.09862024 0.11374814 -2.39387835 0.32911702 0.81977898 -0.61698667 -1.32181915 0.00785618 -1.96783603 3.26663912 -0.80647617 -1.34467428] Distance 10.176030688501157 Each least square approximations [-1.52416828 -2.52909672 0.19564187 -0.86761475 -1.85577859 -4.70006061 -1.36131082 1.44342973 -2.00321663 0.57660149 -0.79174486 1.01713009 0.30681258 0.31077733 2.03976858 1.64134439 1.33632172 2.48182706 0.60852219 -1.28415049] Distance 11.03906643726524 Each least square approximations [-3.87286755 5.96039846 -1.37497935 1.54735645 -1.54212889 1.90563857 -0.32772261 0.34205399 2.04275652 1.08577839 1.42518234 0.55415183 0.66270626 -1.15629794 0.33573408 0.69500417 0.87412087 0.70250845 1.00568684 -0.51742082] Distance 10.498392387599308 Each least square approximations [ 3.33913879 4.32835267 -1.32760654 -0.47316944 -0.52911404 1.38272245 -0.21811779 1.53975571 -1.6580338 0.01494859 -0.02043611 -0.20084776 -1.12279005 -0.83228162 -0.22212434 0.30289359 -1.33782616 0.03768341 -0.53677869 1.4274765 ] Distance 11.763356468796516 Each least square approximations [ 0.62337275 -0.18601138 -1.95984071 -2.17918782 2.088807 1.45661585 -1.90645659 -0.41029542 -2.23505771 -2.09183798 -1.20512274 0.38318958 0.41312315 0.24679621 -1.3519544 2.24383115 2.35690825 -0.30021173 -0.47936149 0.9132303 ] Distance 11.823071079569111 Each least square approximations [ 1.63733854 1.55093086 -1.68594324 -1.43750224 1.22719016 1.32294221 -2.71622102 -2.23064486 -0.03809853 2.21925267 1.44926494 -0.85328977 -0.39256855 2.40048228 -1.27004912 -0.95098192 -2.84158712 -1.25726527 0.8594598 -1.54909623] Distance 11.369778902733875 Each least square approximations [-1.27446515 0.07556253 0.27085535 -0.16372018 -0.42008637 -1.9176368 -0.73404294 1.50203344 1.97249764 -0.17011288 1.27303256 -0.09134031 -0.3139544 0.04294061 -2.54268535 1.47189421 1.13637435 -0.24583898 1.49889951 0.3666996 ] Distance 12.548573437775767 Each least square approximations [-4.98193125 2.71393897 -4.22169268 0.48459436 -3.03011582 -2.52867955 0.18708114 -0.3806345 -4.05305056 2.33123522 -2.49194498 1.08870876 -0.8081243 1.94146507 0.36171847 1.56708017 -1.53343911 3.51485146 -0.20868669 -2.30109873] Distance 9.725617229279768 Each least square approximations [ 8.16193108 -0.20985457 -2.76742751 -1.71192956 -0.50063749 2.64060673 -0.57699241 1.1299813 0.17340977 -1.38810677 0.47802078 -0.51206464 -0.19177562 0.16423403 -0.2493434 0.19560047 0.23119993 1.41771098 -2.49444889 2.30609225] Distance 10.704990804919237 Each least square approximations [ 8.49226173 2.99419191 -1.15117661 -2.42928469 2.01064007 3.7691921 -2.44746297 -1.59888553 2.0057322 -1.05450633 1.65502828 -1.6124519 2.80340533 -0.27161474 -0.85306583 0.91824381 -0.99982879 -2.34761475 0.24179525 1.11746348] Distance 8.60196437635903 Each least square approximations [-9.17018125 -1.63543434 -0.48596551 -2.70439002 2.70214181 -0.33769816 0.60688232 -1.14174486 0.86337076 -0.87836039 1.9398473 3.7633232 -1.72824063 -0.19444419 -0.0271379 0.35849164 -0.40308904 -0.39989096 1.15093901 2.38108241] Distance 9.142143674641439 Each least square approximations [-9.84333794 2.41435286 -4.00043375 2.94030196 -1.83724532 -2.44461434 -2.01914835 -0.27623582 1.1737143 2.33657809 1.34542027 2.14858499 -1.35180706 1.86573992 -0.96817084 0.89219356 -0.47232015 0.79352579 0.72226503 1.19079652] Distance 7.274888495698962 Each least square approximations [-7.48537071 -3.96630318 0.86403282 0.80242141 -3.58861958 1.63149009 -2.80912948 0.46271358 -2.64010924 0.79014608 -0.39394435 -0.97566245 0.66207986 -2.4354658 1.69690035 0.50773723 -1.26667282 -1.32866514 -0.38926858 -1.44620704] Distance 9.81205639936582 Each least square approximations [ 5.92983801 -1.28722782 5.01757866 -1.70604173 2.66797562 0.15213149 -3.59192447 -0.914969 -0.97046001 1.59960099 -1.79228602 -0.42458621 0.06527308 2.74897825 -0.7402604 -1.04369513 0.47958275 -3.15242061 0.73167237 -1.1828422 ] Distance 10.144723215513928 Each least square approximations [11.42826606 3.01148081 -1.17218091 3.39974981 0.68458045 1.49765603 -3.6702391 2.34331595 -0.17020823 -0.23427315 -0.21076414 0.059315 -0.91584736 1.21703093 1.16096062 -0.30855449 0.67916289 -0.46588323 1.1861177 -0.22510762] Distance 6.0485899243746495 Each least square approximations [10.92445467 1.68379955 2.64750084 -1.20512803 -3.07347291 1.12009908 2.93627943 -3.01171139 2.42016828 1.15128091 -0.20595198 -1.3348576 0.05766886 0.13771681 0.304236 1.71541009 1.86293358 0.79749943 -0.89742597 0.93872862] Distance 6.324955566650101 Each least square approximations [-1.21015203e+01 -6.40385631e-01 -1.54971238e+00 -5.61541409e+00 -1.93506241e+00 2.47846475e+00 1.33546962e+00 -2.78757545e-02 2.57218292e-01 1.33446444e+00 -2.45369659e+00 2.84240099e-01 1.35352779e+00 -6.42162523e-03 2.32325225e-01 -2.66323811e-01 7.45686171e-01 -5.03975872e-01 3.16163028e-01 3.89401559e-01] Distance 3.669631317558831 Each least square approximations [-5.77480764 3.15615487 -4.00875062 0.29616181 -3.20291253 -2.35068696 0.3760496 -1.36575751 -5.10646422 1.7964363 -1.97254848 -0.08384401 -0.39045683 2.02887942 -0.05022308 1.72256585 -1.5108733 3.43275369 0.04872164 -1.66475486] Distance 8.956471755466623 Each least square approximations [ 7.9367199 -0.24395931 -2.6713025 -1.71462619 -1.38739434 3.17593205 -0.84903113 1.06355448 0.47648954 -2.31809276 0.37587626 -0.69457866 -0.22404714 -0.20826132 0.16686458 -0.06588217 0.44934357 1.41359155 -2.17620232 1.74274904] Distance 10.556680260383079 Each least square approximations [ 8.32685652 2.67197642 -0.4980895 -2.64511409 2.84184626 3.08070509 -2.46004045 -2.78536254 2.0768199 0.13744519 1.67039906 -1.91538235 2.91475044 -0.89516365 -0.25922264 1.12006396 -1.63522598 -1.78731982 -0.12605595 0.80149889] Distance 8.468932360419634 Each least square approximations [-9.25120917 -1.82475576 -0.78354257 -3.77645635 2.56328941 0.12900724 0.75673483 -0.50953965 0.13046533 -0.82298056 1.66251301 4.47286349 -1.513911 0.01677326 0.3266978 -0.37401262 -0.54987659 -0.33584923 1.37809597 2.48689836] Distance 8.309325480789132 Each least square approximations [-10.39297829 1.48209423 -4.5728916 2.67178275 -1.94636247 -2.47297635 -0.75526822 0.28575673 0.72941144 1.76017193 0.38688183 1.53947782 -1.68660008 1.55702213 -1.09959883 1.18276684 -0.30699236 0.61665727 1.09230338 1.47305743] Distance 6.933698121008715 Each least square approximations [-8.35845625 -4.45945749 0.43462633 1.15416986 -2.74528105 1.74391073 -1.62052605 0.18921373 -2.80011246 1.56177072 0.36171781 -1.20474091 1.1757974 -1.72398292 2.23782321 -0.03400782 -0.90727209 -1.52333181 0.39443157 -1.27243449] Distance 9.17070169518813 Each least square approximations [ 6.46253236 -0.65515342 4.66177786 -1.63473507 2.97346075 -0.44268735 -3.03947074 0.02132529 -1.31141036 1.05717331 -0.66048374 -0.18972471 0.47661861 2.99038576 -0.14279463 -0.976708 0.25828674 -3.91590893 1.47705464 -1.8576442 ] Distance 9.767061264976807 Each least square approximations [11.60828805 2.25013242 -1.82391742 1.60134884 -0.04409853 1.55183056 -4.11457276 1.52588441 0.91437409 -0.52455865 -0.5747649 -0.25870901 0.31935274 0.52554867 1.30180835 -0.26679373 0.61185148 -0.7227292 0.94484144 -0.80888167] Distance 6.425425513761767 Each least square approximations [10.85807343 2.07588464 1.40085792 -1.71855659 -2.68828233 1.30103158 1.98011647 -3.27827918 1.58883606 0.50923699 -0.58218215 -0.29235913 1.10891748 0.81662282 0.07678382 1.94081163 1.76475756 1.26709743 -1.3298622 1.63656343] Distance 6.782511177510425 Each least square approximations [-12.62833784 1.24270384 -2.11188815 -3.88351248 -2.19318985 2.63275132 1.98951445 0.25138274 -0.33487279 1.81307557 -0.65086639 0.55643781 1.55942622 -0.0131529 0.28403573 -0.05566807 0.89587264 -0.19562041 0.67567068 -0.78940848] Distance 3.1407428405319124 Each least square approximations [-4.70636435 4.20769961 -5.73330906 4.63075608 1.38229715 -2.91949679 1.37986072 3.34579004 -2.77212441 1.97248489 0.51845746 -1.38912341 1.15808415 -0.08728856 0.21846412 0.19918219 -1.04358003 2.05115883 1.79021278 -0.09835113] Distance 9.410864101879564 Each least square approximations [ 1.47736232e+01 -2.18614419e+00 -1.74933411e+00 -1.03392819e+00 8.77958210e-01 -2.25553011e-01 6.26864746e-01 6.03442770e-03 3.93644666e-01 2.07734478e-01 -1.44105968e-01 -2.48266750e-01 6.21785612e-01 -1.92313360e-01 1.41650475e-01 1.31782272e-01 -1.55954675e-01 1.83560671e-01 -2.13442185e-01 -2.76077206e-02] Distance 0.8707358106352443 Each least square approximations [10.97580895 -2.74661987 -4.25871153 -1.14395337 -0.70709276 0.054928 -2.44936469 -0.07927724 0.23517424 1.44576994 1.21669154 2.21811807 2.47955312 0.21838579 1.48053315 -0.35000062 -0.28004628 0.23476905 0.24139198 0.67106992] Distance 7.636911578942371 Each least square approximations [-8.93101167 -5.08092734 -4.53856645 -0.95340392 1.20176703 2.60276115 0.86319822 -0.03690975 0.11212192 0.4824008 1.15553947 0.89113799 -1.37223898 -1.61601562 0.15502427 1.87567414 -2.81985073 0.98534578 1.22153501 -2.11092553] Distance 8.285747949371787 Each least square approximations [-10.48611156 6.62942873 2.48214608 -1.4437949 -4.06432461 -2.51909075 1.02768691 -1.31026474 2.25022309 0.18757289 1.31579407 0.84116502 0.82196443 -1.33081719 -0.02555523 0.6447811 -0.47018504 1.14403187 -0.61163362 0.16466067] Distance 5.464833188246713 Each least square approximations [-9.19256725 -2.02130593 6.67061159 -0.17404869 -1.73934265 0.52303562 -2.07500612 -0.29931752 -1.93106322 -1.48047515 -1.05553088 -0.61326941 1.84364425 1.01845458 0.61420474 0.96355268 0.27381169 -0.47028526 0.10055125 -0.5745192 ] Distance 8.682586691408181 Each least square approximations [ 9.84550118 -3.15674193 4.26073901 -3.23606165 0.69295636 0.57271962 -1.9835244 0.84973286 1.6411326 3.3500909 -3.44835656 0.50212681 0.11960545 -0.94779947 1.71986823 2.31290431 -0.45342732 -2.72073133 -0.11559251 0.49669037] Distance 6.7712416622158615 Each least square approximations [10.18320145 4.46762392 2.09881596 -0.66748067 4.02337235 -0.60294935 -0.04632194 -0.82602855 -1.25503654 -3.4603401 1.24104867 -1.86596787 -1.65842605 -0.0838806 -1.53359123 -2.6709157 0.18556057 -0.59393435 -1.33810053 -1.41875003] Distance 7.017048154100921 Each least square approximations [11.02810341 -5.50778509 2.21112602 -2.47161497 0.15792336 1.51838932 -2.62685192 -0.09729683 2.21527756 0.52915649 2.92476222 -0.74920094 -0.48580838 0.86056924 -0.66608068 -0.41902207 -1.0490654 0.33881714 -0.76106737 2.0567323 ] Distance 5.989204454680656 Each least square approximations [-1.10848690e+01 -4.83498397e+00 6.03276350e-01 1.53928766e+00 -3.18103952e+00 -3.21992442e-01 -2.31290877e+00 -4.37065478e-01 -2.87419152e-01 1.48958055e+00 6.47425336e-01 -1.00300200e-02 -9.02949844e-01 1.78567451e+00 4.20513953e-01 4.36194928e-01 -1.99693718e+00 3.44491535e-01 -2.83264101e+00 7.50442363e-01] Distance 6.741948058724584 Each least square approximations [-5.18144682 3.87440236 -6.4269728 4.39676022 1.24193188 -3.32656426 1.58210531 2.97308729 -2.12971825 1.60295431 0.51891138 -1.05036056 0.83501077 -0.47944317 0.44746933 0.5490281 -1.1976573 1.57781185 1.31808186 0.18738034] Distance 9.42378533496412 Each least square approximations [ 1.48826346e+01 -1.48785367e-01 -2.54220925e+00 -1.13087589e+00 7.29663495e-02 -3.35075595e-01 4.01007910e-01 -4.73309094e-01 9.92073688e-02 9.78057098e-02 -1.95957672e-01 1.20402573e-01 1.09239192e-01 3.65813960e-02 2.58334454e-01 1.36301522e-02 -2.54305066e-02 -1.36722029e-01 -3.03837758e-01 2.47782580e-02] Distance 0.912826086892307 Each least square approximations [ 1.11266246e+01 -2.80362723e+00 -4.26279308e+00 -1.81993294e+00 -4.06564684e-01 -4.92318435e-03 -2.53911543e+00 -3.18547934e-01 3.12582478e-01 1.23214262e+00 8.50561325e-01 2.44565884e+00 2.18021443e+00 5.68861462e-01 1.58968707e+00 -5.91519782e-01 -8.11924513e-01 -2.10731359e-02 4.81666122e-01 7.46640563e-01] Distance 7.298896011574193 Each least square approximations [-9.2607017 -4.84378983 -5.0509679 -0.62394083 1.65783838 2.30513483 1.14604179 -0.03451456 0.46414904 0.30441483 1.02890274 0.73861784 -1.24244381 -1.64944985 -0.19289269 1.102169 -2.62285763 0.70820981 0.98524387 -1.92788481] Distance 8.17673104874161 Each least square approximations [-10.9195259 6.34750932 2.40851249 -1.34737658 -4.17295681 -2.39643361 0.58228525 -1.60997603 1.99036169 0.39203817 0.86046015 0.2280045 0.7642052 -1.10810041 0.38585692 1.11647305 -0.43901995 0.78421962 -1.30399862 0.39389317] Distance 5.181513368969935 Each least square approximations [-9.55445227 -2.16030918 6.58202568 -0.4009699 -2.28369311 0.76336905 -2.40922869 -0.47808536 -1.58925697 -1.28274351 -1.08523133 -0.57511732 1.68120645 1.4910995 0.62828333 0.55923845 0.12798323 -0.26660611 0.18201089 -0.59443024] Distance 8.22659888364448 Each least square approximations [10.18470183 -2.74957933 4.18202615 -3.5152561 1.81907517 0.35365446 -2.06498257 0.54067529 1.18522519 3.33243575 -2.76275868 0.19786232 0.16688862 -0.56900228 1.54145548 2.11593169 -0.06533748 -2.45080421 -0.15149754 0.77854992] Distance 6.906900268305647 Each least square approximations [10.72126953 4.176127 2.45369305 -0.93208792 3.98831785 -0.4561827 0.08328444 -0.766428 -1.12104368 -2.89925531 1.05295684 -1.74837933 -1.10712287 -0.43756392 -1.89012262 -2.25367221 -0.33460844 -0.54559235 -0.66420981 -1.13614618] Distance 6.9881708564014255 Each least square approximations [ 1.09210873e+01 -5.23460150e+00 2.31876692e+00 -3.38516517e+00 8.44496328e-02 1.03181872e+00 -2.39069142e+00 -7.72908735e-04 1.96841979e+00 1.00421491e+00 2.71837710e+00 -5.45326396e-01 -8.79555029e-01 1.07402026e+00 -4.63751446e-01 3.50934436e-01 -6.71724965e-01 5.91917729e-01 -1.16317955e+00 1.76559453e+00] Distance 6.36045342723675 Each least square approximations [-11.34946792 -4.73627918 1.39783305 1.54886299 -3.1061556 -0.09275001 -2.30928174 0.15912559 -0.14298007 1.60328127 0.57549066 -0.19487546 -1.02538507 1.69308156 0.46033319 0.46844232 -1.73334603 0.50100114 -2.56293917 0.5638484 ] Distance 6.541792184918102 Each least square approximations [-6.12608539 0.89541185 -6.20358464 3.09679121 4.45723144 0.50475769 0.93011943 1.03607274 -0.34903354 -0.20365041 1.2212766 0.63901455 -2.11675517 -2.4108685 2.26830115 2.13114965 -2.53757077 -0.08668009 0.52541732 1.12216659] Distance 8.024784821730222 Each least square approximations [ 7.6717698 2.62249002 1.02668777 -1.25250126 -0.39704835 3.33033994 -1.89743529 -1.93566961 -2.92029987 1.98709739 0.23320135 -0.97135357 -0.41463303 -0.20373899 -0.05236583 -1.82624166 0.51024209 -0.87056897 1.26379089 -0.76369809] Distance 9.783202319135636 Each least square approximations [ 7.15207221 -2.75613057 -3.80047151 -2.1095141 3.09886265 -0.79587533 -0.54795541 -0.28736223 0.32098044 2.1621275 -1.61144998 2.34677601 -2.28469689 1.33890581 0.06586063 -1.50575482 1.14870374 -1.06586916 -0.91646176 0.91446364] Distance 9.398340968273198 Each least square approximations [-7.97437269 1.93315044 -5.88546574 3.26998208 -0.40753914 3.18387639 2.02228997 -0.42705165 -1.42349259 0.78511528 -0.67113471 0.44998861 -0.48671585 -0.85369658 -1.3488717 -0.43690669 -0.35507108 -0.35058422 -1.22621461 -3.21095273] Distance 7.5709329201281 Each least square approximations [-6.90636791 2.30379777 1.41333404 -3.84261211 -1.69053665 1.1751463 -3.13869574 -0.46402497 1.23259043 -0.39901352 -1.46701842 -1.3088159 2.39147024 -1.14435078 0.54541994 0.63147346 0.08963323 0.56353712 0.2406984 1.19769451] Distance 10.184651328323692 Each least square approximations [-8.75965203e+00 5.23709058e+00 3.52686307e+00 -3.25378450e+00 -1.41363023e+00 1.12382663e+00 -2.05163752e+00 -1.77747583e+00 5.01663486e-01 5.02397798e-01 -1.19705604e+00 8.32731504e-03 -7.64923098e-01 3.18830827e+00 1.76170922e+00 -7.21150792e-01 9.05810243e-01 -3.26055038e-01 -3.27571240e-01 1.52500944e-02] Distance 6.90853744238484 Each least square approximations [ 7.81708259 -0.10807548 0.27399077 -4.35024976 2.27510133 3.45865938 -0.24303442 1.12203583 -0.67013357 2.74084152 2.47891881 -1.62176294 -0.79227765 0.17132718 1.19478812 1.51870827 -2.08379883 1.59296317 -1.1638578 1.89486213] Distance 8.447539339059889 Each least square approximations [ 6.52585817 2.25050566 2.45459668 -3.94825338 2.21860544 1.68850656 1.28045917 -1.80312781 0.31040134 -0.96433203 1.89040529 0.44340357 1.77467891 -0.97015677 -1.32389286 1.46386331 -0.13340081 -0.03311105 -0.56697163 0.73854505] Distance 10.358079854388766 Each least square approximations [ 5.83623426 -3.47721877 -1.78946461 -5.94985818 0.93141545 -1.4108986 -1.50069497 1.21306813 0.17645281 1.66092456 0.52059919 -1.08605756 -1.29199958 0.86188512 -0.27752531 1.28949519 -3.38059415 -1.94651036 -1.03210371 0.10577035] Distance 9.32010674487123 Each least square approximations [-6.09577181e+00 -2.44708074e+00 4.09895288e+00 3.69884124e+00 8.59350149e-02 -8.64859631e-01 -8.73493944e-01 1.87651339e+00 7.00952702e-02 3.32376975e+00 -8.00033198e-01 -1.42177691e+00 -1.05720754e+00 1.11059822e+00 -2.97408294e+00 3.16988077e-03 1.26173538e+00 -6.18671857e-01 -1.59853526e+00 -4.97085741e-01] Distance 9.72272802509664 Each least square approximations [-5.47272218 1.90870969 -6.8530908 2.29008873 -3.2160002 -1.68250208 2.27579615 -1.07728364 -1.8631962 1.6940935 0.96814613 1.42708601 -0.51882031 0.37400072 1.07223316 2.01948808 -2.2323303 -0.82632772 -0.14969072 0.69339573] Distance 9.51444303055115 Each least square approximations [ 6.82273449 3.39006402 0.45333458 -0.8679358 -0.82543769 5.66211238 -2.05312943 -1.9260471 -0.54329525 -3.46698886 -0.1398283 -0.93031288 -0.29096809 -0.00845248 0.58682865 -0.14398189 -1.09137111 0.17117575 0.04712559 -0.91532782] Distance 10.078959048450034 Each least square approximations [ 7.06398778 -0.1714695 -0.72420063 -3.69790338 5.36910497 0.31875964 -2.51159411 -0.90909618 2.05894353 -1.71642306 -0.86000066 -0.54730922 -1.27121518 0.69233878 1.49463004 -1.34268978 -4.28116928 1.20569941 0.10281854 0.02930886] Distance 9.089608199142335 Each least square approximations [-7.24632351 -1.26850894 -6.01437185 -2.10528761 2.85990248 -1.7921958 3.74334991 0.0259396 -0.78489161 1.61968967 -0.05123686 1.91907853 0.54310624 -1.02801439 -2.16176466 -0.31619592 0.85567759 1.08767999 0.21643418 0.51067695] Distance 9.031194087866814 Each least square approximations [-9.38189906 -2.75207918 -0.56455319 -0.78525101 -3.74749274 2.45460146 -0.65926514 -3.13596473 -0.8837862 2.36493875 0.5386428 -0.35858497 2.99776182 1.63008774 -0.51332362 0.84189641 -0.14283825 0.18961635 -1.86258498 0.43470024] Distance 8.18367361668421 Each least square approximations [-8.624269 -3.77291757 1.1417558 -0.66082727 -4.75072693 0.29027857 -3.49899362 -1.15768548 1.95419732 0.99093318 0.24655965 -0.06577529 -1.78981722 1.55622898 1.15593802 -0.35433487 0.47626113 -0.05014289 -0.48098074 0.97867976] Distance 8.775035997517158 Each least square approximations [ 6.44246276 -2.01031883 4.14221142 -3.43425035 4.29774885 0.9443905 -2.08575977 -0.05316267 0.72122158 0.90990622 2.86877578 0.28668398 0.34647456 2.21404569 0.13328886 -0.41690208 0.75719019 0.51049182 1.71939246 -0.61616988] Distance 9.985224449617206 Each least square approximations [10.82851443 -4.9494231 0.352327 -4.71481551 0.51143659 1.71101828 1.14114223 2.04332257 -1.00506369 -1.4765502 0.27885807 -0.74089422 -0.3016509 0.4188813 2.00518724 -0.07970914 -1.56645919 0.90732342 1.41666492 1.87937506] Distance 5.2213529670497145 Each least square approximations [ 7.48423317 -1.5466463 -1.36851447 -3.44645942 -4.54248117 -2.68602804 -1.41698395 1.88093164 0.77110811 0.75034172 1.16610121 0.2672666 0.70814605 1.17921414 0.22270132 0.84367419 1.73085226 2.46193213 0.14943065 -2.1026484 ] Distance 9.626461535869186 Each least square approximations [-9.19244925 5.17961824 5.64651741 -0.13309746 -0.35748444 -3.51147472 -1.91721281 2.43146085 0.24816266 1.05940468 -1.16609313 1.43761872 1.31409397 2.71902103 -1.17696958 -0.21610916 0.19561638 0.20879636 0.33328665 0.17312663] Distance 6.025047062526974 Each least square approximations [-8.60923041 3.91979747 -7.00135285 0.84108382 -0.24026144 -0.74053245 0.5544571 1.55654668 -0.65938308 0.55407337 2.23465875 -0.49435419 0.92547401 -2.22594704 -1.60095368 1.1497963 -0.18589079 0.24083402 0.48078625 0.11890103] Distance 7.529739880905494 Each least square approximations [ 8.5770997 2.2041643 0.86996672 -1.71970568 -1.35050313 3.61805802 -2.12687345 -1.71910463 -2.75195669 0.78414397 -1.18795616 -1.05266106 0.18529473 0.51026705 -0.27092673 0.13454831 1.18500313 -1.10368654 -0.08771207 -0.06999675] Distance 9.848683149704371 Each least square approximations [ 8.71139728 -0.63752716 -3.347864 -3.92920754 3.13548823 -1.51181187 -2.99023433 -0.89753201 1.22314358 2.17499875 0.63142799 -0.61786075 -1.23465185 0.36316542 1.34432978 -0.67852266 0.52297507 0.52121775 -0.84474106 0.06007434] Distance 8.846381215257171 Each least square approximations [-11.42590122 -1.44738275 -3.93037554 1.91322507 0.1238246 -2.14405401 -0.20951017 2.3342279 -2.86708944 0.09381879 -1.96722022 0.50451569 1.12585829 -0.61311168 -2.0657018 -0.0585535 -1.18839758 0.06384289 -0.37984085 -0.40162933] Distance 5.780037480835464 Each least square approximations [-9.01925471 1.34068085 -0.06430944 -3.64275954 -2.15544848 -0.3687752 -2.47867161 0.64246999 0.22488626 2.21291304 -1.39609427 0.37508329 2.23365828 -0.89939248 -0.04179715 1.0152146 -0.50632899 1.07962023 -1.13490197 -1.22081688] Distance 9.456879232261354 Each least square approximations [-1.18787241e+01 1.61218867e-01 5.20577286e-01 -4.10581211e+00 -3.72554601e+00 -3.24104873e-01 1.82412014e+00 -1.00494293e+00 1.68616164e+00 -1.15942589e-02 -7.29888889e-01 1.46781489e+00 6.54990227e-01 -3.95799417e-01 -5.43461781e-01 -1.96167799e+00 1.18720881e-01 -7.89449301e-01 1.97640409e-01 -1.44456024e+00] Distance 5.064963708263531 Each least square approximations [10.27900369 0.45106262 2.86484674 -1.13167501 2.9301188 3.04485241 1.52083123 -0.45580141 -2.31470467 1.27857968 2.33443484 2.46568149 -0.35737625 1.42122121 1.25322092 -0.30659606 -0.48735588 -0.34409978 0.76874623 1.38949095] Distance 7.370155296628596 Each least square approximations [ 8.83181352 1.86888325 2.00581943 -4.88759809 0.96992523 0.01101817 -1.56451927 -0.48435053 1.03600873 -2.79191133 0.53303709 0.99340793 -0.22448908 -0.29302458 -0.47376429 1.75706649 0.40640072 -0.74977321 1.42502502 1.37067635] Distance 9.165419577615822 Each least square approximations [ 9.65081397 -0.49681378 -3.98262859 -6.40298235 1.43393116 -0.9429993 0.37605369 0.36118757 0.49474906 0.53528561 2.19956349 0.8489117 -1.04189459 1.28250475 0.69689988 0.60063753 -0.93212187 -0.93730719 -0.67847323 -1.90616146] Distance 6.803505720594484 Each least square approximations [-9.52679352e+00 -1.32396300e+00 3.56687993e+00 2.60518293e+00 6.37510011e-03 -1.50572951e+00 -1.83365213e-01 2.55829306e+00 2.21835213e+00 1.27955172e+00 8.06016472e-01 1.75484574e-01 -1.58144955e+00 8.40484603e-01 -2.38372610e+00 -1.25020999e+00 2.28826133e+00 -1.86038580e-02 7.38349570e-02 6.37255177e-01] Distance 8.429121799864125 Each least square approximations [-8.63680906e+00 4.66414258e+00 -5.71588763e+00 2.39147014e+00 -1.30716203e+00 1.81131464e+00 1.51658080e+00 2.32968484e-01 -1.72921309e+00 -1.34347443e+00 1.10427189e+00 -1.38385561e+00 1.48635394e+00 -7.86787257e-01 -7.64262135e-01 1.99128253e+00 -4.77094104e-03 -1.40763208e+00 3.92492928e-01 -5.71080901e-01] Distance 7.27507232309764 Each least square approximations [ 8.54926234 0.27053556 1.64894735 -1.94048293 -3.35324487 2.53500398 -2.57547648 -1.63808033 -1.56505455 -0.08303792 -1.92249572 -0.63948411 -0.64502213 1.39203669 -0.65209287 0.0428161 2.03151029 0.11503466 -0.43678953 0.39184504] Distance 9.608191322804787 Each least square approximations [ 8.65172659 -0.14708661 -3.34571276 -2.45105828 3.84473723 -0.40072166 -2.54215746 -1.2590011 2.61582679 2.33710345 1.85995414 -0.06868405 -0.51905277 -1.22280097 2.41386321 -0.34683046 1.14782376 0.0556546 -1.24646771 -0.67712833] Distance 8.420187641465082 Each least square approximations [-10.31701202 -2.37383145 -3.48637531 -3.75389419 -0.17663229 -0.8589441 -1.2844212 0.57189292 -1.90653371 0.10721418 1.83095377 0.86360453 2.94650761 -1.28273985 0.92595595 1.29507657 -2.68182516 -0.90854479 -0.51058374 -0.34466954] Distance 6.5350374434722465 Each least square approximations [-9.08031971 0.94242493 -0.51978995 -4.28239209 -2.47911483 0.12375601 -0.22521001 2.0335864 1.16602235 0.70818576 -1.5278872 1.19479666 0.73027835 -0.272573 -2.0272436 -0.23651804 0.60364064 0.01914203 -1.05733688 0.31623034] Distance 9.407574382559677 Each least square approximations [-12.57858098 -2.37687618 1.62579886 -0.70808208 1.41451053 -2.47632787 0.71795135 0.53118555 1.23166855 0.33962783 1.82339528 -0.98095434 1.14598339 -1.15757035 -0.58222264 -1.14826552 -0.47783991 1.38561048 -0.99121627 -0.16346504] Distance 4.842043152205707 Each least square approximations [11.41072607 -1.08806766 2.11649355 0.10581685 -0.82855634 2.01138376 0.77210114 -0.40406688 -0.20047724 -0.73350648 3.64455528 1.12413145 0.60326184 1.02304757 0.52987915 0.29686534 0.68764628 -1.84373351 1.21748629 2.27714289] Distance 6.630506600972834 Each least square approximations [ 8.5712172 1.92293937 0.92930003 -4.15389671 0.95832682 -0.48006281 -2.62905048 -2.25984513 1.50885804 -2.46911333 1.1083526 0.90843762 -0.77085378 -0.47933457 0.39645417 0.75237743 1.13065317 -0.44249878 1.81288916 0.47708974] Distance 9.347002427262966 Each least square approximations [ 1.10374847e+01 -1.26199664e-01 -5.12048912e+00 -2.64091152e+00 -7.93038209e-01 -6.56379836e-01 -2.64487292e-02 1.12219270e+00 -2.98959753e-01 -4.16205735e-01 1.68633423e+00 3.31667256e+00 6.74515742e-03 1.62413732e+00 2.98187196e+00 -4.69868200e-01 9.52847442e-01 -1.20903254e+00 -4.23236540e-01 1.17674461e+00] Distance 5.062858222664881 Each least square approximations [-9.68166324 0.17447624 0.05296343 3.89845217 -1.41601079 0.0298658 -0.47450808 1.62719254 0.72552966 2.23818186 -1.36894818 0.18407345 -2.50791757 1.35006965 -0.44327018 -1.68239269 0.91818085 -0.48341056 -0.32154857 1.94910666] Distance 8.681684440111736 Each least square approximations [-6.32409512 3.76595057 -7.26534025 2.78212 -1.39746958 -2.23675738 0.35582884 0.02848561 -2.45853978 2.25463463 -1.17325582 0.94749686 -0.72335485 1.90829286 2.23227024 2.90681643 -0.13773316 2.92887072 -0.31403582 -1.51653847] Distance 7.839271643157821 Each least square approximations [ 1.07063992e+01 9.94083310e-01 -3.40600063e+00 -6.41400523e-01 -5.08906449e-01 5.64983251e+00 -1.36273729e+00 2.33253004e-02 -6.42957796e-01 -2.15948455e+00 -5.66509799e-01 -1.28972203e-03 1.80680851e+00 -1.00093848e-01 3.48529059e-01 -5.66838171e-01 1.60370988e+00 2.01644440e+00 -1.41454240e+00 1.11384990e+00] Distance 6.676497011858481 Each least square approximations [10.81420854 1.95684271 -2.95152194 -3.14672762 2.85966395 3.81387444 -1.22625801 -2.45924087 -1.10664611 -0.89835475 0.96340843 1.22280785 0.0424007 -0.24560976 -1.03063192 -1.11763849 -1.31521381 -1.65533684 0.79326284 0.93263747] Distance 6.540078868775795 Each least square approximations [-11.08878728 -3.29037141 -3.8559356 -0.62658722 1.91669675 0.63873199 0.94606328 -1.29500809 2.88196092 0.76999243 1.37108727 1.24572124 -2.29619867 0.55937269 1.02840063 -0.19420251 0.67922528 -0.10019619 0.22446811 0.56921691] Distance 7.04809219888814 Each least square approximations [-11.60222376 4.62424168 -2.24117225 -1.47247333 -0.06560057 -0.59421722 -1.50912207 -2.58488245 0.85374621 -1.1148782 0.93859916 -0.87204624 0.6961038 1.82900451 0.55522347 1.72169184 0.07631389 0.15488513 -0.26506483 -0.38257888] Distance 6.462977755783428 Each least square approximations [-9.44730836 -3.00964241 4.3598662 -1.42397751 -3.6012557 0.81524774 -3.26350467 -0.85255983 -1.60870781 -0.23002402 -0.49044409 0.22361997 2.33511849 0.71311695 1.09031648 -0.3481281 0.46916802 -1.10167852 0.55330771 -0.09387611] Distance 8.302205651397617 Each least square approximations [ 8.77210769 -2.01186997 4.03946114 -3.29070828 4.42615119 0.58685271 -3.35881785 -0.22987838 0.54919581 2.61602033 0.37275396 -0.7253902 0.92580538 2.00839116 0.14983704 0.28802914 1.8064992 -2.20261516 1.93971637 -0.24074161] Distance 7.815350680222165 Each least square approximations [13.66073048 4.31792694 1.60741927 -0.25017679 -0.69041783 -1.93724358 -0.54625267 -0.75778454 -0.73108844 1.60548334 0.28948725 -1.72160353 0.41056633 -0.07964863 0.72248614 -0.03543614 0.40396411 -0.4610041 -0.96576623 -0.33760807] Distance 1.986408065795828 Each least square approximations [11.20089762 -2.99317925 0.68875384 -3.256903 -0.76432295 0.09400934 1.17379093 -1.13098584 1.83697322 0.74273719 -1.52206326 -1.58859951 0.11015097 -1.9915965 2.24066689 3.22407779 0.82455905 0.83442544 -0.80209158 2.27601853] Distance 6.41278034790775 Each least square approximations [-13.26001995 -2.44075954 1.9512945 0.03060892 0.4243804 0.25021872 0.22833151 -0.36412972 -2.07423095 0.86884412 -1.90788582 0.1479798 1.06047383 -2.08536721 0.18121411 0.25432306 0.16267533 -0.33542526 -0.45573611 -0.58897119] Distance 4.922373663108514 Each least square approximations [-6.06716921 4.25535737 -4.27806302 4.38411757 -1.92790427 -3.44605363 -2.04115826 0.14427187 -2.09197486 3.92487934 0.13250085 -1.27044528 -1.6604106 2.0930369 1.12223621 1.31296624 -0.56484772 2.55327974 -0.39344775 -0.63838884] Distance 8.372947564476624 Each least square approximations [ 9.28866836 -1.89338172 -3.70216754 -3.1058068 -0.42709187 2.8873633 -3.27753066 -1.34982021 0.92222835 -0.09702942 -2.59791123 -0.34778215 0.0903966 -0.68099868 0.27170243 -0.22194088 0.18712615 0.9429162 -1.45248924 0.84637183] Distance 8.653652128471794 Each least square approximations [12.04892189 3.29091015 -1.52419988 -0.16777947 -0.58753317 1.7573724 -3.45619649 -1.09339208 -0.74970732 -0.10060954 0.60621538 2.27412931 0.61620115 -0.18996895 -0.7161332 -0.39756963 -0.61738899 1.0271438 1.83653539 1.08626305] Distance 5.7568536417596246 Each least square approximations [-9.27276492 -4.79363341 -2.55820764 -1.42819053 -0.64763841 1.21604176 1.20902671 -0.77521797 1.97362697 0.21832264 0.74429754 -0.83047906 -3.17011367 -0.71865129 -0.50608541 3.00014134 -1.03628576 0.44577661 -2.68679843 0.8800489 ] Distance 8.09178671857549 Each least square approximations [-8.87550037 4.51764191 0.58269916 -1.63420107 -0.92758928 -1.51598671 -0.62924848 -2.84185241 -0.08328465 1.18691401 0.68194853 3.26689593 -1.73535217 2.78752297 0.03407138 2.77562509 2.14264342 0.99097785 0.57767108 -0.66253628] Distance 8.369605661114052 Each least square approximations [-8.1267217 -2.75792361 3.6772314 0.48533907 -3.39169839 0.29713981 -2.79703649 0.86456615 -1.51759346 -1.47706009 0.3816268 0.89679435 3.18121976 0.30403695 0.33703078 -0.15512463 0.68624047 0.21888234 0.46732834 -2.04013469] Distance 9.643976920146853 Each least square approximations [ 9.22089703 -1.62034452 4.20835475 -2.09544899 0.48475688 -0.55551831 -2.89771393 -0.59580814 -0.52725543 -0.4842578 -1.7338567 -0.57607874 1.44890949 0.82135743 -0.89864637 0.07336315 -0.30510491 -0.53607056 0.32570403 -0.64756286] Distance 9.68867204403157 Each least square approximations [ 1.04569593e+01 3.93343916e+00 8.41895730e-01 2.17678512e+00 2.84403320e+00 -7.22863238e-01 -1.23152432e+00 7.75245609e-02 -2.91734452e-01 -1.17028428e+00 1.54543931e+00 -1.48592485e+00 1.64094890e-01 2.06874792e+00 7.14749659e-01 1.24989702e-03 -6.29516731e-01 4.93717927e-01 -1.63030305e+00 -5.47630263e-01] Distance 8.148221225884544 Each least square approximations [10.63130096 -2.16959593 1.62373103 -1.21895701 -0.43237835 2.71590079 -0.48021104 0.82503654 1.06107756 -1.73256414 1.22413282 -0.49898565 -2.88260013 -1.35461969 -0.49540578 3.12349214 1.40330985 -1.32961554 0.26045207 2.05499629] Distance 7.54209164704253 Each least square approximations [-9.77640689 -3.98103774 1.11234277 -1.30533606 -1.84372252 -0.256993 1.04671386 -0.51682092 0.01330867 2.19972046 -1.46979805 1.68952794 2.24311019 -0.12620415 -1.05000812 2.22283236 -0.95541076 2.20147899 -1.30452797 -0.17244342] Distance 8.58073867200413 Each least square approximations [-4.79095519 4.4555501 -5.26595737 4.87560619 1.6715681 -1.34002623 1.72163224 3.84746547 -3.2901467 1.56764859 0.21342607 -1.04195885 2.00238097 0.36750504 0.09113586 0.53775858 -1.14003283 2.0690015 2.57655436 0.07738106] Distance 9.06763720099323 Each least square approximations [14.54922453 -3.60232417 1.12586669 1.11927615 0.59022781 -0.01612452 -0.07032176 -0.22356188 -0.43509593 -0.12820928 0.51697199 -0.39227373 -0.14200155 0.13335182 0.02131821 0.27408733 0.21754398 0.28662351 -0.50608246 -0.10596593] Distance 1.1175966456659092 Each least square approximations [10.41473539 -2.80222078 -4.73002101 -0.9526802 -0.0219528 -0.45214237 -1.66181861 -0.07958348 0.78317917 1.76850259 1.54266388 1.86341264 2.28725307 -0.5724794 1.47581534 -0.25196006 0.44988387 0.0534252 -0.42424278 0.32002438] Distance 8.337421004785512 Each least square approximations [-8.78836283 -4.74487752 -4.29357755 -1.21056698 0.57459022 2.81837154 0.82579802 0.04877837 -0.76669216 0.29132761 1.14096594 1.2694512 -0.81778807 -1.54437989 0.43356275 2.35710694 -3.06945742 1.42001937 1.29529149 -2.02922415] Distance 8.47008350444608 Each least square approximations [-10.1234236 6.33337509 2.46846267 -2.10691333 -4.25579726 -1.97694187 1.82006077 -0.76816252 2.54701644 0.23732431 1.76352264 1.2837325 1.38060127 -2.03579648 -0.40351965 0.08789258 -0.48647883 1.71132774 -0.60601391 0.84904808] Distance 5.3981648152009925 Each least square approximations [-9.41373335 -1.41313969 6.46764051 -0.13336161 -0.94594119 0.13748121 -1.74304051 -0.14140802 -1.95659959 -1.78845981 -1.08097569 -0.54758187 1.78472862 0.94981483 0.73323113 1.53248268 0.27157313 0.07322154 -0.35029739 -0.33720894] Distance 8.81743497855828 Each least square approximations [10.05672868 -3.97654645 3.26812676 -3.31541551 -0.51251495 0.68556429 -1.68135597 1.41673738 1.87666691 3.71461033 -3.54048794 1.36670124 -0.21107959 -0.74460427 1.97132273 2.51982057 -0.51593163 -2.90218968 0.24732024 0.51171652] Distance 5.848681657855349 Each least square approximations [ 9.48165422 4.15948382 1.80185544 -1.27068932 3.79728851 -0.45623464 0.05539793 -1.20756704 -1.25518065 -3.70993401 2.04395593 -1.49324791 -2.46942438 -0.1612146 -1.0815064 -2.73225229 0.62102505 -0.7341659 -0.98515946 -1.11327772] Distance 7.8850149282423665 Each least square approximations [ 1.11679094e+01 -5.51935417e+00 1.67794562e+00 -1.83700487e+00 3.40404368e-01 1.25739391e+00 -3.23177040e+00 -1.17055153e-01 2.18757135e+00 5.90041811e-01 2.64432239e+00 -3.77740886e-01 8.47274926e-01 8.29977442e-01 -6.70276090e-02 -1.24595337e+00 -1.37389514e+00 5.46949658e-03 -8.71855105e-01 1.49848299e+00] Distance 6.025840156275332 Each least square approximations [-10.7207579 -4.14449315 0.17523809 2.18284131 -2.95978783 -0.94892569 -2.37327005 -1.21749142 0.01087284 1.69124706 0.45742638 0.19322221 -1.21294569 2.51404576 0.29867208 0.34806971 -1.43993138 0.15746901 -3.34770083 1.82369769] Distance 6.967364030439889 Each least square approximations [-4.00644454 1.570788 -4.3367432 2.63634323 1.36842503 -1.75569269 -2.94639851 0.54494813 0.36343726 3.02403922 -1.87049335 -1.7916646 -0.40563745 0.65044526 1.03674472 1.62650731 -1.31749162 1.89237252 -1.33089891 0.46633052] Distance 11.09340330348196 Each least square approximations [ 8.12882775 -1.5254987 -2.30044194 -0.20358279 0.89677957 -0.4598821 -3.22995516 -1.72912463 -3.05304303 2.65122263 -4.27461017 0.22928948 0.07242197 -0.94601187 -0.04184687 1.18370804 -1.23775443 2.14734519 -0.9921596 -0.5722756 ] Distance 8.732875923397957 Each least square approximations [10.5099858 3.74510278 -5.02939511 3.67803935 -3.18726116 -0.2103997 0.63297196 0.32205793 0.46871608 -0.0154672 -2.42341583 2.12590067 0.42963754 0.62840638 -0.16939832 0.70063906 1.064726 0.27680708 0.99777178 -0.79337555] Distance 4.50671462376947 Each least square approximations [-7.72702008 -0.67802404 -0.92748659 -0.3674105 -1.08878534 3.94330553 0.52170799 -0.43237945 2.77120213 0.06586971 0.96154509 -3.12547624 -3.09176105 -0.98307446 -0.44136939 2.06031179 -3.1140124 0.39532351 -3.15778493 0.59519394] Distance 8.774701159910567 Each least square approximations [-5.09011299 5.70608196 1.71331743 -2.81154745 -1.20855315 -0.65260814 -0.02987175 -1.92928794 0.46460464 1.96025448 0.77537276 1.94368517 -0.73203661 -0.77766485 0.13409569 2.58623864 2.39679681 0.20930538 0.25212869 -0.24492071] Distance 10.571544846756067 Each least square approximations [-6.40914353 0.93451872 2.35138774 1.25352954 -0.58657122 -0.02547973 -5.09680994 -0.73228966 -1.63176135 -1.45506783 -1.11821644 0.16219531 4.15083899 0.51381358 -0.90962588 -1.30751808 1.11563189 1.81984807 1.59233304 -2.9364507 ] Distance 9.547865557305041 Each least square approximations [ 6.49822051 0.25786728 2.43126587 -2.67622798 -0.03782746 1.44921045 -0.47368821 0.44014077 0.63543947 0.25180453 -3.45388554 -1.21524878 0.46553667 -1.85482466 0.54982658 0.48891398 -0.13475232 -0.60332806 0.57184217 2.40903423] Distance 11.242866109144945 Each least square approximations [ 6.06352129 5.15294384 2.03943575 1.84411456 2.23509248 -1.02533054 0.25130123 -0.039102 -1.83929578 -3.14348938 3.50780738 -1.13820441 -0.40090535 -0.05488048 -0.64794949 -1.13823399 -1.45310342 0.31638819 -0.52772288 -0.14021021] Distance 10.03136737603235 Each least square approximations [ 7.54452591 -2.20100187 1.53028891 -1.89090563 1.00423294 1.84831872 -0.56467126 -0.30192512 1.36849131 -0.95157575 1.28898065 -2.05628115 -2.02657621 -2.70915438 -1.22654409 -0.64156191 0.13732163 -2.36991086 0.44961502 2.49578019] Distance 10.11234186322707 Each least square approximations [-5.87610571e+00 -5.08900559e+00 9.76620064e-01 6.74949111e-01 -2.24660431e+00 6.91286242e-01 -1.07255178e+00 -2.68780378e+00 1.95094191e+00 1.48766078e+00 -6.11436989e-01 1.03616589e+00 8.57539647e-01 1.77154998e+00 -5.15606140e-03 7.00370507e-01 -1.35534434e-01 -2.15054832e-01 -2.41596395e+00 4.53049427e-01] Distance 10.733090468943935 Each least square approximations [-6.22446366 0.83734789 -6.80563136 0.42862769 -1.98005163 -2.09367038 -1.30780075 1.2231213 -2.35499062 -1.4214233 1.73502248 0.99516169 0.51402749 -0.08331599 0.1424333 2.50811864 -1.59244638 0.2856894 -1.36343376 0.1817026 ] Distance 8.957569029201 Each least square approximations [ 7.13676715 2.13762913 -0.03109983 -1.13830175 -1.91208328 3.80413103 -1.64538213 -2.68841495 -0.71270908 -2.71874856 -0.86012006 -0.62209947 0.9501632 0.3225174 -0.55751786 -0.8223435 0.21082684 -0.68156178 -0.03674302 -0.04145662] Distance 10.195995623145285 Each least square approximations [ 6.79237483e+00 -6.94690572e-04 -3.57289352e+00 -4.85560131e+00 1.29294957e+00 5.73710853e-01 -2.15616823e-01 -2.04038576e+00 1.78350500e+00 -3.59177355e-01 4.36029351e-01 -1.10934159e+00 -9.51610490e-01 5.88458495e-01 1.29748887e+00 6.75557829e-01 -1.20229989e+00 -5.17060103e-01 1.16280221e+00 2.32426076e+00] Distance 9.750575334710486 Each least square approximations [-7.48653811 -2.86456411 -2.04458403 -0.72174123 4.42057159 -0.18026542 0.26691276 1.89339849 -0.90036411 0.57441958 1.99453758 0.75503769 0.24255755 -1.39596391 -0.28513747 0.17552503 -1.26033019 1.15747688 -1.5569205 -0.17727679] Distance 9.745514588380162 Each least square approximations [-8.73827129e+00 4.75529029e-01 2.19384438e-01 2.78952116e-02 -2.23485123e+00 1.45664094e+00 7.73250902e-02 -2.60641721e+00 -9.38627603e-01 2.36886094e-01 -1.39845211e+00 5.00932904e-01 7.03560029e-01 3.52270309e-01 -7.36776438e-01 -7.47696405e-01 1.67222569e-03 -1.98612345e+00 -1.70656219e+00 8.85170396e-01] Distance 9.864030914137816 Each least square approximations [-9.44049906 -5.83845173 -0.67592128 -1.34103536 -1.86095689 1.99084342 -2.16527202 -0.89099642 -2.18042832 -1.6962786 -0.02851189 -1.41026556 -1.26499521 2.15940077 0.80892152 0.12135026 0.35368622 1.70345328 -0.11728564 2.18795658] Distance 6.131601327952044 Each least square approximations [ 7.9715935 -0.18488235 2.04198941 -3.87748924 2.86931778 1.32248836 0.58412539 0.2783018 0.4027004 0.62776118 1.08944364 0.42648962 1.91127475 2.42484592 -0.90488958 -1.25733674 0.44611453 0.38529433 1.77004698 -0.02660324] Distance 9.477762418458315 Each least square approximations [ 8.63763476 -0.73689868 2.50230363 -3.98692936 -1.12935853 -0.11696279 1.27552904 1.94612971 -0.983796 -2.56381231 2.27579431 -0.44070257 0.94116695 1.22002666 0.80288522 1.81062833 -0.33063545 -0.12348064 1.02216827 1.02001202] Distance 8.655555067333102 Each least square approximations [ 8.10082864 -0.9362822 -0.24147547 -3.57870647 -1.90406132 -4.56868445 -0.90250256 0.74651218 2.54382815 -1.00717152 -0.04346926 -0.52868572 -2.17751092 0.73700052 0.29089826 0.09643276 2.32006015 2.06996772 -0.25069416 0.29993338] Distance 8.494186193480614 Each least square approximations [-8.19432865 2.67198522 3.65347298 0.69240988 -0.73951012 -0.23886672 -3.81339335 -0.29736303 -0.09867861 2.12901208 -0.9726278 0.50038072 0.45294999 1.24773961 0.3661504 0.41731585 -0.06793845 1.08364929 0.5889606 0.77456251] Distance 9.331111102665199 Each least square approximations [-6.34680084 3.59612628 -7.17552186 2.30445967 -2.65007258 -2.04999692 1.18310751 -0.23457465 -2.3492642 1.04313491 -0.76044009 1.72976646 -1.8613594 0.41828631 1.72658541 3.54143997 -1.99455208 0.38824178 -0.61673098 -1.46167003] Distance 7.957267391827215 Each least square approximations [ 8.89778319 2.9494187 -0.55718648 -0.70177142 -1.03034364 5.48121905 -1.37429418 -2.09399183 0.18219559 -3.43825522 -0.43091505 -1.26312715 1.97088344 0.08342823 -0.30120666 -0.39478663 -0.18295352 1.18023782 0.63195062 0.0720698 ] Distance 8.73730262621829 Each least square approximations [ 9.13098206 1.18751735 -1.1769531 -5.24473267 4.67030444 1.76712702 -0.89018785 -0.96368415 0.7806746 -1.63892048 -0.45183633 1.64219717 -0.77689378 -0.23630625 1.20852712 -0.78451506 -3.44976059 -0.48872659 -1.47414584 1.67272222] Distance 7.457947927214228 Each least square approximations [-10.04571746 -1.36179128 -4.25570326 -1.85736507 3.23676496 -2.1344172 3.26944833 -1.49752572 1.41648776 1.07604202 1.01888181 2.59074343 -0.59681401 -1.26279018 -1.08307121 -0.93118068 -0.13415216 0.51346518 -0.63713318 0.33774206] Distance 7.348045393008004 Each least square approximations [-11.29208206 -1.31167358 -2.69618657 -1.9393492 -2.11230774 0.07616133 -1.04203562 -3.90731834 1.83121835 0.1028489 0.88499202 -1.30101445 1.89644818 0.56711651 -0.04908524 0.35829611 0.11972503 -1.30415228 -1.55406801 1.58270073] Distance 6.662590100351816 Each least square approximations [-9.60791543 -3.42838599 3.07494609 -1.73691036 -4.09278165 1.01965639 -2.68560002 -1.06927381 -0.3931597 0.70465253 0.23487957 0.69019681 0.96897997 1.30193601 1.31124603 -0.2802223 -0.2909434 -0.53479534 0.98804307 1.28845011] Distance 8.407787637176563 Each least square approximations [ 8.2422159 -2.02293055 4.15799077 -3.44802762 4.78144009 0.61238655 -2.25628585 0.22770849 0.91325633 1.89310388 2.18784359 -0.60856247 1.31031479 2.3807495 0.57551222 0.18397176 0.72198221 -0.63522544 1.73739716 -0.69746159] Distance 8.405838873623209 Each least square approximations [13.39043249 -1.7249302 0.68477281 -2.9753393 -2.48643185 1.69421847 1.45518972 -0.40691659 1.53225257 -0.26440029 2.2514401 -0.40114095 -0.80028843 1.06578848 -0.33546269 -0.54759799 -0.70868619 -0.45946839 0.21515086 0.0568405 ] Distance 2.908782799808012 Each least square approximations [ 9.78068419 -1.59917583 -0.27544949 -3.5716439 -3.25866321 -1.95488535 1.21032787 1.00585123 1.98304753 1.01235947 0.39217972 -0.52659998 1.77428083 0.4314124 1.06414589 2.71247856 0.43054435 1.91051978 -0.95806584 0.61499215] Distance 8.466631329685574 Each least square approximations [-11.76506026 3.6597423 4.35322398 0.14062886 2.06586278 -0.93535613 0.57955841 1.19473238 -0.86779499 2.19641262 -0.77549061 0.65503141 0.21082557 0.7899994 0.11106281 -1.06664408 -1.04676506 -0.32528046 -0.90683789 -0.37698086] Distance 5.8066992339347605 Each least square approximations [-4.91365098 -7.16194839 -7.38207149 3.22641004 -1.31593211 2.74275842 -0.95194332 -2.66700974 0.53718718 -0.03732538 -0.28808665 0.77174161 -2.69627756 -2.05943258 -1.21002752 0.14452905 -2.18746808 0.93675822 1.61193665 -0.4886048 ] Distance 4.607247033445163 Each least square approximations [ 2.90330561 4.16761042 1.00883426 -1.40651025 0.04520379 2.32136941 -0.97048664 -1.56421868 -4.22975877 -1.66453474 -1.23204809 -1.82193684 0.99801825 -0.22584124 0.13644264 -0.12801171 1.31801652 -0.16697336 -1.07852341 0.97179989] Distance 11.544677492026128 Each least square approximations [ 3.49966525 0.62866017 -3.83074435 -2.06258886 2.79264556 -1.06418368 -0.03696333 -0.00453519 3.83734121 -0.43699801 -0.29101853 -1.48104651 -1.88480083 3.81150009 -0.86259321 -2.51684033 -1.62370239 -0.60655651 0.86410093 0.17416284] Distance 10.708319117686282 Each least square approximations [-4.87902024 4.76274238 -4.45734884 1.65888781 1.50585811 0.56163885 -0.3605673 -0.31682292 -1.32014565 2.20177506 3.39332985 -1.23434466 -1.12711721 -1.69420019 -3.18621587 -1.11086173 0.41868409 -1.50409509 -1.0479911 1.0972447 ] Distance 9.459891492195986 Each least square approximations [-2.12339737 1.92990454 -0.02040791 0.4683224 -2.13054736 2.19758898 -3.60488288 -2.78429543 0.39734104 0.59185227 -2.6439564 -0.47888361 2.92511216 1.21111623 2.48671204 0.20706147 0.87343295 -0.22988215 -1.0634951 1.47567704] Distance 11.603255549114339 Each least square approximations [-4.99937608e+00 1.05659283e+00 -1.77531313e+00 -1.89452731e+00 -1.31605478e+00 8.43542077e-01 -6.34481477e+00 -1.64477804e+00 1.82496213e+00 -3.30165633e-01 3.99697969e-02 -2.27437042e+00 6.25354209e-03 6.63691091e-01 1.52162481e+00 -3.44718974e+00 1.73492989e+00 -1.00745944e+00 -5.06131619e-01 1.03217695e+00] Distance 9.7185806025836 Each least square approximations [ 3.0520622 1.3066982 0.35528403 -6.37677064 2.24380614 2.51518078 1.62620646 -2.24448783 -0.83507515 -0.59297287 2.56370904 -1.56780423 -0.66587702 1.38253365 1.44925466 2.31449889 0.56594685 1.93605461 0.64909332 0.22235445] Distance 10.29663940719817 Each least square approximations [ 4.57284722 0.34359176 2.4784599 -2.03350555 -0.46986169 0.1116394 -0.09704738 4.44768649 2.17228112 0.47921289 0.56755481 0.34942681 1.51572814 -3.07325906 0.43253498 0.73636656 0.93549623 1.25238127 -0.19170106 1.93467224] Distance 11.219968444922394 Each least square approximations [ 3.36489732 -0.39765594 -0.41639205 -3.82999302 -1.35208205 -4.42185842 1.95667656 0.17726145 -0.41369842 -0.63222112 -0.55735876 -2.83679605 0.31240915 1.20250446 -0.42818488 0.3179335 0.65221199 -2.28310166 1.34848413 -0.11247799] Distance 11.46808675640598 Each least square approximations [-3.47219426e+00 -4.16605412e-01 5.72212936e+00 -1.31739284e+00 -1.39656341e-01 1.53816754e+00 -6.58633725e-01 2.61476999e-01 -4.43091756e-01 -1.94044476e-01 4.21915707e-01 -4.66802378e-01 9.50565024e-01 6.28222517e-01 -3.63997568e-03 -1.36523770e+00 2.85938540e+00 -7.19599582e-01 -2.03195781e+00 1.20120467e+00] Distance 11.56086167308342 Each least square approximations [-8.92844438 -1.78067993 -4.61183115 0.86366624 -0.41486776 -5.50517893 -0.83577033 0.58332543 -2.89769401 -0.55895518 1.61318444 -0.49403993 -1.52769687 -0.57464985 -1.38392644 2.27248094 0.04286633 -0.40532882 0.65582074 1.57793357] Distance 6.6184964048634916 Each least square approximations [ 6.70821135 3.33663359 -0.86737383 -2.2182588 -1.093342 3.09978916 -1.82565435 -2.74372298 -1.00962022 -1.91326221 -0.57159999 -1.06736534 1.77963827 -0.90210018 -0.24638193 0.23971623 -0.36119014 1.03754177 1.09372653 0.7251002 ] Distance 10.390623764530702 Each least square approximations [ 8.2981529 -0.48689185 0.95472628 -4.92974719 1.83951403 -1.85085432 -1.0704581 -1.47717699 1.78511602 1.35128112 -0.69714127 0.73054794 -1.14864847 1.98558635 1.13754936 0.61678664 -0.18444475 0.56851359 2.67337824 -0.41566374] Distance 8.91722860899848 Each least square approximations [-7.27061285 -1.90148839 -3.88131252 1.29411059 1.26640299 0.46441422 1.98106764 1.4194686 -0.48851159 -1.02145702 0.44999188 -0.98516877 -1.86057302 -2.74472007 -1.78478908 -1.0454539 -1.35779902 -0.38383682 0.33618471 0.4153323 ] Distance 10.17985162562237 Each least square approximations [-8.15549778 -0.29892204 0.89814234 0.01242633 -2.17986493 -1.15570844 -1.02940113 -2.27830858 -2.51429347 -0.260959 -3.68805648 -1.05612623 1.69034009 -0.14321138 2.44178506 -0.033051 0.71677988 1.92772496 -0.88099466 0.53550219] Distance 9.466957555955485 Each least square approximations [-8.18066627 -2.01154926 0.05464574 -1.03135319 -3.15092836 3.41651387 -2.04083451 0.48390904 1.28299501 0.97176985 0.84262576 -1.0095665 1.42067673 0.75103003 -0.65666745 -2.63454112 0.81889208 0.77662553 0.86538641 0.80654743] Distance 9.467140825138388 Each least square approximations [ 8.40272181 5.05807733 3.4696454 -6.00907128 2.14208117 -1.54766864 -0.30691228 -0.26489214 -3.07541494 0.82194519 1.25778236 0.5799487 1.82316157 -0.15553016 -0.10097131 -0.65477722 0.45414547 1.06108004 0.08663254 -0.56538834] Distance 5.968790237513423 Each least square approximations [ 7.64214516 -0.05676517 1.7435589 -5.18619872 1.8436681 0.4383244 -1.80923216 0.8666342 1.72438447 -0.69823166 0.01047204 -0.68114859 1.11019157 -1.02536607 0.67298693 0.33907713 -0.4138152 0.44905703 -1.20188709 -0.46358144] Distance 9.992158906158986 Each least square approximations [ 6.59560389 -1.32231233 0.08788338 -6.85443481 -0.25844813 -1.51167481 -0.02174048 -0.65744861 0.514035 -2.28548762 -0.58030428 1.66714476 -0.8129725 1.20312045 -0.7857049 0.36738073 0.02022879 1.43469994 -2.07292349 0.08476511] Distance 9.57897001708758 Each least square approximations [-7.39109823e+00 5.46854294e-01 4.47817882e+00 1.92829929e+00 -1.10389765e+00 7.00376674e-01 2.62698161e-01 2.75412611e+00 -1.63674591e-01 1.75920193e+00 2.66635162e+00 -1.01193668e+00 1.87547854e+00 -3.89908369e-01 1.05988480e+00 1.34074001e+00 -7.64010247e-03 1.47199288e+00 -6.49749259e-04 1.07315812e+00] Distance 9.766436837974306 Each least square approximations [-6.48490267 5.72221122 -5.4230677 3.50770575 -0.59093348 -1.49818386 1.53416405 1.65170114 -2.70459122 0.23407065 -2.20549888 -0.55256801 -1.50333838 0.97826225 -1.98055023 -0.39002919 -0.79575438 0.04758475 0.5584616 -1.43876314] Distance 8.072900480273782 Each least square approximations [10.71794617 -0.06546575 2.30159405 -0.90737516 -0.67650558 1.93690765 -3.04830604 -0.92909438 1.55840634 -0.53211164 -1.15982219 -0.04624565 1.22307133 1.06969589 0.11168523 0.37235154 1.23294763 0.6975471 -0.24346295 3.10388109] Distance 7.63494873229395 Each least square approximations [ 9.74707296 -2.14706355 -4.27743714 -3.03661919 2.26799655 -0.65875302 -0.17825505 -1.36149676 1.25616285 1.02784279 1.38719801 -0.45161013 0.86429524 -1.71914405 -0.3067599 0.24581317 0.02505552 -0.39103962 -0.85709925 -0.40155812] Distance 8.242678753983327 Each least square approximations [-9.19714603 -3.66447123 -3.34827947 0.3737855 0.7514418 0.66675853 -0.1298876 -0.43308788 -0.9088562 -1.7595862 3.29249013 2.54003615 -1.13137287 -0.54114938 1.23444773 -0.08235873 -2.0291274 1.68796891 -1.15023928 0.12324168] Distance 8.30685900470892 Each least square approximations [-10.18756445 3.71466261 -0.47950467 -2.24735172 -2.40302402 -1.10028079 -0.11963393 0.0212036 2.5685088 1.20259328 0.4610924 0.85806094 -0.05341679 0.0715315 1.28464209 -0.98917057 1.78422422 1.11480122 -1.24589068 -0.69191804] Distance 8.015919166227105 Each least square approximations [-8.96623774 -2.43457024 4.76090586 -1.89771504 -2.18838009 1.70715382 -1.5454428 -0.8259381 -0.34106695 0.3702425 1.00017764 0.25773331 2.06375105 -1.42439689 1.80510698 1.94457994 1.81504421 1.07252993 -0.39734615 -0.83903805] Distance 8.300017346693362 Each least square approximations [ 9.69647178 -4.05593498 4.15561124 -2.01686761 1.87590649 0.01899517 -0.24855795 0.71904787 -0.12670635 0.09355973 -0.24836931 -0.11853858 -0.13002694 -1.32935287 0.04640255 -0.12026998 -0.71034694 -1.60732392 1.52388499 -0.53732676] Distance 8.288508041210843 Each least square approximations [ 9.17249464 4.30080838 3.04038462 -2.82002205 1.84127182 0.20928049 -1.39040776 0.36697322 0.94242615 -2.59989882 0.27032509 -1.01626707 -1.33839837 -0.1032471 -0.15597238 -0.09549264 0.52480538 -0.62329647 -0.43696485 -1.72896892] Distance 8.511386215036447 Each least square approximations [11.80877192 -2.48165227 2.4689792 -2.08781916 3.20559494 -0.47677298 -0.73167022 -0.15375001 -1.70380958 2.1645145 -0.07740426 -0.11519194 2.4433087 1.64070297 2.30353354 0.25702706 0.2414027 0.65874161 0.2696608 0.84059833] Distance 4.708643286953149 Each least square approximations [-10.81332402 -2.82164825 1.4586047 1.74746883 -0.56853438 1.23308891 -1.64825212 0.06386338 2.80933062 1.15718183 -0.1068741 0.67075399 -0.12374003 -0.89869552 0.27374942 -0.4571713 -2.2427359 0.76158701 -1.15660139 1.64711891] Distance 7.557196188381669 Each least square approximations [-6.57842302 4.7387596 -4.86166997 4.19193913 -0.5560206 0.86443045 2.12715526 1.21776307 -3.6547589 1.20602445 -0.84283537 -0.94312686 2.56000898 1.48477281 -0.40500785 1.75897468 -0.01577917 0.61055785 -0.03906851 -0.71954336] Distance 8.259596683345034 Each least square approximations [ 9.78845354 -3.22203109 1.24059506 -0.57959204 -0.78253404 3.07670432 -3.25444538 -1.46253746 -0.10349811 -0.76333756 -1.44318412 -0.52919033 -1.19332545 2.30045985 -0.8695804 -0.49576016 0.92220822 -0.74264594 -0.17678434 0.61345969] Distance 8.257226809567873 Each least square approximations [ 9.36013938 -0.96845042 -4.12877114 -0.28891298 2.72048955 -0.54734849 -1.3802325 -0.40148932 1.12294263 1.90945228 2.9129916 -0.09548384 0.07656099 -1.04500485 0.78813711 0.3183912 -0.31409231 -0.02951566 -0.67690684 -1.04841136] Distance 8.900488917851748 Each least square approximations [-9.59498658 -4.58400256 -3.41755437 -2.22578333 -1.09240946 1.22723745 0.36023497 0.96113936 -0.62997158 2.21804549 3.40566869 2.29712264 0.35588454 -0.0747314 1.28536657 2.60026007 -1.68357411 1.4934614 0.38222309 -1.73809399] Distance 6.253927623093738 Each least square approximations [-9.73805185 3.56168758 -0.25956243 -4.33822296 -0.52269952 -0.1069559 0.52069549 1.60973605 -0.39455091 1.50530951 1.35072053 2.81847583 2.23089113 -0.4566552 -1.60051449 -0.47323089 -0.23764274 0.55243527 -1.30381523 0.12363666] Distance 7.7302830531445235 Each least square approximations [-1.08992941e+01 -1.72801099e+00 4.57261424e+00 2.42348972e-01 -4.10228127e-01 -1.81137607e+00 -1.01242333e+00 1.79721307e+00 -1.76876633e+00 -4.57427476e-01 1.47541997e+00 7.08269827e-01 -3.01354788e-01 -5.99560773e-01 -5.51918969e-02 5.24273658e-02 1.57197079e+00 1.25904198e-01 -8.26039337e-01 -8.11154613e-03] Distance 7.172911305510877 Each least square approximations [ 9.25888278 -3.42209635 3.16574227 -2.59045379 -0.85372618 2.06261828 -0.48869943 2.05082026 1.62104102 -0.08120096 1.39271224 1.28702543 0.52420069 -0.09568558 -0.1925533 0.85065016 0.45690643 -3.49587812 2.71255088 0.48584599] Distance 7.787679183812232 Each least square approximations [ 8.87585078e+00 3.36058191e+00 -1.69573534e-01 -3.86281793e+00 1.88219439e+00 -2.03835750e+00 -1.39640012e+00 -1.90663673e+00 3.34807136e-01 -3.12522616e+00 1.97988968e+00 -8.91768212e-01 -1.41946948e+00 -3.66246164e-01 1.29125679e-01 -9.00246329e-01 -7.72698868e-03 -2.83868760e-01 1.05165603e+00 2.25463830e-01] Distance 8.627272417147749 Each least square approximations [12.12582905 -4.28127278 -3.8606504 1.5950968 1.04939806 -1.20187759 -0.27984546 0.69546115 0.54905342 0.40312098 0.79570716 1.23643002 0.76845535 -0.48605936 -0.22973673 -2.26556656 0.54326874 0.25919917 -0.97906912 -0.21581745] Distance 3.951895644271061 Each least square approximations [-10.61239869 -1.60925745 -0.4559102 3.7866032 -0.47894201 -2.86043502 -0.64504378 -0.42398671 2.51378298 0.42182628 -0.59455478 -0.03365688 -0.56079421 0.9946101 0.25481711 -1.65169952 0.65623592 -0.16375449 -2.20050777 1.20517468] Distance 7.42145813534663 Each least square approximations [-7.27919278 5.36584107 -2.86910154 3.26520348 -1.028836 -3.0700775 -2.17817076 1.88246941 -1.26456564 1.22687225 0.66076489 0.68155075 0.05945046 -1.65315292 -0.67352781 1.81606816 -3.18627965 0.25618553 1.94357948 -0.01845771] Distance 8.391242809401138 Each least square approximations [ 9.39850494e+00 4.20199270e-03 6.85216025e-01 -1.75008126e+00 -2.57254162e+00 2.67469251e+00 -2.17604943e+00 2.83399330e-01 4.75159060e-01 -2.44613724e-01 -1.45098064e+00 -1.02047903e+00 -4.72082045e-01 -2.17242306e+00 8.44306833e-01 9.62058066e-01 -1.04060610e+00 -3.47846143e-01 -3.57380889e-01 8.61051172e-01] Distance 9.581699502913706 Each least square approximations [ 9.38333039 0.98442989 -0.45394243 -4.9363377 0.53184013 -2.47399905 -1.78728794 -2.81597532 1.06792437 1.44925141 0.01129898 0.79222578 0.75921867 -0.31179286 0.27838659 0.62832219 -1.25677548 2.10612022 -1.98286996 -0.08320125] Distance 8.262030670858072 Each least square approximations [-10.07805345 -4.39712376 -0.37594476 1.20092397 0.35071533 0.97851064 4.3415576 0.43259368 -1.63922518 0.09173761 -1.8532653 3.42488613 -1.0686793 -1.8331337 -0.63430396 -1.51750074 -1.20695941 0.02574435 -0.50123213 1.01872851] Distance 6.62801090206424 Each least square approximations [-8.43600631 1.33643021 0.42565203 -2.65806064 -4.6534524 -0.30712987 -0.79667419 0.43963517 1.78999256 0.6439674 0.41495724 1.19620146 0.36062591 -0.43519916 -0.7453756 -0.04066884 0.73236972 2.55960679 -1.12360959 -0.73915614] Distance 9.827292574468833 Each least square approximations [-9.23478069 -0.97012941 2.41256947 -1.70329272 -4.05253347 1.54415643 0.35781598 1.3289034 -1.00487731 0.26311997 -2.64633412 -0.39146367 3.03992279 -0.96718735 0.48722054 0.13956388 0.69657531 0.59962583 0.67571539 -0.38324847] Distance 8.864770077276205 Each least square approximations [ 8.99058476 -1.48287015 2.91901775 -1.703638 3.46111789 -2.85414226 1.28903328 1.85498555 0.29120466 1.60511905 -0.96197876 0.36537453 0.63580578 0.86565992 0.30808067 -1.33073929 -2.29789548 -0.07249229 0.07252851 0.07083122] Distance 9.090142210273351 Each least square approximations [ 9.04134417 0.29004777 0.88723732 -2.50942392 3.33129985 -0.43223958 -2.51909593 0.32313558 1.88029563 -1.9610231 2.96067893 -1.68502191 0.52791822 1.37526285 -0.84583584 2.06925994 1.35647953 0.24885429 -0.55542252 -0.63515107] Distance 8.884274654954025 Each least square approximations [ 8.74024762 -1.33304817 0.03694923 -3.92644572 2.35467619 0.72330779 -0.74144812 -0.79247302 2.34207072 -0.02945733 2.99316667 0.26990556 -0.06671864 2.07282326 0.17401414 1.36993247 0.35161386 0.68329967 -2.73804613 0.6093838 ] Distance 9.183085418949783 Each least square approximations [-9.4248008 -1.01507119 1.81061722 -0.17151887 -0.71850753 -2.66933151 -0.53963318 2.42050577 1.54889474 4.04882494 0.98344758 -0.54808239 1.19917328 -0.64245109 -1.42359032 0.08771541 -0.9178971 1.78057206 -0.6617578 0.81214489] Distance 8.85069868266754 Each least square approximations [-6.13742593 2.28418409 -2.67138836 4.95707638 -0.05824731 -0.64574654 -0.58781375 2.27477131 -1.55221207 1.61355016 -1.85836281 -3.13836719 0.49052622 0.93709127 -2.70892144 0.20096367 -4.09808178 -0.41346738 1.42908679 1.59917081] Distance 8.999449433877652 Each least square approximations [ 8.50165519 -1.07416535 3.39529717 -2.64321782 -2.1022932 -0.63768125 -2.93628898 -1.45458789 0.69073893 1.64535575 -2.36470297 -0.84849195 -0.67008757 -1.55407082 1.0542416 0.16645875 -0.04846707 1.05596016 -0.2653056 -1.71330263] Distance 9.207060541832911 Each least square approximations [ 9.79691746e+00 -3.49647064e-01 -2.21769980e+00 1.99793837e+00 -9.79652405e-01 -5.71278091e+00 7.85846649e-01 -1.13163341e+00 3.25316818e+00 -1.87963170e-01 -9.40972350e-01 -5.84950561e-01 -1.58781239e-01 -2.93149525e+00 2.63937551e+00 -1.95354402e+00 -2.55906231e-01 9.51978454e-03 -1.14186760e+00 -1.17204370e+00] Distance 5.950363860161255 Each least square approximations [-6.61732276 -1.96834295 -2.25390695 -0.61791173 -2.68128016 2.02591665 2.1152623 0.84751963 -1.29115495 -1.84613593 2.56661364 -1.4630612 -0.77002433 -2.4372747 -1.5909251 0.68985794 -4.79751215 0.61354757 -2.45195785 0.99929704] Distance 9.302943420514705 Each least square approximations [-5.34967236 2.6095428 1.96925448 -3.2740878 -3.63207347 0.08911798 0.14917164 -2.13790253 2.93535512 1.95761274 -0.20440711 2.46649705 -1.65885218 -1.74578563 1.28399642 0.88318099 2.27594206 3.61993398 -0.97449175 -1.5086595 ] Distance 9.683606978009179 Each least square approximations [-7.85482178 0.49250916 2.62024511 2.19759429 -0.85326187 0.91979152 -2.72965312 -0.22211967 0.33626175 -0.63291888 -0.18570703 -0.1285024 3.80220451 0.3735517 -0.48013514 0.21688286 1.08294384 2.4861555 -0.30035808 -2.6276533 ] Distance 9.869431459490029 Each least square approximations [ 8.59215202 -2.37258877 1.47959808 -3.2590182 -1.32953538 -1.75596793 1.64312822 2.08789321 -0.30257356 -0.99941536 -2.09501193 1.75032459 0.13897057 -3.41189607 2.24559498 0.62919305 -0.77410729 0.81889841 0.52623547 -0.03862771] Distance 8.862157414604718 Each least square approximations [ 5.23918019 2.64199715 1.33621202 -2.64696058 3.24270543 1.16295394 0.68580951 1.55565214 2.71631994 -3.18340629 1.83981698 -1.58154893 0.50142952 0.085921 0.13926255 0.53244026 0.5839324 0.04040128 -1.08311469 -0.55543936] Distance 11.231178257028644 Each least square approximations [ 7.91248436 -0.81375801 0.6175465 -1.14618756 2.43130172 0.0535124 -2.83549439 1.19568392 -0.69565102 0.19823835 3.53676994 0.51391353 1.83006808 1.70537832 -1.72080089 -0.47352778 -0.88466044 -0.05843146 -1.4486847 0.89886682] Distance 10.154945300584977 Each least square approximations [-5.74984586 -2.19226737 2.08686248 1.63110442 -1.15088272 0.46636096 -0.26949505 0.59441167 1.21865041 2.31538047 1.39377087 -0.48315298 0.76557244 1.39332084 -0.83224975 1.03822372 -0.10876873 0.74686922 -2.53121333 2.03278966] Distance 11.773858772709437 Each least square approximations [-6.66881122 3.05915467 -5.09028911 2.23480088 -3.45464875 -1.2923476 2.200908 -2.00168238 -2.85572148 1.61648591 0.28405019 1.37739525 -0.12281884 0.28875145 2.11241749 2.74881454 -2.38117237 -1.04642683 0.02544889 0.60602859] Distance 9.092813350437476 Each least square approximations [ 7.29200909 2.05870566 -0.37493431 0.44451807 -1.09250389 5.41110378 -1.10471411 -2.01603653 0.18844216 -3.24258283 -0.27437599 -1.62175261 0.39525135 0.0674589 0.11096896 -0.89124245 -0.31187947 1.29874642 1.15740301 -1.17846183] Distance 10.470152762539342 Each least square approximations [ 7.76789175 1.1423757 1.38420644 -3.40424725 6.38751716 0.6253343 -2.3995272 -0.97539346 1.44304139 -0.33600132 -0.30280302 0.75790432 -1.00380462 0.31452281 2.03878713 -0.84708039 -3.63870686 -0.36656753 -0.82929801 0.95943617] Distance 8.659778302799303 Each least square approximations [-8.46508395e+00 -1.32482623e+00 -4.65763360e+00 -3.88196207e+00 1.54314697e+00 -2.37530295e+00 4.32117632e+00 -4.90544275e-01 1.01546969e+00 2.11648026e+00 -5.85196097e-01 3.38238566e+00 1.26659330e+00 -8.76513874e-01 -1.68464929e+00 -7.41084959e-01 8.77793250e-01 9.99355024e-01 -4.78194934e-02 1.81408309e-03] Distance 7.741434516734363 Each least square approximations [-10.47660017 -3.45217861 -2.86185352 -1.54882121 -1.94394871 -0.35913253 0.0626053 -3.43573695 0.42177006 0.34233904 1.07850706 -0.88467855 3.6657306 -0.50424283 -1.17731253 0.58940437 0.07385154 -0.06800291 -1.06475927 1.21181518] Distance 7.321677000919333 Each least square approximations [-9.48132964 -3.1457072 1.99961416 0.379444 -3.35469064 0.07429225 -1.53602471 0.29959716 0.79409355 1.42483559 1.13416256 1.00934276 -0.80652934 1.65545038 1.19833485 -0.98275784 -0.61971365 -0.93024498 1.23628334 0.45434488] Distance 9.512219346537165 Each least square approximations [ 7.32156387 -1.38065821 3.46808745 -2.52438961 3.66521909 -0.01527179 -2.76474156 0.6350649 0.656513 1.32040963 3.1582893 -0.29449878 1.53320099 3.3951413 0.74900417 0.0329015 1.1460434 -1.06798829 2.02345465 -0.2814319 ] Distance 9.65251740282875 Each least square approximations [12.25200565 -3.82945993 -3.12968947 -4.53697767 -1.49784391 1.44185628 0.65902501 -0.11639718 0.55771333 -0.35348582 1.08298897 0.79531517 -0.70744584 -0.40267266 0.6322227 -0.38756802 -1.44855577 0.73526881 -0.71898224 0.67075836] Distance 3.8576853285040182 Each least square approximations [ 8.56415401 -0.84741718 -2.28297004 -2.2003444 -4.69683648 -0.96779263 -0.38788235 0.5012405 1.89321109 0.85957101 0.63140014 1.50143903 1.49828567 0.72649845 1.23204156 2.16935857 -0.29614137 2.44241633 -1.37076777 -0.75844612] Distance 9.480099020653899 Each least square approximations [-10.77602871 6.07837289 3.0800991 0.65470451 0.91787968 -3.49860019 0.50719983 1.67875347 -0.48986014 1.00584995 -0.56842445 -1.16504785 0.33735759 1.41092341 -0.58692579 -0.22670807 0.40394438 0.37261375 -0.30949811 0.31679117] Distance 6.065756610754912 Each least square approximations [-4.70951073 2.58160515 -4.14213911 2.69812027 0.88254377 -3.01913028 1.98318612 2.54246872 -3.12184848 1.93880722 0.89047839 0.71248979 -0.01343996 -1.01558738 -0.39180116 0.98262434 -1.00379664 1.80443968 0.27771443 1.84107877] Distance 10.576592506892569 Each least square approximations [10.7426649 0.55821626 -1.77972052 1.69287598 -0.29393955 1.24692583 -1.37449175 0.2587327 1.42769639 -0.62354411 0.19431015 0.81599088 1.07707212 1.14824389 0.10367079 -1.03378755 0.05352423 -0.57713985 -0.33654753 -0.70796674] Distance 8.782771469254595 Each least square approximations [ 7.71745963 -3.58905239 -3.12036015 -2.41243753 0.49052455 1.86114359 -0.85276624 -2.48365505 0.72790793 1.28821385 1.72139985 0.18916592 1.28133705 -0.09593306 1.77266987 1.73988706 -1.22851944 0.06922897 1.58439885 1.28260815] Distance 9.63575263095845 Each least square approximations [-6.81250303 -4.20689396 -3.59865569 -0.9195792 2.84990279 2.75902142 1.68620434 1.09119845 -2.15209729 -1.52640174 1.08293646 0.34138861 -0.12073634 -1.05085727 2.25355862 -0.3120468 -1.01924969 1.36234793 1.47229466 -1.24281038] Distance 9.555024347602926 Each least square approximations [-10.71089072 4.32611176 3.84198692 3.55445857 -2.67596154 0.0786329 1.23195615 0.27873539 -0.60374278 -1.31103328 1.83310182 -0.46338801 -0.19079491 -2.58027534 1.02509636 0.19504514 -0.85697046 -0.64070414 0.60298297 0.81062553] Distance 4.992044562904956 Each least square approximations [-7.45029533 -2.91112624 4.05657574 0.44809543 -2.52675089 4.56410711 0.3991173 -1.9664124 -2.14401782 -2.36650712 0.46777747 -1.629741 0.01002511 2.43772124 2.04029741 1.25682212 -0.05036213 -0.90439415 -1.04527156 0.48589559] Distance 8.446145111317941 Each least square approximations [ 7.69070420e+00 -1.73356713e+00 3.51455176e+00 -2.92502706e+00 1.27936778e+00 6.71566846e-01 -2.81659575e+00 2.45805386e+00 -2.54590897e+00 2.99007225e+00 -1.21915646e+00 -1.39322549e-01 3.55228810e-01 9.32602884e-01 9.45382190e-01 3.13190412e-01 1.06076045e+00 -1.91412398e+00 -1.43609452e-03 -1.01956046e+00] Distance 9.287408844656925 Each least square approximations [ 8.14675535e+00 2.94786279e+00 1.82295284e+00 -2.05947386e+00 2.83582794e+00 4.88890598e-01 -3.69471053e-01 1.37146188e+00 -1.76735438e+00 -1.50223862e+00 1.09481766e+00 -1.98930142e+00 -3.05034557e-01 -9.03151704e-01 -1.11507699e+00 -2.47265181e+00 5.29356900e-01 -4.44553264e-02 -4.62616200e-01 2.96528320e-03] Distance 9.894559734379591 Each least square approximations [ 8.2704936 -2.15799118 2.76887187 -4.3834287 -0.36846191 -0.20160901 -3.6918641 -0.82363358 0.75993286 0.24895275 1.02929975 -0.08481576 0.0848399 1.01917928 -1.16851194 0.18807282 0.6565076 1.84727026 -1.31727066 2.04052531] Distance 9.044578420930737 Each least square approximations [-9.48908878e+00 -8.90465125e-01 1.54893250e+00 1.30032485e+00 -5.24913524e+00 8.43591792e-03 -2.75615754e+00 -6.72649498e-02 -1.24088545e+00 1.17229751e+00 1.41750856e+00 -1.65798917e+00 5.33685780e-01 -3.39387542e-01 -6.19290012e-01 9.03143392e-01 -2.09934894e+00 -4.52402405e-01 -2.17084055e+00 4.35549567e-01] Distance 7.826712093588896 Each least square approximations [-4.93113733 3.28976403 -6.7113844 2.15409665 -2.15408195 -2.84066318 1.04408933 0.98306268 -1.87834174 0.94163406 -0.13633186 2.01524454 -2.25210491 -0.09772253 0.34687423 2.71496386 -0.81600952 0.83280329 -1.18745927 -2.16311258] Distance 8.773878149444592 Each least square approximations [ 8.30536358 3.21744988 -0.39132624 -1.27160339 -0.95816592 4.58809216 -1.52814013 -1.31456411 0.73686314 -2.80984447 0.43570319 -0.02265925 2.18607917 -0.24065558 -0.01698037 1.05629354 -0.39491277 0.00860098 -0.44497281 1.63228258] Distance 8.963900047731096 Each least square approximations [ 7.4240759 -0.22565135 -2.75900818 -5.58234717 3.43156409 0.63589304 -1.77857529 -1.28359913 0.72635464 -2.38208882 -0.1559458 -0.50224449 -0.72106246 -0.33689392 -0.10989108 0.1219316 -3.95673181 0.05798182 -0.283051 1.30816986] Distance 8.340357247451253 Each least square approximations [-8.78125764 -2.15743898 -3.02850691 0.56289257 4.54721323 -1.84308479 1.81389095 -2.22388189 0.06086491 -0.20141107 1.58752895 2.96110669 -0.30380124 -0.70315225 -1.87909502 0.44979953 -0.46653379 1.2946857 -0.0674804 0.54353042] Distance 7.9796118737176736 Each least square approximations [-10.08403081 -0.1942217 -1.61628223 -0.18275639 -4.08963244 0.28478229 -1.44401203 -2.7972632 0.58399779 1.76405989 1.43507977 -1.29564437 1.34819983 2.29005303 -1.26254436 0.11262442 -0.52794304 -0.37604964 -1.41495389 -0.34954828] Distance 7.456072817256927 Each least square approximations [-8.12472017 -3.88124542 2.20305647 -1.65446616 -5.74315978 1.66387833 -2.8888005 -1.00918996 -0.17556767 0.47521349 -0.91400153 -0.84209906 0.45282939 -0.7964443 1.65896206 1.42551668 -1.93633042 -0.68149184 -0.07687228 0.196389 ] Distance 7.721365414013415 Each least square approximations [ 6.76489523 -2.55996873 4.32523532 -3.15228489 5.50074869 0.5732622 -1.12303482 0.25187779 1.20012802 1.51198447 1.45914622 0.18410284 0.78308647 1.58060722 -0.3007913 -0.51773869 -0.39251422 -0.28354014 0.6827123 -0.90263235] Distance 9.018666407130114 Each least square approximations [11.0208036 -1.93793811 2.9043995 -2.94296036 -0.98279378 1.83013117 -0.58320892 1.74142251 0.01887711 -0.51660436 0.30982888 -2.37436577 -1.91315805 1.28922436 -1.76053386 -0.11814222 0.04956143 0.91683554 0.14689927 -0.79536008] Distance 6.257192483307335 Each least square approximations [ 8.8128346 -0.81429207 1.75297096 -3.57724712 -1.93608343 -2.96469059 0.37963286 0.58545243 0.63623428 0.85186248 1.62234129 -2.35350651 0.17365331 1.8690901 2.32392689 0.96249904 1.39482232 3.42590292 -0.14768701 -0.67646953] Distance 8.034122861258368 Each least square approximations [-10.60331411 2.58688705 4.3484107 -2.33329875 2.08581526 -0.07379573 -3.55059004 1.72466468 0.96624058 2.71536203 -0.73053622 1.46155923 -0.18397651 0.1888692 0.42043224 -0.25910331 -2.38453732 -0.09303991 -0.38568015 -0.46933456] Distance 4.931352819393843 Each least square approximations [-6.62067801 3.7920755 -6.21299464 2.58970882 -0.78554145 -2.36056348 2.34883554 -0.55252205 -3.45818773 1.9951716 -0.21682135 -0.04583927 -0.51222972 1.0930585 -0.6824642 2.11682306 -1.49833212 1.31566312 -0.62792139 -2.41080949] Distance 8.149366052437763 Each least square approximations [ 9.45654597 1.52629788 -1.44892591 -0.84943717 -1.521373 5.58015449 -1.32206787 -0.51233715 0.82548968 -1.94030089 0.18226367 -0.2703023 1.36899214 0.18720482 -0.15372035 1.21103174 0.38790786 0.07288908 -0.20197784 0.86462515] Distance 8.693907666220944 Each least square approximations [ 9.19293081 -0.42838993 -2.18732854 -2.771714 4.43873568 1.4706683 -2.68834242 -2.57655351 0.56019595 0.11488667 0.38604252 -0.55440764 0.11115081 -0.98693324 -0.26508864 -0.90101184 -2.01195062 -1.09424735 -0.51762927 0.37298395] Distance 8.562959830921239 Each least square approximations [-10.13853267 -2.80795953 -3.56408859 0.34985933 1.28884643 -0.80961485 1.23147675 -0.28918769 1.0239 1.20861493 2.96390471 4.90980757 -0.0441512 -0.51720233 -0.86406277 -1.37385083 -0.89990919 0.85526348 0.79369767 1.04311714] Distance 6.748377231562219 Each least square approximations [-11.612415 1.92007933 -4.17097908 -1.77911885 -1.02868753 -1.62102978 -1.75352357 -1.61137547 0.93536719 0.86954008 -0.73803391 0.43812678 1.62534659 -0.04006466 -0.11796865 0.49893076 -0.95290041 0.63265342 0.14673459 -0.90628095] Distance 6.216138163094569 Each least square approximations [-9.80137852 -2.56071136 3.27659148 -1.10517392 -4.54163289 1.66784736 -2.07916917 0.12098276 -0.81947062 2.29123775 0.19900097 -0.43766195 0.36147681 -1.24092123 1.50051305 -0.29612808 -0.60308528 -1.69435733 1.63009352 -1.09873844] Distance 7.4115612510055255 Each least square approximations [ 8.04562085 -1.53287261 4.54537971 -3.27756001 4.52043159 0.55359447 -1.76426232 0.28283936 0.5180557 1.00914215 1.23645523 0.17900466 1.3923855 1.82699944 0.42138075 0.29026311 1.03290304 -1.33846093 2.33573435 -0.75449048] Distance 8.65058185702115 Each least square approximations [12.20305791 3.19892925 -0.32604534 -3.75963098 -1.01624831 0.56514401 -0.71098896 -0.37562432 1.77495424 0.20251326 -1.39149837 -0.11923352 -0.29961966 0.77735583 0.01934239 -0.46501274 0.52009302 0.11349455 1.00868791 -1.25691881] Distance 5.495358759286654 Each least square approximations [ 1.09925384e+01 -1.54806437e+00 -2.44942253e-01 -2.42577297e+00 -9.14304909e-01 -1.24117147e+00 1.76826207e+00 -2.20464946e+00 4.91571106e-01 2.09107733e+00 -2.29552936e-01 -7.63428662e-05 4.73149073e-01 1.53360902e+00 7.59905543e-01 1.40303574e+00 6.65706184e-01 1.32605336e+00 -1.47167928e+00 9.60062505e-01] Distance 7.739610645475659 Each least square approximations [-13.45199175 0.26475175 1.22262093 -0.02333951 3.7167367 0.99606691 0.61846361 2.31679349 0.46176572 -0.62212478 0.30739444 -1.31947485 0.95195324 -0.06575688 0.20171253 -0.05197215 -0.66886922 -0.32267896 -0.66182271 -0.08176737] Distance 2.656346819699054 Each least square approximations [-6.48020555 3.78731662 -6.21748531 3.67349755 1.45761642 0.02612113 3.27815817 1.76378119 -0.84290418 2.44139773 0.73263021 1.234334 -0.85874146 -1.12089067 0.48201039 2.06215924 -1.22013073 1.54093916 -3.25871236 2.08580046] Distance 7.458991377008007 Each least square approximations [ 9.27464895 2.33661415 -0.06637077 -0.32002404 1.73954189 4.38207429 -4.09994568 -2.70970129 -1.46222578 0.51537501 -1.02464795 -1.04653258 0.37514186 -0.10284989 0.16000015 -0.24497165 0.74753553 0.33873933 0.26073924 -1.15068144] Distance 8.3266355361695 Each least square approximations [ 9.63667853 -2.11699763 -4.21414757 -2.1278682 2.90863478 0.16347437 -1.35512827 -1.12113833 -0.34148286 -0.32254136 -0.47581206 2.06791367 -1.23909109 0.95432108 -0.13000198 -1.40011976 -1.37410118 0.68886337 -0.43364013 -0.18674253] Distance 8.438246919557326 Each least square approximations [-9.76849831 -1.58565644 -6.68609518 0.48736323 0.10095519 0.22835021 0.87678375 -1.93584796 0.52649753 0.73901721 -0.98357905 -1.24705991 1.18078317 -0.36225735 1.14460068 -1.09580333 -2.76639295 2.11190221 -0.94210654 0.30603031] Distance 6.798243485242132 Each least square approximations [-9.95756112 1.82522544 3.37149478 -4.13606711 -0.8359097 0.43017747 -3.01920935 -1.45898557 -0.8148439 0.72466642 0.23405145 -1.08075164 0.37801852 -0.98329134 -0.72623601 1.99786151 0.72706238 -0.81007362 0.16616669 -0.21440867] Distance 7.859072718485687 Each least square approximations [-9.92279948 1.17279753 5.39304708 -0.91977434 -3.04394737 -0.25969834 -1.01797255 -4.17763488 2.0336049 -1.75622533 0.79369051 0.06235566 -0.08580009 1.62205071 -0.16874179 0.7382917 -0.68141224 0.54337862 1.45554576 -0.57584374] Distance 6.502675322715544 Each least square approximations [ 9.51228767 -2.17397363 1.27175492 -2.94071483 3.46410057 4.02245118 -2.55744685 1.1111725 -0.38698505 0.8486196 1.78928042 -1.13661572 -0.1730144 -2.14252724 1.997791 -0.86485725 0.51211462 -0.99580916 0.6148477 2.49118767] Distance 7.0823355869607125 Each least square approximations [ 9.12583084 2.25599001 3.13766774 -4.14120789 2.21793136 0.83418461 1.19785582 -1.22892548 -0.22119396 -0.31420603 2.31291971 0.43127308 -0.37096711 -0.58406934 -1.44597318 -0.30079968 -1.22639347 -0.1139836 -0.24441405 1.38260196] Distance 8.854029171516485 Each least square approximations [ 8.14596026 -2.86204746 -2.46832992 -5.21918711 -0.74259415 -2.00519064 -1.3351353 -0.0758782 -1.16892151 2.16639239 3.58709931 -0.70317538 0.6695142 -0.32547637 1.13651795 0.99119852 -1.61960469 0.17423563 -0.29499944 1.23314314] Distance 8.567296858586 Each least square approximations [-8.72733512 -1.35465396 5.22493621 3.10910359 -0.09484755 -0.62496744 -0.89785716 0.99266368 0.58797754 2.25897019 -0.74810966 -1.18513984 -0.12598511 1.7389452 -2.37580763 -0.31838803 0.13959549 -0.65623466 -1.5488643 -0.30052607] Distance 8.823465446780942 Each least square approximations [-5.9296469 3.55308825 -8.11953021 4.05009014 1.34518018 -3.81148249 2.76262409 2.59476167 -1.40266368 0.35629802 0.15439831 0.09165139 0.21198465 -0.50679101 0.54002276 0.31500051 -1.5653671 0.86587238 0.91409899 0.77550063] Distance 8.186118107925338 Each least square approximations [ 1.47500890e+01 3.55487515e+00 -6.05816044e-01 -8.36757934e-01 -7.34398254e-02 3.10328481e-01 -1.25428755e+00 2.85881043e-01 -5.58831496e-01 -2.54329678e-01 7.46406683e-01 9.05388993e-01 -9.09055983e-02 3.42074321e-01 -7.94286360e-02 4.45352729e-02 -6.79257237e-02 1.63567931e-01 -5.43068193e-03 2.03520987e-02] Distance 0.5835383573482943 Each least square approximations [11.26643609 -3.82753555 -4.68928503 -3.2452109 1.33530313 -0.16536652 -1.89554082 -0.54048517 0.70190392 -0.33513589 -0.24972472 1.91817705 1.31431778 0.39351577 1.75916583 -0.51924602 -0.69167507 -0.06096579 0.34068783 0.27884164] Distance 6.724402136156076 Each least square approximations [-9.47800071 -4.15903092 -6.67239715 0.44160232 2.76754701 1.76046834 1.32415876 0.16912697 0.3645052 -0.75835881 1.03195198 0.53966079 -0.89844025 -2.15438331 -0.42850391 -0.53599124 -2.47608531 0.4640977 0.608484 -1.24959966] Distance 7.391725231721107 Each least square approximations [-11.58281556 5.14311778 2.86849562 -1.72160984 -4.49543624 -1.13652163 -1.40076142 -1.30430573 2.5984042 0.99990112 -0.33447937 -1.03301855 0.58440023 -1.00772441 0.93516374 0.97830988 -0.48448168 0.76953063 -2.50740373 0.70283473] Distance 4.311526314988902 Each least square approximations [-9.98363502 -2.417086 6.73670692 -1.20976413 -2.78863101 1.64543456 -2.7435591 -1.66615529 0.2927936 -0.44516077 -1.26874419 -0.72874336 0.77103302 1.46965211 0.48283328 -0.08385429 -0.22584992 0.55684621 -0.05520229 -0.4525548 ] Distance 7.493234216358479 Each least square approximations [10.68701673 -2.68569445 4.59968633 -4.18349834 3.29722082 0.92508056 -1.95462971 0.0358752 1.11845348 2.88452953 -1.36019785 0.12463227 -0.18398587 -0.91248711 1.28146476 1.26197038 0.19571222 -0.88975289 -0.20988443 1.07823104] Distance 6.486721244081619 Each least square approximations [11.18546041 3.65806618 4.05137075 -2.41027949 4.42978757 0.7359887 0.68950755 -0.15065478 -0.63062423 -2.04850529 0.76253336 -1.13539901 -0.48443751 -1.38736341 -1.97324775 -1.74673819 -0.11154716 -1.08501546 0.03106382 -0.62684478] Distance 6.062300286379765 Each least square approximations [10.54372254 -5.1698175 2.1320456 -5.4877859 -0.19046959 -0.76125639 -1.9517814 0.59091212 0.56522573 1.81019108 2.91318702 -0.04666424 -0.39477798 0.91207535 0.40281174 0.97980055 -0.25679499 0.24757436 -1.32949356 1.4143085 ] Distance 6.313694619573802 Each least square approximations [-11.37653518 -4.39217544 3.92009692 2.34293909 -2.78513329 0.71062683 -2.37188921 1.3770153 0.357666 2.35554359 0.21147043 -0.77070512 -1.32377141 1.902471 0.14059375 0.27206483 -1.62595987 -0.04829728 -1.89760397 0.63554689] Distance 5.612209475143405 Each least square approximations [-8.41018629 4.48352869 -6.40063177 3.70615254 0.74514303 -0.55536626 0.89628309 3.52555621 -0.65299625 -0.46622744 0.04563605 0.13493698 -0.58917933 -1.14586218 -0.59994766 0.22253802 -1.32699545 -0.33121065 1.5858519 1.85318845] Distance 6.727341447034848 Each least square approximations [10.41811512 2.52273982 2.41389304 -0.88956238 -2.73550681 3.33888143 -3.33274882 -2.73093969 0.25257028 0.43622123 -0.78215665 -0.65604958 0.53335355 0.22379406 0.07468804 -1.56517228 1.21024664 -0.70122028 0.42890721 0.71537802] Distance 7.0703533333065485 Each least square approximations [ 9.88879114e+00 -2.01658583e+00 -4.19539823e+00 -4.42054619e+00 2.93545893e+00 -2.74494155e+00 -2.52954217e-01 -1.93657333e+00 -4.54755484e-01 7.84767139e-01 5.03268560e-01 5.48630870e-01 -6.86772343e-01 -1.32098586e+00 1.57442370e+00 -2.46589121e+00 -6.97172841e-03 -5.21562407e-02 -8.69560127e-02 1.22701468e+00] Distance 6.543075374863946 Each least square approximations [-9.71180674e+00 -3.32913567e+00 -5.22426191e+00 1.30675636e+00 8.27376980e-01 7.50972174e-01 1.56300255e-01 1.85404793e-01 -1.41372521e+00 -2.31735262e+00 5.82758112e-01 1.15436821e-03 1.02987729e+00 -2.88488762e+00 -7.33926181e-02 4.10600462e-01 -1.74031930e+00 7.65142965e-02 -1.58304074e+00 -4.13702570e-01] Distance 7.5336991738776105 Each least square approximations [-9.60513586 2.00056731 2.20658474 -4.50180264 -3.46220705 1.55849552 -0.94564481 -1.8897023 1.42219725 1.24547826 0.09489599 -0.93084419 -0.79051299 -0.92485502 0.55426871 0.3832498 1.23618215 1.43944271 -0.97353749 -0.41738904] Distance 8.003818086598049 Each least square approximations [-10.8246248 -1.51108539 4.91577235 -2.10071902 -1.19597308 1.55781201 -1.03190735 -0.73985684 0.94024519 -2.1151357 -0.84621442 -0.33882643 0.91999862 0.68617114 1.10628319 -0.27787829 -0.7151687 1.28352228 -0.83633416 -0.7263041 ] Distance 7.0532331821985785 Each least square approximations [12.09820158 -4.13829633 0.59507746 -2.80081905 2.25713707 0.66970992 1.50698728 1.40546743 -2.14911779 0.70640055 0.43717947 0.67873478 0.79919683 0.21294508 0.85521864 -0.27945906 0.15485108 2.10802038 0.99783501 -0.22057426] Distance 4.603123427017806 Each least square approximations [ 8.60332348 2.13996844 3.9272936 -4.91602717 2.67053758 1.39425041 0.4502001 -1.07925567 0.99545883 -0.50586836 1.92290375 -1.54665577 0.14481846 -0.38995804 -1.26678529 1.11678135 0.62039621 -0.22897475 0.21146206 -0.41284343] Distance 8.706279562057697 Each least square approximations [ 9.7528308 -1.11010015 -0.37685272 -5.30995139 1.6840219 -2.56900403 -2.95757465 2.54287744 -0.36156533 1.27952568 1.72341659 1.47889138 -0.61017845 0.88877565 1.48517446 2.34166276 -0.7063738 0.21493216 -0.43418167 1.08542411] Distance 6.958367771259797 Each least square approximations [-8.73535346 -1.69425401 4.73223752 3.56605307 0.07518074 0.23611786 -1.19059026 1.05210871 0.58519164 4.28196891 -0.07032872 -0.93150944 -0.79546305 0.07183961 -0.58039729 0.86760778 -0.64223879 -0.03041824 -1.415477 1.57391449] Distance 8.508729258604067 Each least square approximations [-5.86115808 3.53181037 -5.32612459 0.84257202 -2.79817066 -1.36554608 1.67937888 -0.86815661 -4.10408108 1.6278461 -0.17256088 0.87158632 -1.28707128 -0.75384547 -0.89241889 2.76936727 -1.4938882 0.89521773 -1.68131519 -0.72722854] Distance 8.937066347745912 Each least square approximations [ 6.9557096 1.94952597 0.23003371 0.19292626 -0.14265436 4.60973895 -1.79775539 -2.29101915 1.13691685 -3.34012944 -0.33329904 -0.95346921 0.88917432 0.00968554 -0.31126404 0.94080795 -0.35923931 0.31038567 -0.81963854 1.29188783] Distance 10.323502991455246 Each least square approximations [ 6.74320025 0.35198575 -1.83247528 -4.07946476 4.93816958 1.16495602 -1.48994462 -2.10444018 1.53764849 -0.9681029 0.72157728 -1.02904427 0.08953362 -0.4298618 0.23198308 1.20015258 -3.83186146 0.07428642 -1.0410277 1.17682529] Distance 9.202982039803773 Each least square approximations [-8.89965751 -1.06982377 -2.48096622 -2.13754182 3.76421597 -2.20022468 1.4370815 -1.16525568 -1.05436059 -0.14730369 2.12934132 4.14470278 0.77103922 0.43361329 -0.48868467 -0.46144771 -0.62935199 1.71939104 -0.14338977 0.50345144] Distance 8.074250550331493 Each least square approximations [-10.85195405 -2.74254971 -3.27173485 0.3948357 -2.04780949 0.0657437 0.2753758 -2.58212788 -0.32399146 1.48947575 0.43672005 0.24482832 0.4616785 -0.61583535 -2.34384376 0.47262946 -0.37514602 -0.31959726 0.12622213 1.47702254] Distance 6.927815046788644 Each least square approximations [-8.96963989 -4.09217779 0.48595618 -0.1849293 -4.00783706 2.18112958 -1.15715828 -1.09112447 -0.84515519 0.42322176 1.38201643 -1.32885776 0.32061806 -0.14306281 2.31328643 -0.06852493 -2.27586451 -1.03071855 0.85584865 0.54825686] Distance 8.262107443513713 Each least square approximations [ 6.56511154 -1.64883729 3.81420676 -2.70222083 4.05422093 0.79816385 -1.69126863 1.20668681 -0.15001031 0.99032857 2.38662651 0.401746 1.28179417 2.81744376 0.2570501 -0.73021262 0.0928987 -1.53123855 1.446904 -0.91827671] Distance 9.747589359867511 Each least square approximations [10.74296281 -1.72413601 -0.07356065 -4.64797977 -3.03802647 2.34133593 -1.698562 1.87387096 0.0803704 -0.98129769 1.40645291 0.45988301 -2.3583317 0.87450304 -0.34402595 -0.12328855 -0.96316342 0.59224643 0.17046186 -0.27647424] Distance 5.856817266299397 Each least square approximations [ 9.39031557e+00 1.17653696e+00 -6.79953954e-01 -2.41940377e+00 -3.66717964e+00 -3.20672859e+00 -5.26028519e-03 -1.09018002e+00 -5.28357833e-02 6.17067184e-01 -2.94277766e-02 -1.25670648e+00 1.08846952e+00 2.12017430e+00 3.80678809e-01 1.21053190e+00 5.64341668e-01 3.56629419e+00 -1.07121073e+00 -7.77363578e-02] Distance 7.8844087193562205 Each least square approximations [-11.23270089 6.91155064 2.77739166 -1.09276854 1.16950485 0.94661554 -1.14043213 -0.85440776 1.58642673 1.80778721 0.71129691 0.18610929 0.18278762 1.10210618 -0.58085659 0.2267185 -0.02674103 0.83260382 -0.08273086 0.33336149] Distance 3.2382891254047803 Each least square approximations [-5.84237045 3.69214318 -5.67305243 2.3131895 -1.22405024 -1.87112931 1.59120664 -0.27408259 -3.64176195 2.07399136 0.03852174 0.20598294 -0.48998583 0.88095174 -0.59758896 2.31693796 -1.63413283 1.98155171 -1.07692111 -2.93430154] Distance 8.953227058855733 Each least square approximations [ 9.32065782 0.69266066 -2.45554897 0.07256154 -1.04668605 4.93979048 -1.14324854 -0.40885631 0.34402896 -0.96148804 0.32939074 0.18045613 1.89297671 0.17119343 -0.38629643 0.94157982 1.16485644 0.86270411 -0.7108682 1.39601255] Distance 9.11230249902629 Each least square approximations [ 8.844916 0.49713718 -2.30594811 -2.38924591 3.70694809 2.35521149 -3.13742567 -2.16209179 0.57627587 0.12968061 0.74311586 -0.76103698 0.89541254 -0.43572702 -1.24241551 -0.90237739 -1.82915422 -2.01196182 -0.01982558 0.81028692] Distance 8.808502367114265 Each least square approximations [-9.79486828e+00 -2.90629760e+00 -2.98660445e+00 7.07037245e-01 1.34541410e+00 -1.67623920e+00 1.17548674e+00 -3.72211754e-01 9.06671866e-01 2.69835211e+00 2.72329559e+00 3.89966829e+00 -9.40018455e-03 -3.77047767e-01 -2.63589524e-01 -3.73492445e-01 -1.35696382e+00 5.77801536e-01 5.26887154e-01 1.52660883e+00] Distance 7.614130817791968 Each least square approximations [-1.12226769e+01 3.16626442e+00 -4.56681484e+00 -1.22448842e+00 3.21599521e-01 -2.22612642e+00 -1.64559715e+00 -1.45860993e+00 8.90696732e-01 8.58924651e-01 5.89903347e-01 2.17809898e-01 1.74305544e+00 -5.05322155e-01 5.00296067e-01 5.17871383e-01 4.03551889e-03 6.49284619e-01 -1.05516165e+00 -8.36005248e-01] Distance 6.130782197911739 Each least square approximations [-9.55927468 -2.38024595 2.77997876 -1.75214846 -4.57238358 0.92637586 -2.52369253 0.66971497 -1.56674565 1.66947913 0.59364685 -0.15399139 0.71484675 -1.32079361 0.24158478 0.90244082 -0.56506934 -2.77372621 0.83986845 -1.23444946] Distance 7.639898951904877 Each least square approximations [ 7.65099041 -1.73346822 3.66997438 -2.78532416 4.1728083 0.59136076 -2.89553199 -0.10308043 0.2095763 1.86306766 0.59467621 -0.47088086 1.42028317 2.47526327 0.20945997 0.02623495 1.45472944 -2.06294705 2.54714019 -0.35390602] Distance 8.921444901722474 Each least square approximations [12.36947367 3.72523065 -0.40854878 -2.41700113 -2.12399822 -0.96876312 -0.94356589 0.38399566 0.66164764 0.22448964 -2.00414664 0.53900535 -0.98215177 1.39331881 -0.4887268 -0.33147581 0.71366183 0.01976208 0.59426613 -0.47395325] Distance 5.0266562994836494 Each least square approximations [11.02497546 -1.67778541 0.16395223 -1.69098745 -1.12052615 -1.0255788 3.2524903 -1.76628454 1.8492697 2.54098885 0.08321192 -0.26540621 0.7015463 0.80862847 0.22173977 2.47310476 0.18596437 1.17972066 -0.4824128 0.97199057] Distance 7.117313380059516 Each least square approximations [-13.44625735 -1.13305869 1.3580921 -1.48894035 3.53746478 -0.33778362 1.15594881 0.40942078 -0.9762453 -1.65653819 0.4499678 -1.13722744 -0.79804546 -0.15601541 -0.37922063 -0.73835153 -0.55146301 0.3822949 0.17218832 0.88785298] Distance 2.385895397975668 Each least square approximations [-8.38283496 2.42141624 -4.24057301 -2.99225608 -2.24695468 0.90399702 -0.92811665 1.07074569 -1.8583898 0.77890398 2.41720035 -0.72601926 0.53213441 -2.34523903 -2.28475598 1.63951613 -0.71522191 1.25513292 -1.61124862 1.3174566 ] Distance 8.067088075036903 Each least square approximations [ 4.74812625 1.85160141 0.8908042 -1.43092496 -0.63880965 2.02418422 -1.68940882 -1.33197945 -2.03041894 -1.32685753 -1.61222495 -0.94118079 0.37797594 0.07400269 -0.09391144 -0.40283858 1.95188394 -0.8421577 -1.70513314 0.60588037] Distance 12.293667489953132 Each least square approximations [ 5.37683503 1.42435761 -2.84826078 -3.81854953 2.34723554 -0.04009888 -1.44375045 -1.95024333 3.35088754 1.52283601 2.33136248 -2.57076186 -0.79499424 0.66040332 0.91921338 1.11720922 0.73092457 1.66271035 0.22952058 0.65791683] Distance 10.4400303798628 Each least square approximations [-9.62697215e+00 4.05002727e-02 -7.24735620e-03 1.24479173e-01 6.97070398e-01 -2.45738980e+00 -2.01217913e+00 1.25903046e+00 -5.39976677e+00 -1.05518852e+00 -6.09342566e-01 1.36807023e-02 2.33770011e+00 1.04592666e+00 -3.04655019e-01 -4.20258061e-01 -1.53567362e+00 -4.57312134e-01 -8.60557486e-01 1.03944160e+00] Distance 7.736274794568439 Each least square approximations [-7.0974775 -1.26596392 0.05171726 0.78052004 -1.4576215 -0.82601421 -1.15210418 0.73033082 -0.95886581 1.82858627 -2.41719226 1.3046106 -0.87059472 -2.36508036 -2.09536459 0.89294932 -0.76162208 -0.29995473 0.22840077 -1.64374182] Distance 11.069576504429058 Each least square approximations [-10.48626901 -1.35521199 -5.34689947 -1.5136648 -2.98127888 0.5562546 2.59464415 -2.35298479 0.17842053 -1.91510795 1.81917377 -1.29946725 -0.2246577 -0.65269015 1.12268786 -0.85946258 -2.30198372 0.11647317 -1.00928763 -0.64321872] Distance 4.94976927822022 Each least square approximations [ 7.89284933e+00 2.36299250e+00 1.22613156e+00 2.72292493e-01 1.08459460e+00 3.33950594e+00 5.01705527e-01 5.84391924e-01 -3.73053621e+00 1.52435826e-01 2.74897667e+00 2.78655800e+00 2.37449044e-03 2.69583773e+00 9.38856622e-01 -1.95320846e+00 -1.21744313e+00 -1.48997417e-01 2.51258645e-01 1.10625080e+00] Distance 8.953548657915745 Each least square approximations [ 6.32451857 0.31286543 1.51594314 -3.68143549 -1.87407146 0.31648313 -3.23805119 2.79405854 -0.12855574 -3.11209859 1.3091288 1.83591862 0.43877936 0.7339234 0.29169868 2.85183353 0.75089325 -1.49485123 -0.21644984 1.26248553] Distance 10.026789365879305 Each least square approximations [ 7.80538962 4.59500432 -3.38447734 -5.1129987 -0.70454476 -2.83506499 0.42221726 -1.77691198 0.15816202 -1.44243527 1.4329855 -0.05601704 -1.04073981 1.98266712 0.05349571 0.24915284 0.3892082 -0.24725661 0.61153706 -0.77437469] Distance 8.039320828959076 Each least square approximations [-7.27064485 3.04658162 1.84734421 -1.19101946 -1.89241666 1.28690583 -1.39278541 0.87853296 1.90432978 1.30635578 -0.07461916 -1.58413581 -0.51414631 1.02095107 -2.68828607 -0.62575749 1.93161591 -0.69666573 0.87258219 0.99582352] Distance 10.435349066012929 Each least square approximations [-6.27009341 -6.11208815 -3.09178333 5.0742914 -4.47473282 -0.99962631 -0.25447479 1.04744981 3.71335016 0.03066177 -1.36189029 -0.19238056 1.84684212 1.88783155 0.09385258 0.91026997 -1.42505571 -0.0345218 0.65515677 0.93734395] Distance 5.680988605958682 Each least square approximations [ 3.37665898 2.65716725 0.43106604 -1.2995931 -0.76302793 2.06186928 -1.53559032 -1.21808801 -1.43547358 -2.29290216 -2.00990427 -0.74180903 0.39901398 -0.80843832 1.45129921 -0.40481429 -0.91548731 1.64146353 1.42969088 -2.1542618 ] Distance 11.791954458565336 Each least square approximations [ 5.02864807 1.23624195 0.46236083 -0.68424227 0.69160535 -3.30451361 0.06649687 -0.62534324 5.40748161 -2.11693574 1.41476038 0.86205374 -3.5579384 0.27587227 0.64141668 -1.74359551 -1.42098281 -0.93977687 3.54983161 0.84663871] Distance 9.225276487953 Each least square approximations [-4.28967583 -0.51707525 -1.45965367 -0.7541611 -1.38803586 -0.96432732 3.80793769 1.18848775 -0.03801458 -1.11080502 1.66242011 -3.6344892 -1.20207855 -2.38522737 -4.36872369 -2.00756417 -0.67809825 -0.97783263 0.30534336 -0.35260323] Distance 10.200049638276802 Each least square approximations [-2.51937979 1.79214075 0.34398255 0.49640203 -2.48403063 1.51833911 -2.66179265 -2.41298763 -0.2177935 -0.45037843 -1.57472573 0.68212704 1.21610917 1.38018001 1.35553316 0.90024948 1.37663592 -0.01509759 -1.71766257 0.32999156] Distance 12.156562732050684 Each least square approximations [-4.75369578 -0.61246048 -1.14633011 3.60286251 -2.55328626 2.03491323 -3.55542671 1.68864303 3.71452083 -0.20130589 -2.49182261 0.9404267 1.50201612 1.3685602 -0.22722625 -2.54202563 1.49553923 1.61674517 -0.88437326 1.4790414 ] Distance 9.510849944509078 Each least square approximations [ 3.70775333 1.58633097 1.14625465 -4.06689124 1.67326862 -2.36973244 0.00815276 0.3143737 -0.17390408 0.05468726 1.89890371 1.63805448 -1.21583644 -2.39970784 -0.87125373 0.96928504 2.46118829 1.99111044 -0.87578247 0.80242799] Distance 11.13321855395479 Each least square approximations [ 4.789277 -0.83969178 -1.41121907 -1.25400035 3.56425553 -0.90888038 2.35178842 3.33323303 1.86221302 1.23085839 1.57900878 -1.08165385 1.34626826 -1.61534375 0.44783358 0.11744606 1.18772551 -0.89343853 0.11139845 1.90347578] Distance 10.805853993457678 Each least square approximations [ 3.28087732 -0.51485936 0.61447102 -1.88881693 -0.89795962 -1.51322491 -1.11009671 -2.0347094 0.83719925 -1.01526323 2.72464275 0.30614569 -0.48967038 -1.01753846 0.45203201 0.96797058 2.38019565 0.27543766 0.04336994 -2.17231582] Distance 12.153203510770252 Each least square approximations [-3.21214934 -0.637378 3.61086865 -0.72033299 -0.93028673 -0.82858148 -0.94117782 -0.1629777 -0.78964533 1.47210908 -0.74544314 -1.89232268 3.0099058 0.21135978 0.88785803 -0.57798439 1.72150841 -0.37109302 -1.22715122 -0.07479172] Distance 12.031565000707426 Each least square approximations [-8.16065141 2.19369983 -5.03651807 0.32650016 2.05360132 2.5551318 0.04927302 0.53183049 -0.14478073 -0.92800827 1.59132688 -1.78894009 -0.29232244 1.03228203 -0.25941698 1.51405653 -2.82661887 0.71306425 -0.50409073 1.21779688] Distance 8.637444203682966 Each least square approximations [ 6.61432188 1.15170082 1.39968482 -1.24976522 -1.04685658 3.16153624 -2.17154384 -0.35107665 -3.23220742 1.14349346 -1.99778256 -1.22799118 -1.0585463 -0.05876336 0.19628814 -0.96620527 1.09991984 -0.02629411 0.90347142 -0.75955583] Distance 10.78883074150209 Each least square approximations [ 7.12790585 0.36973742 -3.23268814 -1.39258641 2.68927373 -1.84771112 -1.59404566 -1.00617175 2.28154593 2.71168353 -0.11659461 -0.38710457 -1.31687093 0.12675644 1.25529797 -2.26155158 2.08147916 0.26414276 -0.08998136 -1.01964145] Distance 9.936473744271728 Each least square approximations [-9.80603955 2.72460533 -2.40930806 1.04850363 -2.1899071 1.15125692 -0.06960208 1.15708737 -3.18240714 0.67204069 -1.37879851 1.5752379 0.20177705 -0.81701873 -1.51563395 -0.76823881 -2.60229776 1.24182831 1.06876789 -0.68716751] Distance 7.512822989469213 Each least square approximations [-6.96568808 1.00759142 -1.59995601 -3.86945411 -2.55953879 -1.62917351 -2.21306087 1.91058583 1.0761479 1.31311308 -1.96479782 -0.39882806 0.75973873 -1.09934269 -0.424838 0.46007661 0.05545787 -0.15506712 1.09646028 -0.88647404] Distance 10.342257081096173 Each least square approximations [-11.61507546 3.46643232 -2.44806376 -2.14602624 -0.05950315 -0.22821413 -0.10021859 -1.77412488 1.1370706 1.49672365 -0.87383782 0.01866831 -0.7545594 0.39701846 2.3268997 1.12995688 1.58824897 0.6856156 0.21839517 -1.45861491] Distance 5.025765824846628 Each least square approximations [ 8.60263739 1.78801614 -0.34657663 -0.73089555 2.0103443 4.22278116 0.42432007 1.05728548 -0.46409674 1.17637619 1.87719518 -0.11221254 -1.67567488 0.1932927 1.53372688 0.4848339 -0.50988344 -0.29270943 1.1945174 0.92080971] Distance 9.416078149169058 Each least square approximations [ 7.24385006 1.31764312 0.03941801 -3.7231802 0.74868045 0.1857986 -0.0836809 -1.46630844 0.10876759 -3.85528382 0.80580031 1.61606613 2.72172215 -0.17890817 -0.30920254 1.37420749 1.4578287 -1.14158839 0.70749444 0.73833436] Distance 10.0009963805041 Each least square approximations [ 7.80935243 0.80131295 -3.76486601 -4.97240852 0.81374599 -0.81163645 -0.60734986 -1.56847936 0.67157767 1.92167945 1.37572339 0.71752596 0.3406965 1.26405111 -0.20507556 -1.24309344 -2.22526118 -3.37481073 0.8078522 -0.37591828] Distance 8.438869298810559 Each least square approximations [-7.81672202 -0.4443887 0.09634071 2.35535517 -0.4192605 -0.69243309 -1.46335703 2.45913016 1.11462987 1.33846001 -1.04201965 -1.22373256 -0.72771393 3.35982139 -2.55325296 -0.95126761 1.74419152 -1.13159784 0.62871662 -0.42687554] Distance 9.870169941271701 Each least square approximations [-7.94708265 3.20250339 -1.94215525 2.90614799 -1.04266057 -1.96634858 3.22493145 0.26400503 -1.53185312 0.01704035 -0.34461696 2.26896906 0.86807041 -2.49418052 2.75806085 -0.27364929 -1.19858745 -0.17300898 -0.63473566 0.84966364] Distance 9.765567938295705 Each least square approximations [ 6.57575481 2.24999403 1.14360518 0.48551629 -0.65931871 3.97251846 -2.61275457 -2.91312662 0.3106559 -0.62607401 -0.34451148 0.02928844 0.49034007 -0.3119448 -0.05754527 -1.40162847 -0.92595765 -0.13346073 3.18768668 -0.90959312] Distance 11.186090450831248 Each least square approximations [ 6.14333193 -0.88080978 0.89626478 -4.03957553 6.87360926 -2.49167522 -2.79707329 -0.6109085 -0.4898752 0.41704018 0.1130553 1.88604488 -1.37750777 0.54709839 2.51350272 1.07737768 -1.11094142 -1.61138374 -0.68885149 0.36355937] Distance 9.267955112095438 Each least square approximations [-7.28515376 -3.01737768 -4.67215265 -1.13396458 0.85348295 -1.50574969 4.02082859 -1.26661042 0.9629021 0.44607888 -3.13387282 1.89796623 3.46973856 -1.5158382 -0.90707656 -0.19099741 0.62958564 0.6709948 0.36625973 -1.54678057] Distance 9.061023446747626 Each least square approximations [-9.70384344 -4.57362627 -0.77169655 -2.24713466 -1.56659649 -0.22514477 -1.10457803 -0.39474512 -0.94403609 1.10161733 1.65831119 -1.37038972 3.8577147 -2.04342273 -1.79084115 0.31998408 -0.10757098 0.54368428 -1.91495545 0.48502382] Distance 7.960108166430256 Each least square approximations [-8.86844687 -0.93584259 3.86254324 2.37925237 -1.8116036 2.8207443 0.42051737 1.75242555 2.47000733 1.18976666 -1.30684484 1.96983897 -2.02541514 0.13323982 -1.425144 -0.32564245 -1.69716669 -1.83034736 0.56392155 1.5198729 ] Distance 8.858289306447958 Each least square approximations [ 7.26014508 -1.48161279 2.09473774 -1.64790316 3.26961987 -0.15196866 -1.63540146 2.03519284 -0.55689016 2.13241465 2.99637788 -0.24252002 1.86028924 0.86493756 -0.98027579 -0.35899671 -0.21897744 -0.46835414 0.10316796 0.70050872] Distance 11.035443495678086 Each least square approximations [ 8.9226777 -3.89736101 -3.18772678 -6.51277795 2.58757129 2.45045578 -1.72149561 -1.7175757 -3.28101406 1.62753808 1.42420903 -0.66836489 -1.87509941 -0.43103622 -2.75592902 1.01205019 -0.34589756 -0.55997855 0.64483777 -1.15815856] Distance 4.988510605855483 Each least square approximations [ 7.07763349 -1.27296346 -2.32796367 -1.92191316 -2.81122521 -2.7262489 -2.38786911 -0.50060247 1.39859819 0.05669523 2.79347066 3.34981349 0.96594045 -0.54514072 1.6687582 3.11706194 -3.01625686 2.62813358 -0.96207715 -2.35010183] Distance 9.055284870229332 Each least square approximations [-8.27867293 4.20295172 3.90390519 1.96625634 0.43575924 -5.21844661 0.81005243 -0.83901696 0.73892312 4.7820365 -0.47472922 -3.69743014 -0.75081751 0.32312784 0.02481747 -0.22766484 -0.04532832 -0.1838079 2.0075286 0.7269269 ] Distance 6.675763824561991 Each least square approximations [-3.70557218 1.61756858 -2.06590736 2.48369041 0.1893461 -0.67966468 -0.79791577 -1.59884332 -1.30924199 3.90677526 -0.1795006 -1.58446651 1.88516364 2.26098001 0.0108755 0.6650043 -1.82846251 1.61902772 0.19733847 0.55308385] Distance 11.912396196379152 Each least square approximations [ 6.55636775 -2.9613719 -2.23435183 0.80300701 -0.24196804 0.20854447 -1.88509833 0.28759441 -0.99096656 1.10858133 -3.28976506 0.27410042 -1.13338268 0.73545808 0.48641212 1.48326458 -1.51410813 2.02964279 -0.78465 -1.09462551] Distance 10.981346893560813 Each least square approximations [10.26938919 1.79034287 -1.40151698 7.48974356 -0.11471122 0.09491169 1.52626342 2.21150043 1.15975843 1.75506361 -1.31952886 -0.62198332 1.35885813 -0.21193378 -2.38296378 0.01199812 -0.51956468 0.71656638 0.31937772 -0.20903549] Distance 4.277466958199104 Each least square approximations [-5.43509725 -1.22099822 -2.97610557 -2.27740215 -4.35060541 2.09970568 0.65067946 1.78855894 0.23218549 1.37338604 2.30505218 -1.46221991 -4.11671176 0.18826358 -0.57722781 1.87296893 -2.65200869 1.36409084 -1.64912389 1.70471178] Distance 9.51572824491205 Each least square approximations [-4.51312872 5.13362558 1.30900347 -3.01706632 1.44423215 -1.95428636 0.48715996 -1.54146911 -0.13824216 1.30418738 0.87596359 3.31600257 -0.79149053 -1.07873869 0.50170121 1.43382316 2.44002618 2.17066554 1.76960345 0.12966929] Distance 10.481696254923804 Each least square approximations [-5.27598923 1.07642501 2.46993213 2.3802391 -0.29781907 -1.66923984 -4.27550922 -0.1540154 -0.95573048 -0.79815693 1.13936356 1.33057338 3.41965018 -0.675924 0.8540837 -0.97973552 0.84937671 0.89701839 1.49685317 -3.36504994] Distance 10.57490844278552 Each least square approximations [ 5.29299512 0.40733241 2.49143034 -1.13604839 -1.7538898 1.31721537 -1.96676161 1.49931156 0.63628029 -1.34108233 -2.73122775 -0.5073718 0.65878048 -0.98476209 1.36321933 0.96009217 1.36454615 -0.45274291 0.86318132 1.48184737] Distance 11.89952827416487 Each least square approximations [ 4.9927644 5.90837373 -1.911755 0.52416234 2.25589813 -2.27846277 0.31409176 0.97964073 0.96408927 -3.46521262 1.48684154 -0.58354867 -1.39398216 -1.29975533 0.74014167 -1.52109435 -1.50726078 0.77503528 -0.63029634 0.34640246] Distance 10.336371433863775 Each least square approximations [ 7.45676045 -1.5848481 -0.34100283 0.35480216 0.88811944 3.09436501 -1.01261326 -0.51682957 0.09179914 -0.63988362 -0.16369264 -1.03439735 0.04596262 -2.19180993 -3.57356232 -0.98306232 0.54118723 -2.29953007 0.24711486 1.31518046] Distance 10.482137609068726 Each least square approximations [-5.94328693 -4.30902233 -1.16155897 1.35615952 -2.04255603 -0.36130723 0.41182104 -2.29352718 1.28086564 -1.61589664 -0.40515925 0.0768653 1.92050297 1.76760359 -0.13249685 1.42428388 1.33997915 -0.10489294 -2.70218624 0.80354712] Distance 10.838444738339607 Each least square approximations [-9.82157942 -1.76460815 1.97689466 -2.65421963 -5.21095185 3.62322705 2.5274617 -0.72084243 -0.99442344 1.74809088 0.06959063 1.62316415 -0.48342148 0.15002126 -0.39800985 0.35752684 0.19840424 -2.36917214 -1.79110965 0.70001032] Distance 6.066764218928421 Each least square approximations [ 0.61377105 1.39710909 1.25113889 -1.34764385 -1.26946576 0.27716993 -0.90887133 -1.6493805 -2.32478312 -4.34764095 -2.48791563 -1.56747891 -0.23034865 0.60305146 0.89426441 -0.6539009 1.83026796 1.58233412 0.03906623 -0.18002557] Distance 12.63615852559685 Each least square approximations [ 2.26031237 4.0287053 2.08287804 -2.09876193 5.95360016 -3.71279019 -0.31778419 1.34245098 4.08789983 0.26161447 3.67110514 -0.15342402 -0.52870856 1.87548247 1.21838789 -0.63844278 -0.55922501 0.22009405 0.90345467 0.65087937] Distance 9.608143886611742 Each least square approximations [-4.89820075e+00 2.46786791e+00 -9.32419016e-01 -2.10219388e+00 -2.77600275e+00 -5.07316113e+00 4.53991984e+00 -1.37128715e+00 -9.94282042e-01 4.03061132e-01 -1.33665762e+00 3.49708612e-01 3.05100750e+00 7.05686353e-01 1.86709610e+00 1.71382962e-01 -5.04810383e-03 5.27250780e-01 -1.33978885e+00 1.35254416e+00] Distance 9.975575873376414 Each least square approximations [-2.9143712 -5.78484577 2.1458163 1.41199492 -0.76909559 -3.58551125 -1.07995845 -0.66634665 -1.36836909 -0.23051587 0.27714131 -0.13547953 1.87320256 -1.30370883 -1.22193031 1.92679191 0.75349568 0.56894445 -2.09145303 -1.66593686] Distance 11.269984549653014 Each least square approximations [-6.00307927e+00 9.13473482e-01 -3.90572353e+00 2.37997710e+00 -2.48305893e+00 1.49289243e+00 1.78344889e-01 1.96198996e+00 2.42256600e+00 -2.89128206e+00 5.23874527e+00 1.93026983e+00 3.19305507e-03 -4.29723514e-01 2.12547151e-01 -1.59461226e+00 1.64406702e-02 1.24583651e+00 -1.42117418e+00 8.82203372e-01] Distance 9.4082294165973 Each least square approximations [ 4.48875634 3.00078525 -0.28242655 0.42518999 -0.95102849 1.06291481 -1.64867031 1.44768974 -2.49978999 -2.85596843 2.8110207 2.53475302 -0.67326545 1.83706137 -1.15307085 -0.83894223 0.53254424 -0.86795095 2.14743203 0.97448563] Distance 11.560633576820196 Each least square approximations [ 4.46775969 -5.40341732 -3.64084867 -2.52569232 -0.40819887 -1.16447077 -4.0888501 2.77391693 -0.03926702 -0.14035717 1.77062352 1.65237628 -0.15517498 -2.70805347 -0.03039878 2.65506146 1.96228735 -1.2752098 -0.86479351 1.26435481] Distance 9.394466834337445 Each least square approximations [ 3.94267954e+00 4.54270600e+00 -3.67722522e+00 4.37324484e-01 -2.43481414e+00 -2.02497804e+00 -2.28716000e+00 -2.11543396e+00 6.96455153e-01 -7.17334464e-01 9.12652271e-01 -2.75298594e-03 3.29081849e+00 9.27981231e-01 1.86659633e+00 6.05523466e-01 1.32949779e+00 -1.03344245e-02 7.01197343e-01 -1.70016828e+00] Distance 10.906388821861972 Each least square approximations [-3.20629652 5.51902946 2.62964673 -2.05641171 -3.10208795 -3.92629373 0.59265678 0.58411054 1.3745955 -0.16333112 -0.50660277 -2.77077775 -0.25866008 -1.3565158 0.3159076 -1.16475912 3.07123853 -1.20036178 1.19971072 0.14683915] Distance 10.389397813550259 Each least square approximations [-12.3467772 2.54197626 2.94099646 -1.62998607 1.15024065 1.94420921 2.16628396 0.80762441 0.12472194 -0.3595399 -0.79451868 0.99703287 0.47325665 -1.0796596 2.06808773 1.11174788 1.13586464 0.37513788 -0.61037146 0.30315351] Distance 4.237514502558817 Each least square approximations [ 4.00985532 0.24999791 1.63631342 -0.67762587 -2.31015126 0.9945184 -2.29224197 -2.07261558 -2.35557418 -1.18252751 -2.76588112 -0.12312341 -0.16522842 -1.07922712 0.46401721 -1.72549054 1.3886802 0.75236856 1.56696498 0.60891996] Distance 12.235677085584964 Each least square approximations [ 5.10067343 2.29763979 1.25249133 -2.52627362 6.27716767 -3.85778214 0.62831617 -0.81447468 0.47830228 2.55244565 3.03083934 2.27099985 -0.9764415 0.41578842 1.13175412 0.3472233 3.6542685 -0.7037093 0.45637481 -0.2520766 ] Distance 8.766850433875277 Each least square approximations [-7.4981082 -0.04042851 -1.46411151 0.15252659 -5.26351616 -1.27636183 2.85996742 -1.59954858 0.53684465 -2.59124887 -3.16011523 1.65681484 3.16292824 -0.68028256 3.06341063 -0.08803257 -1.70208678 -1.32771208 -0.09120267 -0.81008637] Distance 8.111967262116158 Each least square approximations [-5.53346515 -3.99985095 1.97195281 -3.88685909 -0.34754541 -4.07441326 -0.75177048 2.52858634 -0.18590384 -1.75194177 0.19344001 -1.44295704 0.88792513 -2.07650245 -1.9456184 2.19371168 -0.15926967 1.1636335 -0.338525 0.16089203] Distance 9.972329199252783 Each least square approximations [-8.2564641 3.58403293 1.02946188 1.07917885 0.23664351 2.53544931 2.50670238 3.14395963 2.21697995 -1.91396965 2.25028659 1.18747443 1.82860881 -1.18293139 0.40423928 -0.72972281 -1.54823887 1.39058912 -1.1944921 0.56444429] Distance 8.759265329126364 Each least square approximations [ 8.66537479 3.1526312 -2.49915673 1.58805466 -0.52212645 1.45890333 -0.90036752 3.43576154 -1.55758268 0.10195267 2.23616705 1.42901188 0.13590345 0.45566568 -2.09667253 0.26049471 -0.79666273 -0.03821657 0.40371022 1.29164454] Distance 9.150710868862713 Each least square approximations [ 4.79239751 -0.53491661 -2.68997174 -3.88747418 1.33127848 0.81743738 -5.22607142 -3.37223644 -0.33649419 0.54184507 2.97493309 -1.03476192 -0.54169307 -1.48303225 -1.59815956 2.98487751 1.91576292 -3.09809888 -0.12313833 0.72290176] Distance 9.185169405510146 Each least square approximations [ 6.00699707 2.75434434 -4.02748273 -1.83085188 1.32140086 -0.4132742 -3.18569829 -3.17930914 1.49512968 -0.74352189 0.15971386 2.02623176 2.05877831 0.44028599 2.69197776 2.15450604 -1.3366296 -1.134443 -0.02653091 -0.64167869] Distance 9.850914883407196 Each least square approximations [-5.17010971 1.69015324 0.19843548 2.18828977 -1.00701839 -3.45969741 2.76293975 -0.20118866 2.20205845 4.38439285 -0.73171994 -2.77013781 -1.33283867 -1.90403586 -0.41756627 0.14585217 1.81116858 -3.30361307 1.55388291 0.93203397] Distance 9.937560899933018 Each least square approximations [-5.89923436 3.91213869 -6.33773782 3.90924457 0.98981536 -3.62437019 0.80483768 1.42691618 -1.47092 2.12573702 -0.1183738 -1.23183228 0.45299964 1.01684704 0.88937709 -0.74368206 -0.35664341 1.99762452 0.47477792 -1.24757317] Distance 9.323371921300462 Each least square approximations [ 1.30135407e+01 -9.81432646e-01 -2.77010827e+00 -1.76026313e+00 3.66961223e-02 1.99034028e+00 -1.95856072e+00 1.90019911e+00 -1.71963466e+00 -9.05180438e-02 -1.42741200e+00 3.14516112e-01 6.28692148e-01 8.20794741e-01 4.74860759e-01 -6.34357340e-03 -1.03770245e-01 -6.30611718e-01 6.56827193e-01 6.38527868e-01] Distance 5.082870462320193 Each least square approximations [11.26526596 -1.69544741 -4.31564996 -1.11956889 0.18968967 0.69758249 -2.46492105 -1.06330304 -0.09676066 1.05037933 1.40225888 1.17211973 1.37843214 0.70759346 0.04587489 0.09742578 -0.11547547 0.14621996 0.74064915 0.01264063] Distance 7.819185920356723 Each least square approximations [-9.69389256 -4.90252743 -4.71782896 0.4476624 0.68663162 2.0978738 0.90279318 0.96936758 0.83560682 1.01543702 1.25413165 0.51728655 -1.95777739 -1.11277739 0.38948011 0.77905972 -1.28011895 0.52849136 0.82042948 -1.10289934] Distance 8.104161663330805 Each least square approximations [-10.46162832 7.12552395 1.53576043 -1.40412812 -2.42248578 -2.26459343 -1.28600571 0.84044812 1.37645767 1.22590729 1.3918178 0.59104438 1.47999048 0.41253773 0.87977548 1.53928049 0.89171731 -0.09926561 -0.40430115 -0.23630375] Distance 5.988178730649056 Each least square approximations [-9.24562402 -1.88363961 5.88125706 -1.05152295 -2.53438183 1.49350203 -2.34003847 -0.38267413 -0.64029845 -0.0254123 -0.87487386 0.53221578 1.66232139 -0.10086516 0.47080665 -0.29804901 1.70684875 -1.01121705 1.08140306 -0.37033116] Distance 8.785798694056204 Each least square approximations [ 9.08280566 -1.99240611 4.91721316 -2.83496537 2.7720448 1.1071673 -2.092061 -0.12814785 0.65549109 2.03230475 -1.9031014 -0.71178319 -0.12654983 -0.79755207 0.23471568 0.64772147 0.02564838 -2.69166078 1.02352097 0.93253493] Distance 8.660954867520525 Each least square approximations [10.8032522 5.34477042 2.02855731 0.05616426 4.9323821 -1.53368393 -1.04741816 -0.13302426 -1.5431699 -3.22287001 0.19175389 -1.99689761 -0.15678169 -1.13933326 -2.61892091 -1.34763163 -0.48008375 -0.58297835 -0.24493775 -0.28150285] Distance 4.613705232537571 Each least square approximations [11.07438306 -5.56798695 1.69622045 -3.18202224 1.90811264 1.24560771 -1.89069605 -0.98554265 1.36805317 0.50292443 2.11163153 -1.45553304 -1.19894613 -0.84269049 -0.15440982 0.32869543 0.42550623 -0.53265338 0.6146975 2.54613007] Distance 5.5932206634516355 Each least square approximations [-11.58870283 -6.56531196 1.37635822 1.18455971 -3.68599613 -1.26483101 -1.46808206 -0.83691272 1.40347464 1.5400904 0.58348969 0.66638334 0.25481112 1.11448138 -0.16342564 0.53786152 -1.27589224 0.04397092 -0.94132789 -0.65742944] Distance 4.187858060966797 Each least square approximations [-9.91514504 3.22220933 -0.9830203 0.56899791 1.06122983 3.59328901 0.27825074 2.08299188 1.00063736 3.39539426 2.80141605 -0.5953296 -0.07948438 -1.82589005 -0.27892268 2.98414907 -0.83271806 -0.69064467 -0.32511208 -0.07676023] Distance 7.263026461014138 Each least square approximations [ 6.21246613 -0.74528664 0.25538195 -0.83496644 -1.57965749 1.32264002 -1.56256266 -1.59034706 -3.4357145 0.31705062 -2.71478227 -1.49663835 -1.04383211 0.18513563 0.47658857 -0.22342764 1.15607385 -0.30283995 0.06366426 -0.93729877] Distance 11.881566847630062 Each least square approximations [ 7.50129198 1.6970126 -0.97876338 -1.00193591 2.41383092 -3.09738683 -0.82087298 -0.0107949 1.17887085 3.9110132 2.22280895 2.22164135 -1.18055075 0.14601527 -0.01164757 -2.34827737 0.82705366 0.57870474 -2.23804243 0.87615588] Distance 9.901178529151048 Each least square approximations [-10.16265183 1.09965796 -2.01451501 1.23583087 -6.04159779 -2.10282683 2.6754364 -0.37500794 -1.6298228 0.75411428 -2.31132748 -0.677004 0.4921001 0.43233791 1.39169506 1.09040992 -1.49190465 -0.68096745 -0.63556657 -1.02535264] Distance 6.364364054115596 Each least square approximations [-5.29138853 0.64557305 2.0526421 -5.19604745 -0.58665853 -2.55866155 -1.2093145 0.71684465 0.15188286 -1.45250351 0.80439964 0.86722072 1.38051149 -1.77987694 -0.50963706 2.64266364 0.57766788 1.62610991 -0.22447733 -1.01068172] Distance 11.27528614188802 Each least square approximations [-9.9430122 5.97939329 0.72078703 -2.063476 -2.36031128 -1.25305919 1.6020121 1.02403805 0.99444369 -3.09884134 1.88480876 1.98811467 3.72695406 0.05230137 0.59079372 -1.41216214 0.64827892 0.80350643 -0.40323584 0.31798409] Distance 5.450965180746642 Each least square approximations [ 9.2444599 2.06103192 -1.59421576 0.80687317 -0.20291861 2.98279613 -0.22644836 2.15082594 -2.41127908 0.74324245 1.5916558 2.49360677 -0.36774062 0.61274186 1.15177186 0.92827232 -0.74838526 -1.05240722 0.22168332 2.94627142] Distance 8.988639357709658 Each least square approximations [ 5.94852129 1.49507015 -0.51367886 -2.62716693 0.34680453 -1.62092587 -2.01418632 -2.57263526 1.40838432 -2.09605764 2.56786716 -0.59759452 -0.32179536 -1.21006058 -0.80136294 2.46594023 1.36787276 -0.56471332 -0.20183774 1.54444321] Distance 11.44910637755843 Each least square approximations [ 7.00729581 1.04704419 -5.83873211 -3.36145832 2.75712319 1.06353817 -3.12141424 -1.07218824 1.85282833 0.69617008 0.76477219 -1.08589172 0.42605919 1.1114279 0.70891548 0.50317063 -1.67844678 -2.52893432 -0.42673599 -0.08791279] Distance 9.113450234624429 Each least square approximations [-6.17161504 -1.06009538 1.11809322 2.72497456 -0.44766127 -3.66542098 0.57171683 1.2214559 1.18047845 1.78938872 0.46678494 -0.12639046 -1.42176174 -0.45507597 -2.46202273 -0.64490032 3.51256096 -1.45339404 -1.59500651 -0.04476632] Distance 11.029575014600667 Each least square approximations [-6.96484213 0.7709826 -4.29813723 -2.02824474 0.01571255 3.43188078 -2.84595193 1.83293659 0.65605166 3.65307972 -2.01307187 1.09361316 -2.77716429 -0.49294081 0.58925837 3.11701786 -0.16524893 0.06494899 -0.35884039 -0.07035197] Distance 8.677819686998266 Each least square approximations [ 4.14778539 0.96036338 -0.84971182 -1.08807693 0.1921928 1.31405778 -0.80199203 -1.67974876 -4.02472599 -0.05332786 -2.06721979 -0.95674408 0.091414 -0.08882365 0.29193709 -0.80852614 1.63879499 -0.34067241 -1.71606753 0.18448338] Distance 12.41990484441382 Each least square approximations [ 6.01896682 5.77082574 -3.11716549 -2.08726542 1.64434783 0.27363762 1.30426961 0.76564283 1.19045564 1.15272571 1.79506372 1.74927525 -1.9682441 0.92772858 1.14802506 -0.87408638 1.04491395 -0.60081404 -1.51720854 1.41796362] Distance 9.857006481222117 Each least square approximations [-1.16643796e+01 6.19614163e+00 1.77660567e+00 -1.07441332e+00 -1.16616722e+00 -9.61643894e-01 -3.77343678e-01 -1.66786549e+00 1.14928765e+00 -1.30804911e-01 -9.23228153e-01 -8.59616024e-01 -1.20725825e+00 -5.15125984e-01 -8.86500582e-01 3.60993689e-01 1.33552303e+00 -2.60407334e-03 1.38972804e-01 -8.66295677e-01] Distance 3.9178395776035813 Each least square approximations [-4.83585328 -1.06357481 -2.15415152 -1.21300121 -1.44511784 -0.40486306 -3.1984793 -0.36676019 1.38610989 0.46810627 1.57400781 0.54580742 0.8237363 -1.00718525 -1.80502862 2.11731021 0.53662198 -0.93504494 0.74283156 -0.17981683] Distance 12.169586992000493 Each least square approximations [-8.27619903 4.35811521 -2.78599749 -1.03726059 -0.9167352 0.00936848 -1.49106352 -1.51904309 -0.84207324 -2.46422267 -1.49759606 0.06264908 2.74404687 -1.94350827 0.9625069 -3.41138847 0.11749651 0.12179544 -0.43918575 0.8009132 ] Distance 8.484154148504619 Each least square approximations [ 5.1130201 1.82182241 0.79886883 -0.79191455 1.50662231 4.2330568 1.42622833 0.27041471 -2.92804585 2.84430511 0.73109604 1.07568411 -0.53817508 2.00157522 2.28597558 -0.46549984 -0.40606448 -1.52830542 -0.54994428 2.83517049] Distance 10.746288530246055 Each least square approximations [ 7.01728811 1.11351076 0.16384277 2.05113517 -2.32044296 0.66951358 -1.6918166 -0.30431986 -0.35556433 0.16803059 4.20617602 0.15931868 0.05337457 -1.79494176 0.02650386 2.83885403 0.82962429 -0.8902277 0.38015268 0.0982544 ] Distance 10.636986497495563 Each least square approximations [ 7.15679535 4.28050118 -3.54481403 -3.34893574 0.38745568 -0.1779233 1.69795482 -1.38757189 1.84337343 0.2739049 -0.65198512 -4.09672072 -0.53717181 -1.31569428 1.03274213 -0.05678855 -2.17732018 -2.24425536 -0.62905869 -1.02354544] Distance 8.610201542390879 Each least square approximations [-6.26170558 0.91417912 0.60093802 -1.78055412 -0.7116223 0.8832043 0.47722254 -0.3072965 2.13198352 1.53499604 -2.24628326 -0.03481497 -0.10241139 -1.61798398 -2.45616132 -3.16968306 3.15170637 -2.86015622 -1.9202689 -1.15239434] Distance 10.414898080241162 Each least square approximations [-7.59121912 7.29556327 -1.7844252 3.63962387 -0.3902993 2.60212517 0.39323539 3.59580019 -1.41225974 -1.56312682 0.77669204 -1.2174161 1.32990918 -1.34999557 -0.16955824 0.51809021 -0.75195766 -0.10089562 1.76158053 1.80628503] Distance 7.254867975041572 Each least square approximations [ 8.4006469 -2.41898467 3.01076674 -0.42890374 -3.5898689 0.86503766 -2.90335964 -1.92615287 1.3039482 1.40358022 -1.35716818 -0.26122075 -1.45701046 0.95332937 -0.45686938 -2.31543212 1.99977854 0.09094842 -0.55865747 -0.41689419] Distance 9.335700374561792 Each least square approximations [ 8.58303102 -1.58761748 -1.23637789 -2.5064105 1.45399974 -0.31962314 0.1557583 0.42831421 0.19739278 3.69235928 2.84903689 -0.12335348 0.26230096 -2.75695601 3.15748813 -2.11933747 2.41021902 -0.20060636 -1.21391922 -0.6396671 ] Distance 8.898611398028061 Each least square approximations [-7.78386213 -4.49502069 -2.58825348 -3.80103238 -2.25630204 0.56154102 -1.41075629 0.16950505 -2.33062127 -1.26492473 -0.67039914 -0.23297293 3.03007123 -3.031823 2.22037237 2.10039226 -2.97799273 -0.23647327 -1.89430709 -0.8508694 ] Distance 7.7086755905055355 Each least square approximations [-7.96580375 0.18949788 4.00288199 -5.23119223 -0.89993369 0.06902696 3.32458931 1.02221118 3.09983737 0.57040516 1.71578202 1.86830512 -1.22672234 -0.30779099 -1.04817737 -1.66766487 1.3869983 2.05583983 0.08553941 0.24381247] Distance 8.331910631461756 Each least square approximations [-10.14632762 -1.80938843 4.19460597 -0.0552646 3.50908999 -1.9882272 1.78750388 0.30854514 0.95935614 -3.07913445 1.50721929 1.41849587 2.66312192 -0.56864067 -0.28985567 2.19845623 -1.45186853 1.02038214 -1.99265824 -0.1493858 ] Distance 6.303953492250634 Each least square approximations [12.40314874 -3.97100956 -0.88074387 2.82896542 -3.54603556 0.47076771 0.65711136 0.73346346 -0.31612818 0.43138513 1.01756384 0.90487483 2.23635621 -0.84515512 1.41024689 -0.51612497 0.94306692 -0.47390321 -0.3014004 -0.26773149] Distance 3.7064443486269547 Each least square approximations [ 5.53802911 2.24651997 0.8008289 -3.27924764 2.23185758 0.64512136 -1.30970692 -3.12205496 0.7458645 -2.13585795 3.55713206 -0.99668041 -2.45266688 0.76207502 0.0847957 0.03529569 1.27917344 -0.60674816 0.140004 -0.70338545] Distance 11.198977926116147 Each least square approximations [ 9.61268241 0.89752325 -3.60633722 -1.0229579 1.2562222 0.41255365 -4.29932687 3.12044488 0.94901982 -0.56286239 2.27059483 3.29861166 0.76472623 1.43514757 1.99061347 1.09724234 -0.62701135 -0.30071281 -0.4937961 1.560728 ] Distance 7.198447507291285 Each least square approximations [-6.58274739 -0.29438193 0.34314685 4.35401083 -2.16011282 -2.0438791 0.75734103 -0.19437859 0.43290948 2.57241682 -2.47807985 0.16550092 -2.59770915 0.6624178 -0.46118739 1.51047958 -1.7031264 -0.62842914 -2.05102818 3.20944398] Distance 10.24063210215233 Each least square approximations [-5.41510081 0.60716798 -2.56450198 4.00335796 1.317611 -0.47806379 1.01087099 -1.46342663 -0.39789071 3.56402019 -1.55016478 -1.63259226 -0.02716873 2.44414348 0.38220996 1.89985531 -1.70364209 2.17790329 -0.52903589 1.18874564] Distance 10.807172148659822 Each least square approximations [ 7.45561998 -1.76536652 -1.60383678 0.24052005 0.55920837 1.22060623 -2.18140388 -0.42274183 -1.01781789 1.06233468 -2.86153487 0.96502164 -0.46300994 1.42361117 1.03935773 0.95395403 -1.29080278 2.20799331 0.0693525 -1.7374814 ] Distance 10.865679180711242 Each least square approximations [10.7509803 0.19987742 -1.04605097 6.81500135 1.33979605 0.04588628 1.80133174 0.74153825 -0.02559666 0.15512377 0.76972089 1.56207422 -0.23465362 0.3427819 -0.13676932 0.13400852 -1.24849757 -1.15838976 1.53270664 0.1865038 ] Distance 5.823348741570839 Each least square approximations [-6.67965922 -0.79926761 -4.23898225 -2.22297141 -5.06898382 1.97657643 2.04656244 0.97807587 2.29492771 -0.11262318 3.3848584 -2.17736384 -3.31272001 0.24761054 -0.41571464 0.23329289 -2.07220891 2.77532936 -0.7187014 1.37200645] Distance 7.820926027970153 Each least square approximations [-6.26963508 4.10245289 1.34125175 -3.19648328 1.836444 -2.05358834 -1.55014674 -1.39840695 -0.59220723 -0.31925598 0.96901351 2.53304021 -0.35038606 -0.71293225 1.86762499 1.90230153 2.50118379 2.47178523 1.45244907 1.51888189] Distance 9.939072308238122 Each least square approximations [-6.56888756 2.52541339 3.84158724 3.0833902 -1.32990107 -0.35225709 -4.08592139 -1.12929015 -0.34609392 -0.52321145 1.8170825 1.71139224 2.51634354 -0.69327566 0.95267422 -0.79620958 0.36914182 2.01593756 1.98962826 -0.97552731] Distance 9.668069023272343 Each least square approximations [ 6.46757054 0.54145836 2.31762334 -2.17458846 -1.19102431 2.34327829 -2.5048857 1.89946991 0.72944173 -0.60297207 -2.07799206 -1.62540392 0.24296879 -1.17501281 1.62881547 0.96822291 2.97240986 -0.92400231 0.07868826 1.40571023] Distance 10.846403057689425 Each least square approximations [ 6.410139 5.98014377 -1.67764238 -0.1138192 2.47113709 -2.20526172 1.82119933 -0.09704302 0.09744523 -2.88472748 2.62888599 -0.49043532 -0.28843231 -1.67781451 0.63735904 -0.78416813 -1.48608537 0.18469194 0.30956169 0.57476212] Distance 9.755517171285707 Each least square approximations [ 7.96128809 -2.38928219 -0.81344392 -0.78518273 0.16262712 2.85772323 -1.46726813 -1.76190539 -0.50191704 0.97404432 -0.32585301 -1.41506932 -0.29778778 -2.9872233 -2.71496427 -0.39735862 0.18381488 -1.83597754 0.026368 1.22394929] Distance 10.131305995832232 Each least square approximations [-6.83318077 -3.86379536 -0.3601349 2.52248686 -1.99674976 -0.30273545 -0.07317471 -1.67786771 1.47954582 -1.4013169 -1.29602581 -0.60239155 1.84304802 1.75431571 -0.53352748 0.53894778 1.58575541 -0.83560408 -1.76973099 0.82090089] Distance 10.767524429342537 Each least square approximations [-5.66983515 3.4245553 -5.26634352 0.98500433 -3.73097532 -0.97261299 -0.24575263 -0.98922384 -2.62556498 1.94255581 -1.64217492 1.91429219 -1.88748799 1.47781865 3.2592349 3.6321586 -1.8837343 0.90551659 -0.41657175 -2.05876665] Distance 8.707968345565146 Each least square approximations [ 7.82813405 1.35321247 -2.43503211 -1.38250915 -1.70454528 4.3346123 -0.04546074 -0.05410561 -0.73974005 -4.07047198 -0.40377226 -0.89622587 1.43611275 -0.19932971 0.21275954 -0.85320662 0.90906066 1.62074348 -0.97029755 0.31623146] Distance 10.078712209324452 Each least square approximations [ 8.07436156e+00 4.39065228e+00 -4.09876542e-03 -4.90131118e+00 3.77987200e+00 2.86806026e+00 -8.05234543e-01 -1.09666440e+00 3.98115638e-01 -1.16219122e+00 4.09964283e-01 2.27839863e+00 5.87618226e-01 -2.83018407e-01 9.48748126e-01 -1.01940310e+00 -2.86888477e+00 -9.84552537e-01 -1.36633852e+00 1.66950130e+00] Distance 7.983503026744458 Each least square approximations [-9.71445021 -0.97902791 -1.68457021 -2.91263092 2.59965068 -2.1994847 3.54062075 -2.87055036 2.53192719 2.26921855 0.06445171 2.30469321 -0.94536413 -1.0551051 -0.05275248 -0.41579105 1.78142643 0.30152225 -0.29634007 0.92155286] Distance 7.576380837674917 Each least square approximations [-9.55622017 -0.09580095 -3.47502036 -0.31791659 -1.32677979 -1.69003286 -1.25825437 -2.51179216 2.22307518 -0.29694857 2.55098543 -1.71339637 1.42360024 1.73001153 -0.41412515 1.78783797 0.12972461 -0.74028764 -1.44350053 1.18471429] Distance 8.760957190170759 Each least square approximations [-8.26621602 -3.23459047 1.69734876 -1.14219681 -3.58300523 0.04860506 -2.67511764 0.28518662 -1.66645289 0.22377405 0.49516634 1.27230297 2.21158058 1.02265638 1.29860743 -0.12805031 -0.14955649 -1.16258324 1.40249454 0.84195981] Distance 10.012322776809198 Each least square approximations [ 6.68125758 -1.62541771 3.34646034 -2.18577602 4.18570041 -0.34196759 -3.44981222 -0.8578524 0.43375609 2.2208785 1.07711313 -0.57845006 0.99725128 3.42285729 0.06327686 0.06448877 0.66446087 -2.69356538 2.63432266 -0.75230931] Distance 9.571604014387281 Each least square approximations [13.70557879 -2.03119311 -0.36311375 1.84714408 -2.93750318 -0.03707599 -0.83624104 -1.4486969 0.63882138 0.53437773 1.4782069 -0.63897886 0.56805593 -0.05337294 -0.68067135 0.4419518 -0.17500104 0.31357829 -0.6599121 0.04591331] Distance 2.8116030449522738 Each least square approximations [ 9.05722868 -0.49395233 0.22646344 -1.82622237 -3.1761519 -0.18827489 1.66301319 -0.10656284 4.03959587 0.89171518 -0.11833311 -0.65782994 2.17406522 -1.41934401 2.37055723 2.78136103 1.27076456 0.5906318 -1.33360911 1.4758465 ] Distance 8.805813195324198 Each least square approximations [-1.14961995e+01 2.31580164e+00 1.73157076e+00 -2.69969835e+00 3.83483848e-01 -1.92126074e+00 1.61365702e+00 1.26741679e+00 -1.72100933e+00 1.95591302e+00 -9.78088538e-01 9.13050403e-01 -2.47985897e-01 -8.04876402e-01 6.31405509e-01 -9.88417896e-01 -9.05541708e-03 -5.89340972e-01 -5.44141269e-02 -1.43315995e+00] Distance 7.1243084993677925 Each least square approximations [-8.30512696 2.97116892 -1.14734038 -0.4353085 -4.85875838 -0.1012899 -0.42260877 -2.54144568 -2.20556704 2.7322663 -1.9999971 1.77507399 -0.35926557 1.13520946 0.25890428 2.17870465 -1.55069909 -0.42723853 2.17593073 0.63205524] Distance 8.168460892848808 Each least square approximations [ 4.69301136 0.16526271 0.45661163 -1.66690954 -3.25003979 0.97265443 -2.00203812 -0.99951091 -0.88805441 -2.4826232 -3.12248357 -0.29262506 -0.11583762 0.20607512 0.60742702 0.61792483 -0.32002353 2.74673454 -0.9202213 0.43955568] Distance 11.91157249318129 Each least square approximations [ 8.71592274e+00 6.89637425e+00 2.40019718e+00 -1.84541338e+00 5.60950749e+00 -1.55847422e+00 -1.27741382e+00 2.25959478e+00 2.01884923e+00 4.68637616e-01 1.71001952e+00 3.81571532e-03 6.69188958e-01 5.05862617e-01 1.75554116e-01 1.57971366e+00 -9.06605759e-01 -6.89833608e-02 -8.81782796e-01 -1.34887307e-01] Distance 4.931814755136451 Each least square approximations [-8.47781233 -1.05745064 -0.75944096 -2.78373738 -2.15629222 -2.52095012 3.34916393 -0.09511419 0.45832312 0.41368218 -1.22350645 1.53316097 -1.92107009 -0.50345369 0.29599913 0.60646232 0.03774305 -0.52781366 -2.65815595 4.30582429] Distance 8.46518288908901 Each least square approximations [-6.0106112 -2.30731234 0.01969836 -1.21541447 0.55620462 -2.76150516 -2.14702974 -1.62964077 0.57784226 1.16458512 1.80912777 0.69779347 0.16183889 0.54925331 -2.30967251 0.86115504 1.20506095 2.82443083 -1.67687168 0.23847447] Distance 11.288916995414528 Each least square approximations [-7.49355852 -1.33659651 -0.32624438 0.7445734 -2.17641356 -0.25660123 -1.31975579 1.87996321 0.15811392 -1.3857789 1.54487035 1.90974134 3.37424731 -1.06541863 0.3704541 -1.74799772 0.11541729 1.27740695 1.70064943 -1.84808822] Distance 10.459299523550749 Each least square approximations [ 7.39852217e+00 6.61654178e-01 2.76409264e+00 -1.85988827e-01 9.42345202e-02 -4.67408874e-01 -1.28817222e+00 -4.44869288e-01 -1.15794259e+00 -2.81471521e+00 6.59851500e-03 7.89072440e-01 2.34550416e+00 2.73845727e+00 -1.11678511e+00 -3.62158982e-02 4.88825358e-02 -2.19271399e+00 1.58595162e+00 4.93360799e-02] Distance 10.645325032749065 Each least square approximations [ 8.39602553 -1.39816054 -3.12826979 -0.01073918 0.67289792 -1.21466394 -4.5396767 0.82982747 3.50730955 0.14081782 2.61129262 -0.71268353 -0.65831667 -1.083606 1.14929001 0.77708452 -0.38789647 -0.52624846 0.44640601 -0.44809986] Distance 8.958470662851077 Each least square approximations [ 8.43350138 2.40215971 -1.54540438 -0.30339221 -2.14399855 1.52750078 0.64250316 -0.8630289 0.68666626 -2.42040944 0.78965573 0.87287444 2.21670044 -0.90187649 1.00836519 2.82399495 1.70804112 -2.06565068 -2.68393044 -0.01211334] Distance 9.243219633992092 Each least square approximations [-7.3340381 1.55944925 0.76642593 -1.53696228 -1.93563002 -2.27426334 4.07933691 1.57514378 1.72707655 2.0883596 -0.63855957 -0.9662523 1.13649889 -1.6664781 1.83340626 -0.09896318 1.95626852 -0.39780916 -0.18444012 1.10618609] Distance 10.056967721297104 Each least square approximations [-5.4742646 -1.11129676 1.68939697 -1.55000188 -5.76367938 1.56829416 0.23066231 -2.70175448 -2.11836532 0.97547301 0.05695518 0.59247706 -1.03092038 1.491938 0.2257947 1.23742479 -0.95345653 -0.47776319 1.24700901 0.52796627] Distance 10.557131162947599 Each least square approximations [ 0.40699775 -0.64045656 -0.1157325 -1.67726662 -3.04939115 -0.44564568 -0.40558806 -0.06911823 -1.92964664 -1.11824323 -2.77001321 -0.93611347 -0.35886515 -0.6143985 -0.05067251 0.37363989 -1.37820426 3.89822651 -0.95188584 1.02944269] Distance 12.580832913486402 Each least square approximations [ 4.2317076 7.8293393 3.65125212 0.43028104 4.48870673 -2.54234194 -2.1617639 2.92485563 2.29792848 -0.76086177 0.88520693 -1.46796828 2.94642161 0.76305207 0.78994546 0.27456081 -0.2008232 -0.1244129 0.72922485 -1.11735122] Distance 7.170771950973001 Each least square approximations [-3.3908833 1.37447398 0.20417821 -2.78516603 -1.65805802 -2.67151253 3.43946063 -1.75628279 -0.20502459 2.2949464 -2.08978006 0.20176807 -0.48778578 -0.9836533 0.01795998 1.55864423 -0.68715398 0.8945123 -1.58754911 4.6995645 ] Distance 10.925316296540288 Each least square approximations [-1.38110051 -3.53321779 0.39350198 0.64252498 -0.2545707 -3.93404321 -1.44517756 -1.86116046 -0.20061069 1.18123478 1.87907998 -0.23635299 0.33403761 0.94246474 -2.90051047 0.83394839 1.25178202 3.44779274 -0.95203361 -0.51806057] Distance 11.779955239124842 Each least square approximations [-4.21690526 -0.65474005 -3.37997419 2.60347738 -0.33942279 -0.75002386 -2.26546436 2.83170635 1.11436154 -0.76393978 1.57336504 1.51364766 2.4223323 -1.83546406 -0.56044666 -0.25218956 0.61702422 0.35370296 2.84603341 -2.69021242] Distance 11.058409518580145 Each least square approximations [ 3.52394291 2.67327077 0.61073356 0.93899538 -1.02260709 -0.93164657 -2.35879468 -1.44553618 -0.35654628 -3.85729167 -1.41548597 0.79302195 1.5665851 1.77075781 -1.07143514 -0.16975809 0.95152355 -1.50203949 2.9181868 0.01493142] Distance 11.752054819288693 Each least square approximations [ 4.34424492 -4.82322101 -4.01019844 0.50663578 0.59929664 -1.80597577 -5.25784208 1.71462285 1.60917944 0.74765344 0.76162966 1.46874587 -0.15851505 -1.36086367 0.48164401 -1.06235242 1.55477963 0.70165612 -0.4711526 0.57256116] Distance 9.965789489911833 Each least square approximations [ 3.45174882 3.49313941 -1.53112028 1.31699737 -3.98404868 0.46219817 -0.5030405 -0.29029745 2.32262916 -2.55311796 1.65172275 0.60457262 2.83441448 -0.75391936 1.21102417 0.6217608 1.92109146 -2.01062443 -1.86265917 0.05320153] Distance 11.10373573624803 Each least square approximations [-2.84746071 3.11411193 0.13315054 -3.62305911 -2.5793325 -3.5353445 2.18460991 1.39254082 -0.32663566 0.32426905 -0.80697309 -0.83774398 -0.08430949 0.21914641 2.81904794 0.03420859 2.0734668 0.69177544 1.01216841 -0.10281342] Distance 11.505879709705349 Each least square approximations [-9.30283938 -2.98203845 5.93841549 3.46798588 3.36351909 -1.12939713 1.16724918 -1.46801999 0.07207869 0.50213367 -2.48927961 -0.93473972 -0.79301345 0.51106741 -0.58723245 -0.31737437 -0.49962601 1.54409166 -0.76574166 -1.54808873] Distance 5.38995379429203 Each least square approximations [ 1.57994393 -1.34995882 1.02999159 -0.75920043 -1.57593909 -0.20663525 -1.84307433 -0.64006449 -0.52336526 1.04581981 -2.95152343 0.17763649 -0.4649705 -0.29599593 1.06551315 -0.16633451 -0.84127538 1.26445245 2.38946526 -1.68890097] Distance 12.939484364230777 Each least square approximations [ 4.32261862 0.21458872 3.53743576 3.49439463 3.06483424 -5.15733793 0.7429803 -1.33520114 0.61583782 1.60331134 2.7759305 3.15745894 -0.49628487 0.22252048 -0.41603803 -0.12085934 3.51684159 -0.71218298 1.32111552 -0.31249034] Distance 9.195460510297703 Each least square approximations [-1.92191338 -0.3831458 -1.26738642 0.99451686 -7.65552555 1.17044239 4.72526908 -0.29484898 2.06124677 -2.53163105 0.99536583 0.15146789 1.33312869 -2.40371775 -0.379485 0.12556322 -2.40897097 1.26753728 0.13286408 0.48658807] Distance 9.289045538388494 Each least square approximations [-1.6713427 -1.16546068 1.54928082 -2.42201641 -0.06389753 -4.98531802 -2.01875795 2.10128228 -1.79976411 -2.35906344 -0.16639582 2.14455762 0.08341798 -1.09934864 3.08379298 2.54885705 1.08976425 2.79482205 0.99877648 0.84700749] Distance 10.72529462736512 Each least square approximations [-3.17667519 5.07673273 1.87987461 2.83643719 -0.68261961 4.21390219 0.57779791 5.02191916 1.92350149 0.13119291 3.49015378 -0.1272584 1.52697304 -0.68707674 -0.79750332 0.00558697 0.93226961 1.38132195 1.2951655 0.96208132] Distance 9.284952810360835 Each least square approximations [ 4.57313908 4.41660161 -2.42664888 -1.61781174 -2.43367974 -1.4087818 -1.15254665 3.22949189 -2.04118179 -2.47169635 -0.78532378 -0.73847135 -0.65670103 -1.70843915 -2.53853365 1.81774954 1.56218538 1.5785983 -0.50534535 -0.41388025] Distance 10.182261127392385 Each least square approximations [ 1.02333898 2.03052124 -4.2151116 -1.91211141 2.45686818 0.99740357 -2.30283777 -2.25087371 0.37669164 -1.90312102 1.31928856 -1.39652135 1.1342125 -0.53871288 -1.07511212 2.44620908 2.18257925 -1.22431455 -0.73992366 2.05101011] Distance 11.444789335004746 Each least square approximations [ 2.38237741 0.53751264 -0.96373433 0.33982002 2.38423748 2.64586641 -2.76652142 -3.44766557 0.49169746 0.86717903 0.35789008 1.39825967 0.79540538 -0.15168446 -1.50880791 1.29268712 0.06953483 -1.76361373 -0.26731656 0.08277079] Distance 12.331148051977449 Each least square approximations [-1.76453319 -1.26045903 -1.43500237 1.39369156 -0.19547911 -3.08248536 2.64099232 0.16860894 2.13765957 1.62187949 1.70534202 -1.3996011 1.4699917 -0.68810033 -1.0862409 1.87298554 1.83295205 -1.89115033 1.55818197 1.28104869] Distance 12.104676896729094 Each least square approximations [-6.53963754 1.084245 -3.93754609 0.21261333 1.34905148 2.79612416 -4.25046531 2.85189566 0.16744125 3.83131485 -2.1176977 0.31184352 -1.68841702 -0.2799135 1.45793062 2.00163531 -0.67219025 1.86489503 -0.53780029 0.61155167] Distance 8.827832773911704 Each least square approximations [ 5.13114641 -0.55631897 -1.16857277 -0.32334505 0.38616998 1.43323498 -1.32797465 -1.73298525 -3.79918389 1.40642649 -2.29437316 -0.33869142 0.03278275 -0.88436168 0.02258158 -1.5460454 1.31922705 -1.71991783 -0.44058609 -0.87563608] Distance 11.853324330102339 Each least square approximations [ 6.80225852 4.72873018 -3.44726646 -1.26929199 -0.54292958 -0.19258898 1.16555201 -0.26756844 0.82060182 2.39165542 0.86163041 0.7597266 -2.956347 0.37582713 1.16796728 -0.92545954 2.03160357 -0.94670978 -0.90427281 0.86374879] Distance 9.844437644085744 Each least square approximations [-11.76143985 3.99580754 2.62392497 -0.12283325 -2.57927084 2.03695297 -1.74935482 -0.29140311 2.11141133 1.33647031 -1.06023684 -1.08091416 -0.32096924 -0.88620607 -1.8848026 -0.25587614 0.30374315 0.53774676 -0.29841815 -0.84610293] Distance 4.102338934605906 Each least square approximations [-5.09480279 1.32825785 -1.66126529 -2.07567322 -0.75559429 -0.46487088 -2.37982637 0.17614383 1.39633202 0.4456191 1.41708388 1.79063606 1.1171789 -1.05735042 -2.71609062 1.09869742 0.75767442 -0.7750436 0.72761807 -0.67085852] Distance 12.01935980464915 Each least square approximations [-8.65706685 4.66000899 -1.46684723 0.18485501 -0.16468344 -0.23075007 -1.39454261 -1.94996589 -1.71429794 -2.33394405 -3.48522936 -0.02613071 2.06214074 -1.66612379 -0.24538121 -2.71736273 -0.09663487 -1.31461032 0.54257254 0.1739267 ] Distance 8.02878138124931 Each least square approximations [ 5.54841903 1.05600662 -0.55835754 -1.24646046 1.16995735 3.40199339 2.13048511 -0.40529209 -1.71810585 3.22428084 0.68147575 0.3459773 0.80869992 0.44099775 4.13478957 -0.76191891 -1.4463147 -1.62377824 -0.70466266 2.35878939] Distance 10.561537391069798 Each least square approximations [ 6.34558323 2.9050491 -0.71741155 1.24208621 -0.88577578 -0.07088487 -0.23754764 -0.93208277 -0.58943366 -0.07862337 5.02683503 -1.23819187 1.24745741 -0.73911028 -0.63119381 1.95398405 -0.06762643 -0.84180339 0.1957943 -0.05301599] Distance 10.931445436609659 Each least square approximations [ 7.29070355 2.79234423 -3.29200803 -2.47621699 2.90687532 -0.08773208 1.28998037 -2.58252248 2.38579137 -0.32712391 1.22533919 -3.07362435 -1.86452016 -1.53494876 0.35459546 0.38916568 -2.38797408 -2.18532338 -1.01843671 -1.24354154] Distance 8.693271908527226 Each least square approximations [-6.30004049 -1.2950042 -0.4588092 -1.03518378 0.73564541 -0.59204047 0.14142433 -0.97819908 2.64837364 1.54725013 -1.57592476 -0.85470192 1.17271317 -1.32085553 -2.70562328 -2.5520088 1.94365397 -2.59490987 -2.73097147 -1.42809063] Distance 10.587793790981639 Each least square approximations [-7.1898749 2.20877493 1.29876637 0.82363076 -0.71440978 -0.56005963 -2.36241878 -2.78970994 -2.3574975 1.76504413 -1.26987617 0.5648315 -0.41794031 1.32963017 2.85587356 2.15741467 -2.57353241 1.94752921 2.92328864 0.22824263] Distance 9.519820186949392 Each least square approximations [ 4.107505 -1.79085432 0.19903455 -1.88664972 -2.82669588 0.61740467 -1.22226207 -0.55715871 -1.48390299 -0.19049461 -2.67960814 -1.22756862 -1.24531215 -1.49890823 0.06726521 -0.67783888 -1.02568431 3.21071911 -0.53936994 -0.45008111] Distance 12.133810675140161 Each least square approximations [ 8.66577653 5.60922465 3.95361381 1.38661591 4.33303784 -1.31576778 1.60957815 0.77486122 1.36137801 2.78615798 -1.61325565 1.89444158 2.24059168 0.29583209 -1.17630172 0.0337274 1.12183336 0.57084079 -1.97758177 -0.18522764] Distance 5.6994801806028805 Each least square approximations [-6.03564444 -0.32566192 -1.62976807 -2.60871803 -4.90833967 1.02062467 3.0633879 -1.29859963 1.50556423 1.01822849 -2.09809981 0.82991977 -2.91022332 -1.31363984 -0.80712821 0.53284477 -0.37444967 0.07271625 -1.81457026 1.84462036] Distance 9.977868118307185 Each least square approximations [-3.9869166 -1.89832346 0.16012394 -3.79943802 0.08135806 -3.17515913 -0.43177754 -0.42010971 1.58606931 -0.77889858 1.23557955 1.89951862 -0.05998652 1.04571064 -0.05296081 1.90939562 1.17436396 3.1481235 -0.04825351 1.33463621] Distance 11.731847927321615 Each least square approximations [-5.54237482 1.77874327 1.76280349 1.90908888 0.27178466 -1.26179751 -2.58293443 2.24250411 0.19333757 0.06912517 0.64061318 1.64073821 4.51028055 -1.2636007 0.48968714 -1.37133064 1.81767234 0.27577818 1.74347948 -1.29771021] Distance 10.900269089275007 Each least square approximations [ 6.45461713 2.24642913 -0.23061056 -0.97787198 -0.89173745 -1.1758443 -1.93690177 0.72029729 0.18563919 -0.59298064 -2.12357397 -0.85973328 1.78190392 1.07340168 -0.60451856 0.52055733 -1.59408241 -0.63165194 0.37700706 -0.20065037] Distance 11.842167622249514 Each least square approximations [ 6.25675534 -0.17259602 -3.76281108 0.73564788 1.59558999 0.20974686 -3.62827909 -2.04644473 2.98858611 -0.0187333 2.34177783 -2.03550526 -0.28013436 -0.10402929 0.92805879 1.43168402 -0.55248298 -0.40992217 -1.57022052 0.0235752 ] Distance 10.47884933768146 Each least square approximations [ 5.76245401 0.06791164 -2.20798872 -0.34792406 0.19165819 3.25875593 -0.66574736 -1.13892243 3.16663288 -1.46593026 -0.38378711 0.89496608 2.18846114 -1.3791663 -0.52062448 2.81226543 -0.80726366 -2.1536979 -1.37543377 0.93920445] Distance 11.020920676165243 Each least square approximations [-5.16060881 -0.06389631 -0.88168951 0.01694848 -0.91866696 -3.36684242 5.14591603 1.00155152 0.94705866 3.19020897 -0.57573809 0.72931937 1.92140092 -0.83353258 0.31987352 0.6364645 1.75850236 0.32810884 -0.34949915 0.42058491] Distance 10.987114098708403 Each least square approximations [-5.6762195 6.79046835 -2.57000604 4.22708066 0.40175912 -0.34504147 0.10376176 1.14636585 -3.02670878 0.06856991 -0.86521346 0.17331972 0.05241673 1.11052431 1.36379265 1.33462349 -1.17006732 1.42148625 1.87373979 -1.21027252] Distance 9.40266311597111 Each least square approximations [ 9.80018606 -2.30891256 -0.13879967 0.80084647 -2.29979368 3.33942222 -0.43588831 0.2172759 2.45228545 -0.24119577 0.31613793 0.04654324 -0.36596061 -0.34836485 0.395969 0.0561573 0.73772698 0.35908176 1.32888159 0.19929777] Distance 9.392760223985782 Each least square approximations [ 8.18859876 -0.49622901 -0.76382633 -1.77267289 3.66023609 2.58720247 -0.21070581 -3.18010204 -0.24017121 2.57544432 1.47979858 1.57974238 0.468706 -3.19138871 1.64971052 0.03259575 0.09797159 -1.06628778 -2.00520167 2.03223947] Distance 8.996172041930393 Each least square approximations [-9.17897461 -3.41394298 -1.56301059 -3.8720721 -0.02425423 2.04066463 1.29445508 -0.10141265 0.32653415 -0.39048283 0.64675608 4.35957285 0.74291477 -0.68838975 1.54380266 -0.29499883 -0.43382944 0.93430598 1.90955689 -1.59042011] Distance 8.148227156498455 Each least square approximations [-11.23267542 0.15538209 -3.83007404 -2.60111511 -1.77296148 0.1921713 2.23814958 0.58140873 3.12963254 -3.56854881 2.68634858 1.69107709 0.1304907 -1.25820618 -0.63064853 -0.35631867 -0.27735188 1.46840875 0.08586863 -0.23520093] Distance 4.776952082005058 Each least square approximations [-9.1343147 -2.22686824 5.02997472 1.15812081 0.76139658 0.9581745 0.93344247 0.51008029 -2.33498398 0.18336539 -1.76864743 -0.41919254 1.90801108 -1.00682402 2.34737781 0.73794631 0.3739629 -1.87334401 -0.75229598 1.16511674] Distance 8.559685024536767 Each least square approximations [ 8.44326086 -3.5243208 2.61688854 0.28572327 1.54146324 -1.17514745 -0.49720227 1.8322105 0.73080013 4.18500087 -0.37400069 -1.49396055 1.237139 1.26987975 1.24842533 1.68908456 1.03055693 -1.9341997 0.18073053 -0.46618555] Distance 9.21828993902196 Each least square approximations [10.19481576 2.75726284 -2.53758372 -2.54100887 -0.08640241 0.57084458 0.10830978 -3.38409652 -0.14510501 0.10687341 2.30137725 -2.58138876 -2.71556646 1.91472727 0.3831866 0.27800364 1.45186488 -0.28443251 -0.71670717 -1.32679666] Distance 7.214948824009188 Each least square approximations [10.440672 -1.46195906 -1.50509219 -0.78268792 0.17233489 1.54757761 -2.27637793 -0.86236525 2.89911706 1.92086175 -0.98163053 0.70016688 1.14546828 0.59046692 0.93101232 2.33071058 -1.43922716 1.93367232 -1.38195489 0.83103866] Distance 7.982052029179541 Each least square approximations [-11.7183761 2.0426465 -2.14046655 2.79655624 0.79336839 -1.54075413 0.41397766 -1.30441033 -1.04831497 1.78276901 -1.19455482 0.50687931 -0.01677944 -1.04081783 -0.54405722 -0.51206094 -1.22158996 -0.40289922 -1.29517824 1.4097624 ] Distance 6.656696972783978 Each least square approximations [-5.08387661 1.95100629 1.50062486 0.89680802 -1.33947498 0.23427025 -2.53700045 -4.81913658 -2.76403795 2.8612801 0.16128342 0.13976799 1.23142592 2.92317095 0.36650531 2.35403372 -1.30962466 1.43806787 0.52910835 1.1420686 ] Distance 10.098366577513161 Each least square approximations [ 1.89450665 -3.14511454 -1.60932507 -0.76505938 -2.29442824 1.31121879 -1.05324162 -1.01109414 -1.78390985 1.79003535 -3.37472973 -0.04001109 -1.07301838 -0.32037497 0.12792363 0.83813495 -0.43717797 3.37020107 -0.47392587 0.12664575] Distance 12.077274016248357 Each least square approximations [ 7.87698411 6.61349412 3.92350181 4.48025753 2.50813698 0.21025782 0.0491853 0.39752306 -0.46898735 2.56855245 -1.90503165 -2.24261518 1.69082606 0.15271312 -2.13606173 -0.29726106 -0.24789255 -1.748616 -0.60813264 -1.13354835] Distance 5.25752828167081 Each least square approximations [-4.12975214 -0.09586445 -0.6404854 -3.15215304 -4.73032275 0.43280942 1.53698354 1.39101182 2.43258882 1.80141473 -1.09282072 1.47018429 -2.61753449 0.73182855 0.0171528 1.54458658 -1.44960286 -0.35487565 -1.99362793 3.48458657] Distance 10.405067951778927 Each least square approximations [-3.33676025 -0.26080424 -1.18014596 -1.69241835 3.50029407 -2.99844717 0.61550761 -1.8540502 0.63918868 0.71280811 2.42109256 2.15055214 0.25688378 1.71124674 -0.64571659 2.23411671 0.51280493 3.93718502 2.03434347 0.93516688] Distance 11.048549703327536 Each least square approximations [-4.39543309 0.30607367 -0.41844469 2.46824185 0.74869529 -1.29067255 -2.72562894 2.15925511 -0.46257789 0.05904281 1.11563584 2.10029418 3.29746998 -0.50752969 -0.55066969 -0.63145432 0.58967357 -1.14848885 1.86191957 -3.12809413] Distance 11.425783801244862 Each least square approximations [ 4.73313691 2.58351353 0.3229347 0.40372198 -2.08754604 -0.82348012 -1.53544021 -0.29239752 -0.12316638 -2.01399053 -1.96216031 -1.23131721 1.37232657 1.21441606 -0.07367673 0.040109 1.92798171 -1.90914745 2.78491856 -0.25738534] Distance 11.762727491816088 Each least square approximations [ 4.65551776 2.23275263 -5.9145747 0.68114285 -0.36779621 -0.10411284 -3.2652198 -0.20492943 2.01595411 -0.1287334 0.51159076 -1.37156193 -0.54895309 -0.16802919 2.18313737 -0.80418247 -1.03179569 1.69817432 0.80822534 0.47447958] Distance 10.650080196114764 Each least square approximations [ 5.32367762 2.17145933 -2.36524539 1.26656662 -1.47056006 3.96265934 -0.76413724 -1.87477411 1.77304534 -0.98718456 -1.34037381 0.27227929 1.17372547 -2.04938992 -1.57937677 1.21196474 0.55842975 -0.67260754 -1.44525897 1.43297142] Distance 10.97799094729515 Each least square approximations [-4.8309079 0.37959458 -2.65640041 -0.87668862 -0.51729345 -2.50511802 4.86453015 -0.15650909 0.30705754 -0.36673695 -1.34027064 0.47582039 1.08074192 -0.19766018 0.30195734 2.97914058 2.03061417 0.11809853 -0.07982519 1.48110819] Distance 11.08473027803642 Each least square approximations [-6.82658704 2.15209826 -0.68287884 0.14770462 1.32036236 3.79049532 -4.29648543 2.30622418 0.49937993 2.50455328 -2.58891952 -0.49641352 -2.02510688 -0.56785416 0.71847661 1.97449491 -0.13974308 2.15174605 -1.15699312 0.35414221] Distance 9.085682617044666 Each least square approximations [ 3.46467822 -1.92584114 -0.8341803 -0.15324529 -0.08081969 0.47251684 -1.91538726 -1.37612838 -2.81645465 1.77501825 -2.91014599 0.050742 -0.5622054 -0.95601187 0.35348796 -1.39675665 1.14882592 -0.95626827 -0.393192 -0.38571015] Distance 12.448360752305435 Each least square approximations [ 5.27931436 5.26452347 -2.17086941 -0.28858759 0.0291871 -0.61008773 1.12911409 -1.06620467 1.04517674 3.02389237 1.66480744 0.99645218 -2.33458447 -0.1390608 1.22471107 -0.48859891 2.8380456 -0.2069571 -0.83548613 0.25097935] Distance 10.45704413998529 Each least square approximations [-10.68573407 3.81649621 4.43613526 -0.94524658 -3.85848332 2.52784035 -1.07836426 -1.57830584 0.56557084 0.14927886 -1.28152031 0.16437635 1.25001874 -1.17479081 -1.06252684 0.16164408 -0.06094219 0.52704609 0.03861199 -0.29091055] Distance 4.674645726241338 Each least square approximations [-4.16430862 -0.35214797 -2.63687144 -2.39376877 -1.14757541 -1.48556181 -1.42882839 2.37516757 1.08688458 -0.01531496 2.03563617 1.8599344 -0.59360741 -1.3335112 -3.4355528 1.0562163 1.06890146 -0.67916279 1.57061834 -0.58879767] Distance 11.531587479241837 Each least square approximations [-8.18781153 5.26723875 -2.34459365 1.47949985 1.11662354 -0.06704615 0.35440178 -0.50156714 -1.6843577 -1.71677377 -2.87903641 -0.17208628 2.45096555 -3.59047861 0.77118252 -1.59687508 -0.79647715 -0.69057937 0.42750823 -0.18433935] Distance 7.810974589500735 Each least square approximations [ 5.17922691 1.48713489 -1.71741462 1.11641983 0.00526336 2.32157125 2.15915545 0.81966409 -2.00212554 2.81663612 0.68744544 -0.31761094 0.6866493 0.13156933 2.25882872 -0.60951386 -1.85961137 -2.21636201 -1.05793228 2.65271966] Distance 11.118648024661818 Each least square approximations [ 4.63720562 2.30888606 -2.1062731 1.27243211 -1.05249256 0.31160712 -1.91898377 -1.93478399 -0.88978613 -0.42685666 4.6792349 -1.49261847 0.48328111 -0.25510796 -0.88824911 2.21495538 1.20255344 -1.50306436 -0.15613313 -0.03861194] Distance 11.235725769088662 Each least square approximations [ 6.55935342 4.68143951 -3.80894603 -1.04630866 2.57583231 0.66429615 0.67819893 -3.6006565 2.07842942 -0.39687199 1.28495742 -1.76611673 -1.3312676 -0.67950045 0.59634647 0.06803286 -2.61487995 -1.86451106 -0.22386865 -0.00894267] Distance 8.90693448229923 Each least square approximations [-5.48240356 0.11770003 -2.99868183 -1.50300695 0.65271747 -0.55551076 0.18861924 -1.29143775 2.83552104 2.1984538 -1.6520601 -0.74952338 0.58088277 -1.16733441 -2.60184647 -2.32122505 1.14608278 -3.39329638 -1.32437096 -0.61573176] Distance 10.669641487119994 Each least square approximations [-4.11744788 2.39117547 -4.99228175 0.98825629 -5.15076297 -1.51333627 0.46333639 0.37234042 -1.88945337 -0.24114753 -0.01630689 0.76085811 -2.41745382 0.0624826 2.30292274 3.23596003 -1.06320778 -0.04193763 -0.53762666 -1.09023613] Distance 10.184437883615791 Each least square approximations [ 6.74103393 2.03243086 -1.71620213 -1.99690926 -2.18889355 3.23696739 -0.19986877 -0.60213974 -0.55960652 -4.60790475 -0.09125868 -1.1320593 1.31251601 -0.58015804 0.55403939 -0.30535434 -0.15006105 1.52689564 -0.99666355 1.09149674] Distance 10.387316099118197 Each least square approximations [ 6.05396941 3.04173676 0.07821099 -6.5072256 2.31751434 0.50392634 -1.393955 -0.36816306 0.90582248 -2.2278395 -0.17741297 3.00266654 1.26902871 -0.01577285 1.33224304 -1.21588428 -3.46806853 0.75177981 -0.03328946 0.4927454 ] Distance 9.023262921344447 Each least square approximations [-7.04998788 -2.16449945 -2.38988393 -2.20456257 4.62880041 -1.94307086 4.06114552 -4.33685497 -0.14969373 2.89260422 -0.70827431 -0.00719121 -0.81534765 -1.27141301 -0.65174183 -0.1258838 1.63472526 1.14780505 -0.87937049 0.75664855] Distance 8.21565602639043 Each least square approximations [-7.21420924 -0.67949368 -0.71022811 -0.4683667 -4.05411062 -0.92039419 -0.22321988 -2.05898293 -0.8243517 1.21113668 1.35085079 -2.97230911 0.80802658 2.92460839 -0.31744951 0.6145651 0.5180483 -0.07749035 -3.65627037 -0.05677869] Distance 9.94828540043309 Each least square approximations [-6.77752893 -4.37755754 1.16109136 -1.2536805 -3.99181079 -0.97127336 -2.85242092 0.22617661 -0.50749299 0.804608 0.54417847 0.70866576 2.23565697 1.25823701 0.68082707 0.62804061 -0.12495467 0.24187496 1.1767139 0.52630741] Distance 10.292999887712265 Each least square approximations [ 5.99381698 -1.73826738 2.82314183 -2.22250532 4.54156788 -1.81875018 -3.0869319 -1.08915511 1.25977541 1.23298803 1.04857118 -0.03487491 0.84296677 3.20186347 -0.24811585 -0.25336031 -0.48812036 -2.02146794 1.81895179 -0.80046084] Distance 9.991543783565398 Each least square approximations [ 1.13227323e+01 -6.72605629e+00 3.16216192e+00 1.08539861e+00 -1.10722640e-01 -2.44029056e+00 -1.13429404e+00 -1.41663358e+00 -2.93483249e-01 -4.11273631e-01 1.47011948e-01 4.26765507e-01 5.49982628e-01 3.49911682e-01 -3.73607112e-01 2.17510967e-01 6.25905589e-03 -7.62162512e-02 -2.14645253e-01 -2.68487970e-01] Distance 3.8510098569865554 Each least square approximations [ 6.44697225 -1.56553006 1.08949488 -2.46475315 -3.19083279 -1.72973334 0.81877081 2.11992765 4.36435726 -0.09756704 1.54402531 0.74788711 1.65250645 -0.2771423 3.21763592 0.52465348 2.30687772 1.50064793 -0.67605975 0.42788779] Distance 9.830708401349673 Each least square approximations [-8.40081254 2.34562612 3.60737932 -2.52715547 -1.30578884 -3.09460355 -1.26567017 2.93556367 -2.15444243 2.38048584 -0.41972205 1.74003025 -0.37788038 -0.05030372 1.89007111 -1.56085477 -0.96239777 1.3948192 0.59158381 -1.51823369] Distance 8.23030973813298 Each least square approximations [-7.48778990e+00 -2.18053523e+00 -2.78839941e+00 1.51117884e+00 1.99383868e-01 1.76886710e+00 3.38810587e+00 2.73052368e+00 7.98889143e-02 -1.23197318e+00 -3.03240140e+00 -2.03182959e+00 -2.84231083e+00 2.90439798e-03 6.08944186e-01 1.77774412e+00 1.76908703e+00 1.97983981e+00 -2.91029211e-02 1.60174196e+00] Distance 8.278501901551591 Each least square approximations [ 4.8918879 2.18681223 0.78152762 -0.29447312 -1.29277606 1.5696977 -2.27471363 -2.70399678 -1.43203766 -1.05053938 -1.37369011 0.13294369 0.24834262 -1.21212432 0.15649196 -0.86834209 0.49149576 1.80059525 0.06342414 0.7594961 ] Distance 11.8375303089282 Each least square approximations [ 5.39549025 -0.15762733 -1.89763688 -1.90439147 4.01778705 -0.75066189 3.43741604 -1.27824553 1.24667391 -0.65914248 3.00105852 2.03280279 -0.25929407 0.46856056 1.26924256 -2.33566506 1.61902481 -0.34845295 2.61147352 -0.15394126] Distance 9.950138246963379 Each least square approximations [-5.90208424 1.31191425 -3.30673137 -1.05717598 -0.76933743 2.45734174 1.78826154 -2.36279119 0.62638311 -3.02419937 2.25168216 -2.04182402 0.91347749 -0.95118434 2.34622652 -1.40588112 -0.83270314 0.5141568 0.2445784 0.17800429] Distance 10.223779803863613 Each least square approximations [-5.50500796 -1.18453049 3.07341211 -2.32505331 -0.51049225 0.39879379 -1.16276463 -0.57692684 -0.64996445 -2.14730792 -0.79735002 -1.8684749 -0.41613955 -0.18802989 0.63013035 1.34982589 1.81505745 -0.22860055 -0.22345469 1.63851206] Distance 11.456777743891545 Each least square approximations [-5.93393407 1.4553877 3.46138652 0.95638269 1.07715625 2.77676766 -1.90954512 -0.57270047 0.4108738 -2.28655708 2.94749544 0.01909783 1.66325983 0.58074793 2.04191389 -1.64137835 0.19849992 1.70276728 -0.11795097 0.331213 ] Distance 10.3636851833879 Each least square approximations [ 7.09607309e+00 9.90426814e-01 -1.14590995e+00 -2.82809838e+00 6.12932199e-01 1.32214943e+00 -5.83585579e-01 1.47131296e+00 -4.35079025e-01 3.77584998e-01 9.67009313e-01 6.56577942e-03 9.18386066e-01 -1.20481116e+00 -4.48695003e-01 2.22654443e+00 2.31440392e+00 7.73349872e-01 -5.08123986e-01 1.58098486e-01] Distance 10.833163257908557 Each least square approximations [ 4.5349258 1.15433298 2.36493839 -2.79256117 0.83274234 0.22762855 -0.17628631 -1.28835309 1.20156388 1.46198275 3.64089592 0.16522979 -0.06856433 -3.32148215 0.31528975 0.38963573 0.42016037 -2.07375218 -0.72157735 0.80171393] Distance 11.228215447253886 Each least square approximations [ 5.15983893 -0.25188041 -1.69640097 -2.79096662 0.18839813 -2.69886844 -1.86575009 -0.48222017 -0.11963594 0.86263423 -2.16798751 0.39964144 0.45394942 1.73109842 1.50052787 1.0631563 1.09895488 -0.64323164 -0.26499382 1.25683256] Distance 11.564153790043065 Each least square approximations [-4.23241755 0.52229123 3.007792 3.24147325 -1.93201 1.41789519 -0.00498534 -0.12369227 0.61121351 1.20021383 -1.06808842 -0.81053273 0.78697815 -1.59229079 0.37423253 -0.38443566 0.77637628 -2.74032538 -1.21770041 0.34796961] Distance 11.718470879686489 Each least square approximations [-5.64948289 1.80479756 -3.93305473 -2.6054238 1.55336159 3.58157974 -2.79848082 3.38367959 -0.73409052 0.5168717 -2.42071719 1.5875891 -2.74148408 -1.39262629 -2.14944136 1.99827018 0.87094495 0.51712036 -1.08663831 -1.03677122] Distance 8.821950299982689 Each least square approximations [ 3.83694577 0.53511833 0.59929326 -0.32594192 -0.58376067 0.62810005 -1.70361757 -1.64386591 -3.41064909 0.9448897 -1.77805712 -0.14382407 0.55719914 -1.38478269 -0.28899713 -0.01519138 1.48570962 -0.83244457 -1.97166034 1.87629758] Distance 12.254561287543087 Each least square approximations [ 3.56210128 4.43123421 -5.03164712 -3.91161126 1.485221 -1.15569694 1.13121413 -0.81714677 -0.20257894 1.1539055 0.94903775 0.29772885 0.07533262 1.69278954 1.38333406 0.56658057 1.96259829 -1.27540854 -1.0550026 1.36463497] Distance 10.293822416957527 Each least square approximations [-10.43114442 5.4609947 3.71071569 1.52902537 2.42057432 0.60191281 -0.6962118 -1.87001762 0.33637864 -1.72965592 -1.38458465 1.95331494 1.55522795 -0.7624409 0.59359099 1.33643098 0.14641876 1.68330463 0.67084701 -0.5394719 ] Distance 4.21925262876677 Each least square approximations [-4.45508102 -1.4265419 -2.6450962 -1.80709759 -3.04180473 -0.76512732 -2.41439181 1.20223051 0.93429382 1.10582599 1.90266053 -0.980917 -0.28608149 -1.30392566 -3.02279161 0.56593869 -0.38229889 -0.6986392 0.9639449 -0.34959247] Distance 11.465372398317605 Each least square approximations [-7.54927701 3.20641117 -2.55064665 -3.2899544 -0.15811716 1.86406574 0.47571995 -1.28711117 -3.32623573 -1.70201014 -2.78466415 -0.95784193 1.48004731 -3.49629113 0.81206262 -1.80642417 -0.7404167 0.93688233 0.26906859 -0.54062567] Distance 8.220118713017778 Each least square approximations [ 4.67919176 0.70745236 -0.32288521 -0.82321367 2.13876795 3.71555932 4.24196505 0.32288816 -1.93185135 3.36095347 0.07333758 0.85242091 -0.42457815 1.62942442 0.15005087 -0.83937415 -0.88530917 -2.38065155 0.38205741 2.16370561] Distance 10.490895382554518 Each least square approximations [ 5.25969907 0.486134 2.18869139 0.61122612 -2.58950315 1.54361577 -3.56702788 -1.28077403 -1.34826728 -0.25014474 3.33116032 0.7174266 -0.29937304 -1.38292057 -0.72369784 2.94080557 1.98168086 -0.68433381 0.11506543 -0.52403597] Distance 10.698105425005057 Each least square approximations [ 6.38719053 4.61226105 -2.07503764 -3.44107824 0.71457965 -2.04935901 1.62169448 -1.85670475 1.68599735 0.3554044 -0.81001415 -3.57052233 -0.68301688 1.01587093 2.36932557 -1.93231199 -2.98559673 -1.88595312 -1.13406261 -0.40073772] Distance 8.377050294270783 Each least square approximations [-5.85669727e+00 1.76566179e+00 -3.10823645e-01 -1.94802041e+00 2.29608474e-01 1.91017672e+00 -1.73046179e+00 -1.70118924e-03 2.74156761e+00 2.33887473e+00 -1.38035833e+00 2.30715179e-01 -1.90192287e+00 -1.33054839e+00 -1.49764894e+00 -2.94105331e+00 1.83280122e+00 -3.19297175e+00 -8.88823165e-01 -2.69284844e-01] Distance 10.327995336308266 Each least square approximations [-9.8718385 -0.17882043 -1.73448127 1.47069298 3.61096332 3.46463769 -0.047864 1.69495174 1.08701791 2.27656705 0.30653158 -0.314175 0.6335826 -0.10331131 0.54382453 0.41852057 -1.15266755 -0.63787303 0.92487605 -0.41481177] Distance 8.160116072242207 Each least square approximations [ 5.4697266 -0.0397009 0.91253533 0.6419634 -1.83676779 1.94975902 -1.71161166 -1.87999139 -4.34648857 1.42049968 -3.04095417 -0.73312729 -0.66039247 -0.51196258 0.43095238 -0.66587869 0.50869515 -1.43550315 1.58157733 -0.83674523] Distance 11.181164068312896 Each least square approximations [ 6.07242664 1.82122361 -1.44875042 -0.09931832 4.1525096 -4.50346119 -1.40167039 -0.3785497 1.07978996 3.86248188 1.89689715 1.57516954 -2.37755458 1.54630521 1.52729735 -2.54238971 2.39523283 -1.50404336 -0.21327354 0.30319146] Distance 8.848250775214412 Each least square approximations [-8.87334861 3.31136874 -2.01223692 2.28402942 -4.91965022 0.24710361 3.86511039 1.84066251 0.60279155 1.04824489 -1.15096668 0.04207634 1.71626665 -2.41970679 -0.69508407 1.51381807 -0.28337828 0.08453443 0.90512348 -2.64544038] Distance 6.598288848429312 Each least square approximations [-4.68846213 0.2056942 -0.30704191 -4.21466958 -1.34632475 -1.88446898 -1.78132136 1.2772805 0.71014786 0.48643973 0.28759098 -0.83881317 3.66582393 -2.23844848 -1.12062173 1.84776994 0.78776258 1.15405466 1.02594882 -0.23371669] Distance 11.384598924170374 Each least square approximations [-8.97924091 6.92796607 0.8576591 -0.62671664 0.99525995 3.39731089 -1.71623506 3.41905046 1.78478927 -0.43693252 -0.96039951 1.53666301 0.97719605 -1.23566169 0.25936951 -2.90588627 -0.01784232 -0.94169325 -0.15339216 0.93047156] Distance 5.569182948219171 Each least square approximations [ 7.04930338 2.01203905 -1.8592619 -2.12691095 0.20732134 2.80634795 1.67084566 1.18932573 -1.53928606 2.32868739 1.37118971 1.82091862 -0.12674144 0.70288151 -0.42537087 1.96549813 -0.10336673 0.13949576 0.21979895 2.00411238] Distance 10.577398532294133 Each least square approximations [ 5.5182995 0.97218682 -3.22743526 -3.14981509 2.58513103 0.25285109 -1.27992268 -2.35586527 -0.1113786 -0.2383673 1.07715349 -0.34066232 -0.17509693 -2.31653481 -2.40820546 1.62896311 1.328337 -1.28109527 0.75489676 0.572908 ] Distance 11.054234987475555 Each least square approximations [ 6.23551668 0.26638648 -3.8902584 -1.96002911 1.74559277 -0.74437749 -2.38475376 -2.71979631 1.03613234 0.04424099 1.25730233 0.18969112 -0.77878211 0.66405481 0.28023474 0.77750564 -3.68697494 -3.70178325 -0.24934594 -1.09909281] Distance 9.988042444568206 Each least square approximations [-5.80185287 -1.56139428 0.88325815 2.37166052 0.67820559 -3.98250122 1.67657837 -0.90538648 1.19310077 2.12234592 0.19416763 -1.96274179 -0.02554837 0.1545675 -2.29438228 -0.53449611 2.7039373 -2.68672585 -0.29343565 -0.4815938 ] Distance 10.708387610562392 Each least square approximations [-6.82637553 1.09853598 -1.97993577 3.54670315 -4.14742691 0.19741984 0.5922628 1.45831266 0.29422922 0.64511075 0.11187186 -2.01219804 2.16601133 0.70833421 2.19654261 2.01638166 -1.36786412 0.80642827 -0.60875392 1.58110014] Distance 9.659006451738994 Each least square approximations [ 5.86543765 -0.34720261 -0.70276108 -0.92156292 -2.17926381 2.1610029 -1.81369452 -1.95434565 -0.57940527 -0.52838551 -1.79859724 -0.44238353 -0.8463523 -0.56283089 0.48307806 -1.47705554 -0.07988735 1.38824512 1.28738448 -2.50176662] Distance 11.472608179122934 Each least square approximations [ 6.56340033 2.21177833 -0.38514 -0.84307744 1.95868689 -2.17862604 -2.73791827 -1.80980875 2.15818324 0.27770972 2.19220225 1.21997088 -1.14589104 -1.12345543 1.69808381 -1.38118538 -1.366548 -0.84276211 0.66523932 -0.76659343] Distance 10.543830747774262 Each least square approximations [-7.54476113 -3.73664942 -0.83145776 -3.28119674 -2.13815417 -1.19914213 1.1608943 -1.53466153 0.35882126 1.41016386 -0.07644845 -1.23962327 1.78333544 -1.1116119 -3.27778642 -0.32822234 -1.48762713 -0.19095548 0.61621573 -0.15067411] Distance 9.36610942914267 Each least square approximations [-6.59337123 -0.39078025 -0.97949951 -1.0142158 -2.86800751 -0.87080301 -0.66864591 -0.71082958 -0.9255148 1.0861908 1.7845798 2.27408906 1.57893405 0.65549083 -1.30273304 1.21629998 0.57054346 -0.22251852 -1.22150692 -1.771444 ] Distance 11.149575114485476 Each least square approximations [-9.52128181 -1.32188398 -0.73384886 6.38613921 -1.98387897 -1.88707794 -1.8421621 1.91117473 2.14237379 -0.04392804 -1.81322984 1.5468662 -0.15317407 -0.40621929 -0.97687094 0.11378025 0.63761079 -0.83012043 -0.0823258 1.37109894] Distance 6.219531593672481 Each least square approximations [ 7.0268211 -0.91762115 0.42130279 -0.71167827 1.30511085 -1.40818797 -1.41185877 1.44227679 -0.33399264 -0.01991583 1.38089919 1.08167578 0.98856347 -0.14361755 0.35403743 -0.44549401 1.64945208 -1.36146172 -0.10681592 1.61398328] Distance 11.445356163905752 Each least square approximations [ 7.58088156 -1.86319116 -2.95262817 -2.40597702 2.2630006 -0.64950285 0.52105155 0.36800029 -2.76768235 1.03302921 1.78746464 -1.67975665 0.62238104 0.36730166 -0.75850471 0.32224725 0.8119916 -0.07593661 2.47845923 -0.98505298] Distance 9.810096816530221 Each least square approximations [ 7.24288068 0.17726453 -2.91699424 0.55461172 -0.97049188 -0.67598935 -1.57326833 -1.32922541 2.23964884 -0.57658027 4.57384562 1.64926347 -0.32836408 -0.98165714 1.77966473 2.36694599 0.22301801 2.26076254 0.68284961 -1.33216559] Distance 9.390415836932215 Each least square approximations [-7.01999084 1.12692941 0.92413188 -0.68863366 -0.27091526 -3.82435109 -1.13898445 -0.7912849 -0.33495499 1.83291501 -1.86315176 -2.12063122 0.47973528 1.16824343 -0.42236437 -1.09599851 0.20759433 0.89328064 0.01819356 -1.339327 ] Distance 10.761437303757868 Each least square approximations [-6.03690926 3.55371162 -7.31952453 2.76018897 -1.06660832 -2.0726897 0.43287836 0.10013422 -2.13994239 3.0219368 -0.49515082 0.5558514 -0.2956476 1.66512669 1.53455192 2.21213157 -0.58042441 2.41795035 -1.13579292 -1.629597 ] Distance 8.629837860963594 Each least square approximations [ 1.09319503e+01 4.15779335e-01 -3.66967139e+00 4.46495493e-01 5.77966676e-01 5.54413478e+00 -1.50751356e+00 2.50992189e-01 -6.95328795e-01 -1.53222272e+00 -1.34039155e+00 5.03170404e-01 2.21529553e+00 9.56640184e-01 4.30133921e-01 5.22551715e-03 1.42561612e+00 1.45722854e+00 -8.56675948e-01 1.31916010e+00] Distance 6.372079185646965 Each least square approximations [10.79044848 1.309369 -3.72290534 -2.03783976 2.05849474 3.55932925 -1.3650338 -1.90272107 -0.83684537 -0.5742353 1.3742696 1.13646211 -0.17555182 0.62076444 -1.29797276 -1.12850473 -1.53708107 -0.83207551 1.02142336 1.00298545] Distance 7.323634501856018 Each least square approximations [-10.79448811 -3.3766215 -4.02258246 -0.23255597 1.68951121 0.31763341 0.99979919 -0.17945242 1.83316644 1.64080711 2.06075207 0.75007799 -2.22245038 0.42561224 1.28292976 0.27505448 0.30101711 0.44527703 0.1471602 0.60489835] Distance 7.63871785250109 Each least square approximations [-11.36851999 6.09193703 -1.72113341 -1.43370667 0.50513831 -0.98189362 -1.45471689 -1.86461332 -0.13246738 -0.39378015 1.24349971 -1.15934392 1.09692454 1.08546247 0.54171947 1.13881683 0.76459864 -0.09375782 -0.17403455 -0.61246122] Distance 6.217460257209894 Each least square approximations [-9.43996082 -2.84048934 4.23690848 -1.8195997 -3.44162039 0.89828307 -3.47508621 -0.83705254 -1.76814969 -0.59858281 0.17271087 0.24379001 1.96632426 0.538627 0.85328152 -0.38717119 0.21496903 -0.7544085 0.75128021 0.16676569] Distance 8.43725625124424 Each least square approximations [ 8.46439628 -2.11226029 3.92376177 -3.38702002 4.07695133 1.41258721 -3.72180448 -0.27785234 0.40789544 2.44357862 0.27232497 -0.68849057 1.01831261 2.04127715 0.07461853 -0.028787 2.02468216 -2.44417357 2.43016264 0.35237618] Distance 7.832945683230466 Each least square approximations [13.17635505 4.96242254 1.63877531 -0.44394136 -0.25459304 -3.2981935 -0.10737217 -0.24977134 -1.29522471 -0.22810527 -0.17731367 -1.59031941 -0.59488236 -0.79921503 -0.06116363 -0.39726391 0.30239404 0.13879921 -0.95502214 0.50554546] Distance 2.4517877248620037 Each least square approximations [11.27175391 -3.66251722 0.68558082 -2.90359129 -0.5715909 -0.26266846 0.8258138 -1.3721013 1.55904946 0.97628846 -1.13808121 -1.72638154 -0.2366427 -2.10408293 0.93544439 2.10477443 1.56653009 0.13396397 0.26449539 2.3282559 ] Distance 6.865667242781078 Each least square approximations [-13.16733131 -3.26761373 2.10540318 0.31801757 -0.0638972 -0.34009822 -0.91286193 -1.47761251 -1.61819849 -0.27058528 -0.50749332 0.06383746 0.7314859 -0.96407497 0.3452821 0.12631465 0.42447088 -0.63401658 -0.51112792 0.20740785] Distance 5.264005652950855 Each least square approximations [-5.72427084 2.49878384 -2.86800374 2.67782788 -1.4289144 -4.83506975 -0.380065 0.43762368 -2.40247225 3.18643302 2.1276686 -2.28410916 1.24734103 1.49497999 -1.39188196 -1.39945771 -2.27971271 1.59542021 0.6389641 1.20417421] Distance 9.633857862528384 Each least square approximations [ 9.38922073 -2.04561013 -3.60546774 -2.84964654 0.55808334 0.07390961 -2.35477669 0.70068947 0.30361747 1.07417987 -1.78486648 -1.21365141 -1.37953128 0.80941377 -0.54659355 1.01665973 -1.9605566 0.09351364 -0.73294372 -0.53693963] Distance 9.03564708130168 Each least square approximations [11.596348 0.22273512 0.19036459 1.16183638 -2.63594572 -1.15859011 -4.96861783 0.75857392 -0.04614095 0.43279805 2.40538587 -1.47486433 2.9569722 1.19883822 1.07357413 0.25641434 0.25549297 1.89400744 0.94940182 -0.63531662] Distance 4.686109248542683 Each least square approximations [-6.98986654e+00 -5.18564508e+00 -2.89038318e+00 -1.59266864e+00 -1.19924652e+00 2.07401655e-01 7.04531005e-01 2.51195639e+00 1.32788450e-02 6.43255551e-01 1.87697732e-04 -9.21101049e-02 -3.07388840e+00 -2.98985313e+00 -7.84274172e-01 2.54210377e+00 -2.79533745e+00 4.46382066e-01 -5.33673434e-01 1.47650934e+00] Distance 9.199870100788745 Each least square approximations [-7.47880303 4.4653909 2.75410077 -0.96144567 -1.38264038 -3.90196323 -0.42521239 -2.17573862 -0.0429386 3.47162267 0.18484755 4.01844926 -1.07990868 0.16619107 0.00961231 1.30557893 2.06212815 1.57752807 0.65102381 -0.09991961] Distance 8.437321072147686 Each least square approximations [-7.86072602 -3.20630458 2.55878374 1.37083798 -1.76432629 0.62742029 -1.97903216 1.94713629 0.11142113 -1.01278436 0.64820246 0.99623942 1.19375849 -1.05198861 -0.33862903 -0.19417683 1.03346994 -0.22170606 2.05959365 -2.81101532] Distance 10.287020716795189 Each least square approximations [ 8.60898601 0.3678283 4.26912002 -1.34319439 0.24439765 -0.15807797 -1.63661884 -0.29663812 -0.68571163 -3.49550341 -4.07340467 0.6434468 1.12098209 -1.25981444 0.77507856 -0.69917006 1.25271065 -1.52605509 0.53160318 -0.67971379] Distance 8.973787632066744 Each least square approximations [ 7.44061517e+00 3.95287605e+00 -8.91559736e-01 -2.41969561e-03 5.19477678e+00 -1.39377459e-01 -2.03076369e+00 1.84376107e+00 8.84032789e-03 -4.25405845e+00 5.61930309e-01 3.58541296e-02 3.07986501e-01 3.54859461e-01 -4.80347684e-01 -2.30879326e+00 -1.07705815e+00 1.05326389e+00 -4.74298374e-01 -1.05066239e+00] Distance 9.045724846830536 Each least square approximations [ 9.38398961 -1.17505742 0.65112092 -1.4488007 -0.30556026 2.46460742 -1.35602383 0.48229326 0.94182916 -0.87990741 4.06183163 0.60798369 -2.34319321 -0.37823649 -3.23500562 -0.12348258 1.41261345 -1.34191848 -1.49467877 2.28682438] Distance 8.356171460826777 Each least square approximations [-8.12430017 -4.16738295 0.38108227 -0.10599158 -4.07870828 -0.25666137 0.84772116 -0.18342219 1.55220742 0.4970715 1.02640426 -0.4375067 1.03881416 3.14241306 0.2741397 2.27477348 -0.6608522 2.20554995 -1.43682655 -0.16178461] Distance 9.351600693673177 Each least square approximations [-5.95492498 2.96353074 -7.37142567 1.77509909 -1.92986018 -2.14388688 0.66327996 -0.24930805 -2.53837693 2.89628642 -1.10831231 0.51377055 -0.14438684 1.74773734 0.88412568 1.69017567 -0.99700119 2.26384223 -0.9421702 -1.92485301] Distance 9.101002900751922 Each least square approximations [10.82229531 0.98904963 -3.48373087 -0.56060696 0.38078275 4.00855081 -1.3834773 0.82355721 -1.18129088 -1.52036273 -0.65897322 0.34791622 1.75733971 0.76284979 0.41862042 0.78324192 1.6486544 1.59381499 -1.94784491 1.91016272] Distance 7.50694599397219 Each least square approximations [10.68351927 1.58324348 -3.77014044 -1.8491366 2.04787443 3.57581031 -1.57037524 -1.22496041 0.36007444 -0.74611482 1.77453066 0.46535947 1.0133232 1.0180323 -1.46215022 -0.56654092 -1.64178334 -1.35966526 0.62402994 1.01100117] Distance 7.574910009089223 Each least square approximations [-10.78426819 -2.79084459 -3.67351318 -0.43191506 2.00236377 -0.55031638 0.75500694 0.0243396 1.88469246 1.41176591 2.57885447 1.12666462 -2.70351628 0.63699138 1.16463504 -0.29724918 0.0891493 -0.03587997 -0.10641288 1.1640957 ] Distance 7.776861180976135 Each least square approximations [-10.94273254 6.04629407 -2.00494911 -0.11567313 0.45230977 -1.67776423 -2.30629756 -1.11681727 0.91559332 0.64319792 0.61552601 -0.13914645 0.608028 0.72585836 1.25439346 1.54325407 1.00192157 0.11364257 -0.7418447 -0.18531609] Distance 7.007835973210301 Each least square approximations [-9.13034839 -3.04428069 3.35557309 -1.55185134 -3.61694476 1.036392 -3.76542405 -0.87425839 -1.71388499 -0.21494657 0.79771022 0.32561354 1.92724501 -0.33258461 0.78537782 -0.89616159 0.62089875 -0.79227066 0.58826623 -0.38083714] Distance 9.014429804550684 Each least square approximations [ 7.97383569 -1.71917879 4.87034879 -3.25831781 3.92261158 1.41010067 -3.58177822 -0.79538186 0.10823046 2.03905908 -0.64196021 -0.70420192 0.46582038 2.1503576 -0.06476512 -0.56678035 1.95308794 -3.10067393 2.06289039 0.64078297] Distance 8.190408569729067 Each least square approximations [13.0371545 5.5242241 1.44778721 0.93413403 0.46354647 -3.2275488 -1.51394687 1.23382268 -0.71414281 -0.21244791 -0.73780524 -0.42305766 -0.36909694 -1.25037859 -0.14832562 0.42664848 -0.42399978 -0.29659871 -0.30609373 -0.05935616] Distance 2.3846606237847294 Each least square approximations [11.56812949 -3.06050432 1.05133759 -2.87071431 -0.63066846 0.10380173 2.08366434 -2.2371011 1.08266501 1.47947942 -0.91579273 -2.26529353 0.3924392 -2.09563099 0.80645041 2.5887079 1.5709563 -0.13670962 0.22197811 2.19787376] Distance 6.02067744382715 Each least square approximations [-1.31634824e+01 -4.08734520e+00 1.94267694e+00 -9.73796973e-01 -1.46811066e+00 7.26458507e-01 1.11401388e-01 -1.17278124e+00 -5.09331611e-01 -7.51045150e-01 -7.35603049e-01 -8.35021813e-02 5.88170308e-01 -8.90021508e-01 7.61183176e-01 -9.07705391e-01 1.09760879e+00 1.46411096e-01 2.23134445e-01 -1.37042704e-04] Distance 4.813250903994242 Each least square approximations [-5.42018203 3.86132056 -6.63951601 4.47921957 1.57853038 -2.93700805 2.14103305 3.21688489 -1.98596344 1.04593805 0.33704255 -0.51216294 1.27956724 -0.44635704 0.62218987 0.40490541 -1.47215651 1.23012314 1.61247825 0.71767647] Distance 9.281039943997834 Each least square approximations [ 1.52380582e+01 1.02069300e+00 -5.66023289e-01 4.47338045e-01 -2.33519922e-01 -6.55721034e-01 5.50656300e-01 -2.19004043e-01 2.85443661e-01 -4.79776615e-03 -6.68295999e-02 6.35803327e-02 -2.30827335e-02 2.41109272e-02 -9.14419318e-02 -2.80683797e-01 4.23457257e-02 -3.03100294e-02 4.00935940e-01 -6.70806212e-02] Distance 0.5263945722720031 Each least square approximations [10.9170432 -3.36487044 -4.47254671 -2.21887334 0.42657141 -0.67162602 -1.9361054 -0.35004613 0.57752124 0.92282838 0.60907183 2.13219244 1.83581528 -0.0470947 1.92103552 -0.44087709 -0.40600489 -0.03405871 -0.03902336 0.47550335] Distance 7.844184191008473 Each least square approximations [-9.13043362 -4.66525793 -5.47623737 -0.4214093 1.70518424 2.3357162 1.34596381 0.16249195 0.08570199 -0.09524754 0.91966056 0.85440528 -0.83128623 -2.08156609 -0.20084105 0.79305704 -2.77417499 0.81320996 1.06021655 -1.81717923] Distance 8.345854527236185 Each least square approximations [-10.95726067 6.01637261 2.65038297 -1.61052979 -4.60351686 -2.1509265 0.33367402 -1.32597422 2.70042498 0.45125487 0.59871859 -0.33735218 0.83672162 -1.86639884 0.35485421 0.49344648 -0.91761865 1.10311441 -1.96292672 0.81095165] Distance 4.750150885676101 Each least square approximations [-9.76719811 -1.95775037 6.7890384 -0.47572747 -1.88521186 0.99769927 -2.3697505 -0.63646552 -1.09110313 -1.30658455 -1.34180059 -0.73540073 1.20032089 1.58265724 0.61313672 0.66548217 -0.29388795 0.21286553 -0.00998755 -0.39026672] Distance 8.295409328686919 Each least square approximations [10.45870194 -3.19100023 3.655051 -3.81019308 1.73500292 0.44387819 -2.02410141 0.77318397 1.44242865 3.52944554 -2.47091099 0.84673494 0.19420817 -0.62522731 1.74372193 2.25019771 -0.09137919 -1.78192782 -0.11646777 0.89200547] Distance 6.781473833767429 Each least square approximations [10.56438439 3.77401486 2.68012395 -1.87465512 4.07694297 -0.01386037 0.5755628 -0.88986243 -0.95408998 -2.79920551 1.17758746 -1.67515402 -1.10097935 -0.9427818 -1.92255884 -2.55123372 -0.01162531 -0.85972279 -0.55073434 -0.95658655] Distance 7.32978932231739 Each least square approximations [10.75014408 -5.3038921 2.29995726 -3.74604279 0.19671314 0.35842148 -2.77084369 0.17275939 1.64982119 1.24897673 2.94914085 -0.01236666 -0.20576165 1.14430779 -0.02100138 0.47931554 -0.87454377 0.21922341 -1.28844547 1.47901551] Distance 6.715934538189911 Each least square approximations [-11.17284038 -4.33882312 1.79942037 2.20617148 -2.83972332 -0.16533933 -2.59581681 0.28238563 -0.19292819 2.0968949 0.78292444 -0.73223235 -1.23235334 2.11904859 0.37474318 0.28072918 -1.82109172 0.1288008 -2.72626886 1.12870985] Distance 6.685535607239794 Each least square approximations [-5.3279349 3.30643508 -3.73523477 5.13041553 3.13782091 -2.83075986 2.49456604 1.22625215 -1.44908064 0.56409143 -0.30381342 -0.694397 1.0249988 1.78407337 -0.3565767 -0.375407 -0.89774297 1.68392579 0.07304921 1.47275115] Distance 9.592816843302344 Each least square approximations [ 9.56222833 -0.78303522 1.02346486 0.31459337 -0.53586253 2.14083304 -3.42749925 -1.22146137 0.92529592 1.56868676 -1.56344578 1.39039711 0.10083931 0.22489646 0.57731668 0.35270165 -2.49675424 0.07018085 1.18198064 -0.95573905] Distance 9.079777542644349 Each least square approximations [10.76411935 -4.20363569 -1.60294153 2.70022736 1.74779359 -3.91350302 1.19478027 -0.27519938 -3.13754887 0.37499899 -0.58358807 0.45100576 0.96318308 -0.72929435 1.05051614 0.5892817 -1.30147804 -1.48685419 1.54428641 -0.1905937 ] Distance 5.241604050512825 Each least square approximations [-6.14707062 -3.91651889 -5.75112298 0.18947425 -1.28701612 2.2782558 1.44686896 1.40257613 1.514201 -1.75694997 2.21727953 -0.76841951 -1.86300208 -1.00653559 -0.27362271 0.79514037 -1.99160557 3.47719222 0.59761565 -1.41548473] Distance 8.880899274408943 Each least square approximations [-8.3900656 3.05303162 3.36765776 -4.91627967 -0.29454747 -1.12679471 -0.53059925 -0.94295942 -0.40576559 0.90569097 0.76072033 0.6316 -0.40622256 -0.63070592 1.12474622 0.36949868 0.71177568 1.64976192 0.83320532 1.21209862] Distance 9.134519092316024 Each least square approximations [-7.32052126 0.32853802 7.11184603 1.0138875 -0.55583631 2.24116493 -1.66945843 -0.88784285 0.3063759 0.9659628 0.06624522 1.46107695 0.77527258 -0.02592381 0.06631368 0.76102994 -0.25314395 0.97758754 0.49906418 -1.28080588] Distance 9.43601083338479 Each least square approximations [ 8.47395013 -1.89515473 1.92989359 -3.1020799 0.89683519 0.9921022 -0.766183 3.18221077 1.64044458 0.10055411 -0.90470177 -0.01893775 -0.04849856 -2.26278377 1.18698248 1.31749329 1.47112587 -0.08506118 -0.43729405 0.09286856] Distance 9.752071337968722 Each least square approximations [ 6.29359441 4.14834432 1.03045262 -4.32401009 4.65493577 0.98406657 0.80677149 -2.00872047 -0.31727599 -2.2025226 1.78365068 -1.24204809 -0.17107762 -0.33251645 -1.85636064 -1.62954918 -1.68685419 0.05579081 0.09613303 -0.41404056] Distance 9.362920203437833 Each least square approximations [ 8.23681076 -4.12717299 1.08851632 -2.26097033 1.9308475 0.17155818 -2.97459292 0.57063408 -1.88169227 1.0593066 1.48853069 1.73112595 -0.20515182 -1.6137549 -1.7051139 -1.35337829 -2.73980589 0.03067417 -1.08733664 0.53103523] Distance 8.953823343729141 Each least square approximations [-7.18169457e+00 -3.21020675e+00 1.16796017e+00 5.48253547e+00 -1.08199805e+00 -5.87690160e-01 -1.01168101e+00 -5.61590015e-01 1.80717364e+00 2.06953377e+00 -6.19111065e-01 -1.64550903e+00 2.60571461e-01 1.73688155e+00 -8.92348180e-01 1.23815762e+00 -1.97726121e+00 1.02091225e+00 -2.34205661e+00 2.61925085e-03] Distance 9.373367955959496 Each least square approximations [-5.17783557e+00 1.38519262e+00 -4.35916781e+00 2.24920841e+00 -4.00277477e+00 -2.34003149e+00 1.51552745e-01 -9.64246598e-01 -1.87062222e+00 2.64763449e+00 -2.79934709e-01 9.45909699e-01 -9.41882426e-01 2.79553164e+00 3.08635417e+00 -7.77870756e-01 -3.16127518e+00 1.12682311e+00 2.93212506e-03 -4.51163724e-01] Distance 9.871864577049616 Each least square approximations [ 7.75268477 1.23606212 -2.68785611 -2.30045653 0.54809656 3.40647161 0.09865248 1.26881626 -0.628896 -2.29127797 0.29656953 -0.64917157 1.14874902 0.64120792 -0.2895169 -1.50450222 0.61940516 1.21894347 0.97029227 -0.67024489] Distance 10.644745824236969 Each least square approximations [ 7.7682387 2.1631147 1.71928392 -2.51036307 3.14407341 1.93121686 -3.45787282 -0.69297121 2.59861395 -0.70837259 -0.75718325 -0.05223906 0.15203452 1.07635255 2.23124242 -1.96028881 -2.53426763 -0.35708203 0.59152768 2.1728385 ] Distance 9.20258211661137 Each least square approximations [-6.75590107 -1.16945422 -4.16642345 -3.56156353 1.65414367 -0.81715657 3.91990646 -0.04891032 0.89625196 1.28781102 -1.16007296 1.07223453 -0.22252057 -1.80818299 -1.37703834 0.27848276 1.42004242 -0.06178219 0.20975072 1.26246663] Distance 10.23438723876621 Each least square approximations [-8.76914317 0.15662229 -2.18429565 2.87086729 -3.52812886 -1.92216398 -1.15539113 -1.94853825 1.48934769 1.31033869 2.33880663 -1.22515371 1.38723163 2.54993851 0.79633425 0.88586823 1.34066495 0.24210146 -1.26627888 -0.32409016] Distance 8.885423649619042 Each least square approximations [-6.68860441 -3.54148446 1.41184161 2.64889289 -2.78494206 1.43094539 -4.41144148 -0.15829135 1.2740274 0.76806853 -1.26009517 2.4730449 -0.72224685 0.10850109 1.85014622 -0.80178054 -0.10332383 -1.42447485 -0.7993785 0.06529383] Distance 10.084561800116813 Each least square approximations [ 5.41333062e+00 -1.29722884e+00 4.53797194e+00 -2.08408281e+00 3.38490117e+00 -5.82646978e-01 -4.30559309e+00 -2.18945032e+00 -6.32243128e-01 2.38323968e+00 -3.73591188e-01 -7.44771270e-01 -1.89812864e-03 1.36339206e+00 -1.94314099e-01 -3.34731766e-01 -1.73520377e-02 -1.40025336e+00 1.70476118e+00 -1.37680263e+00] Distance 10.38647266458213 Each least square approximations [11.86702415 -2.73187816 -3.121939 1.8671424 3.49241968 1.1516165 0.65342437 2.30928955 -1.01944824 0.43804144 -2.25534262 -2.12306893 -0.58342699 -1.21883126 0.25766379 -0.5013303 0.04442556 0.06429431 -1.81356534 -0.37900734] Distance 4.15496829036922 Each least square approximations [ 7.78286234 -0.81356153 1.9106142 -1.72993613 -4.24156725 0.53190645 -1.55716205 -0.81335249 2.96589567 0.96254283 2.48197594 0.37325431 1.37147847 -0.66355884 0.01820259 2.67508571 0.79948948 0.82574796 0.95020055 -0.92714665] Distance 9.831310340783112 Each least square approximations [-9.92455793 0.76103982 2.11147745 -3.93907864 -2.62581078 -2.40592119 0.24277404 1.05042852 -2.51525942 1.43868694 -1.12068 -0.16189719 1.49141651 0.05353308 0.7571083 0.29705955 -0.7901171 -0.19963011 0.04794117 -0.25350422] Distance 8.263308328336237 Each least square approximations [-4.92898893 3.88570408 -1.77082231 5.69248801 4.02412138 -3.91127015 2.45728567 -0.02160088 -1.26183726 0.09740442 1.46971936 0.00975537 -0.61838427 0.82200762 0.03197643 0.15804237 -1.25683588 2.48433844 -0.72356973 -0.2975571 ] Distance 9.323863912747132 Each least square approximations [ 7.83646543 -0.40295776 -1.19678922 -0.85776802 -0.60643931 3.58394004 -2.64350522 -0.71917213 2.12401294 3.5558787 0.4204763 0.5251249 -0.07836596 0.45673615 -0.05392846 0.10612471 -0.88050126 1.01198685 1.35930469 -0.36385949] Distance 10.321492889087107 Each least square approximations [10.3406636 -4.28853801 1.37733047 3.12674152 2.05745114 0.08816905 -2.03558378 -0.63979034 -4.11671944 -0.83662395 -1.35901973 0.80346535 0.61359896 -0.98633148 0.50951713 -0.81887645 1.14249111 -2.16019534 1.4979234 1.24606781] Distance 5.8849378330354325 Each least square approximations [-4.78187327 -3.76807566 -6.60095515 0.7152308 -2.42656601 1.05674114 1.22464775 0.13445927 2.34300502 -1.90673772 0.45818847 -0.09996629 -1.4801698 -1.78697248 -0.91513281 1.69883993 -3.54370162 1.6397079 0.42161902 -0.87459345] Distance 9.396517068978834 Each least square approximations [-8.29931436 2.07486385 1.383308 -5.07951504 0.73714368 -2.10470409 -1.61015461 -1.55376164 0.04710967 -0.1821718 0.0748341 1.44010451 -0.9523532 0.86739276 2.28222178 0.87851104 1.34547276 3.35304337 2.2691591 0.94622969] Distance 8.536827852399464 Each least square approximations [-6.20988735 0.96279212 7.38208067 0.66500264 -1.42599033 1.66519666 -1.33300886 0.39719153 1.6560738 2.03607369 0.1078292 0.93154113 1.18080549 -1.12910402 -0.87944861 2.08551168 -1.28744071 -0.46125804 -0.38024971 -1.55025951] Distance 9.563605335503084 Each least square approximations [ 8.50011326 -0.49051043 2.08724469 -1.1283105 -0.3195987 0.83521806 -2.87345145 1.25796401 0.95987223 0.58532885 -1.12606661 -2.37636056 0.8618357 -1.86327291 0.20561925 0.07457999 2.15803252 2.27800782 -0.92076542 -0.94295112] Distance 9.991109545968131 Each least square approximations [ 6.32127446 5.60982479 -0.10600468 -2.85832806 3.58027386 2.34496218 0.76163427 -2.65465274 -1.19392504 -0.36297707 -0.69701277 -0.23248486 -2.08403381 1.53052497 -0.75630992 -0.75518798 0.4289342 0.74069714 0.48992096 -0.01839512] Distance 9.805905368167842 Each least square approximations [ 7.14041352 -3.32038183 0.03781403 -2.86766689 -0.46233075 2.24329421 -1.78649996 1.24326721 0.18844528 1.70135595 0.70782204 1.57759246 -1.37062788 -0.40453847 -0.90585703 1.77490395 -2.93697489 -0.31853528 -0.11760973 0.99890155] Distance 10.522236951494204 Each least square approximations [-7.17242362 -4.16894193 1.4738599 3.53278833 1.03453652 -0.29303845 1.3983718 0.03335667 -0.85772307 1.5492653 -1.84931015 -0.17845963 -0.80485245 1.82866176 -1.56539969 3.22633461 -0.95461364 1.08201978 0.29249482 1.2962913 ] Distance 9.936386765196065 Each least square approximations [-5.24904456 -0.13502492 -2.10288684 0.19090658 1.21423988 5.80905736 0.20689423 1.5920529 -0.6270736 2.01568126 -2.80428697 -1.8217538 -4.33654016 -0.91807531 -0.02753404 2.82698369 -0.40029862 -0.37292644 0.99889206 -0.51606293] Distance 9.027583835122275 Each least square approximations [ 3.3630066 -0.92973499 0.85018556 -0.3642274 0.03651431 0.28183093 -0.9500239 -0.58919665 -2.3751974 -0.34073356 -1.64553501 -0.54981664 -0.59412351 -0.23344741 0.25787016 -0.79637164 1.85111053 0.31938634 -1.09072859 -0.19126968] Distance 12.929655619726764 Each least square approximations [ 3.10898092 2.16267411 -2.78296326 0.63946808 3.38712678 -0.65781485 2.6643804 0.17078066 2.60082638 1.96291849 1.41771549 2.4125361 -0.97763379 0.38569665 1.94438469 -1.92571417 0.74415273 -0.16955487 -0.83503453 1.32472913] Distance 11.160688956390608 Each least square approximations [-7.89350918 7.13251083 0.14191231 -2.28535577 -1.915089 2.86746312 2.69210233 -3.77600156 -2.77226084 -1.04695104 1.92895361 -0.07266377 1.23150585 1.0855251 -0.23576912 0.50752876 0.9044221 0.48608765 1.83046496 -0.91016189] Distance 4.85790005863951 Each least square approximations [-3.22321123 -1.25132237 -1.96523102 -1.57086007 -3.47572696 -0.00570328 -0.85626937 1.90942907 0.55824904 -1.0990092 1.53560979 -0.37549809 0.36520327 -2.21420251 -1.00027827 0.47101782 0.75541928 1.21102903 1.37514352 0.73566382] Distance 12.110986904202317 Each least square approximations [-6.24586842 6.63863551 -0.88147497 0.09089987 0.19528164 -0.72405935 -0.91518495 -0.90490316 -1.81121866 0.12073309 0.7424028 -0.82787938 2.27306219 -1.70959013 4.00351819 -2.15196761 -0.79325738 1.04467985 -1.62346683 0.87630067] Distance 8.466175067266038 Each least square approximations [ 3.42372965 0.22198408 0.06867533 -0.78909971 -1.07649247 2.97251039 0.8578161 2.05573681 -2.67262196 3.25371766 1.53846996 -0.45632385 -1.8561517 1.44032959 1.79832312 1.59461441 -1.07681752 -1.45139032 -0.65415688 1.35424576] Distance 11.475300913510983 Each least square approximations [ 4.22545196 -0.32993328 -0.18182678 0.4779354 -1.16213904 -0.28796694 -1.14255991 -1.44225125 0.80231309 -1.37859603 3.27992379 0.89543635 -0.79079017 -2.56165969 0.39356679 1.39453121 2.81141305 -2.10401289 -1.42323819 0.14498319] Distance 11.63420065146419 Each least square approximations [ 5.18412043 3.11835969 -3.40269668 -1.78451143 -0.07046988 0.52496024 -0.70039191 -0.71052288 0.81129344 1.24691348 -1.71391582 -2.32878047 1.73344244 1.40188297 0.2742059 -2.62349705 -1.65585081 -1.75819189 0.50923117 -0.46348029] Distance 10.710741536811184 Each least square approximations [-4.61863116 2.29223435 -1.38319284 -0.53895192 -1.82776821 0.8020729 -1.43175471 0.87122767 0.92774249 0.63224202 -0.86198335 -0.02219436 -0.45712313 -0.59940752 -1.64062835 -3.45283509 2.29422227 -3.27100089 -2.65521077 0.23722428] Distance 10.969454173194547 Each least square approximations [-4.40385648 5.39559733 -3.28685105 5.71549261 1.19918473 -1.3364596 -0.15915975 3.18992058 -4.0112362 2.76765842 0.86753588 -2.01770733 1.55409965 0.78641388 0.62846561 0.89458548 -0.24320177 2.3862174 2.59358528 -0.86008866] Distance 9.01856251406202 Each least square approximations [13.29941534 -6.83772229 -1.10914065 -0.46798007 -0.01717594 0.52497252 -0.05556565 -0.52043798 0.27472713 -0.31787189 -0.10930026 0.02468953 -0.04761609 0.06436041 -0.33746749 -0.56184175 0.17829798 -0.56277133 -0.02225877 0.23744783] Distance 2.4698470569030517 Each least square approximations [10.32698827 -1.29109113 -3.16404127 0.16328066 -1.12627895 0.49773465 -2.75562805 -0.78378657 -0.16444056 3.06312179 2.23266635 2.3085934 1.96307268 -0.84099228 0.76707457 -0.46011905 0.29529003 0.29323536 -0.48504921 0.82769152] Distance 8.860264611128223 Each least square approximations [-8.62230983 -5.61771435 -2.70391099 -2.37133888 -1.01500323 3.25713476 0.54506167 -0.12620707 -0.0772687 1.27749646 1.19477112 1.9364782 -1.42708598 -0.92288039 0.74025062 3.89571693 -2.44814922 1.37402521 0.89464915 -2.78691227] Distance 7.751907287014496 Each least square approximations [-9.64547141 6.46261778 0.92308643 -2.12517185 -3.08814024 -2.29105211 3.20991563 -0.80921017 1.58624601 -0.63939102 2.85972548 2.85263498 1.53798747 -0.74715193 -1.1614267 0.53130262 -0.04691989 1.69390369 0.44052875 0.26846398] Distance 6.317637572440293 Each least square approximations [-8.91011771 -1.49956979 6.33063061 0.62978072 -0.42822422 -0.65269085 -1.13663024 1.59989667 -3.14739931 -2.01948115 -0.96708463 -0.31323988 2.35896221 0.64957645 1.08422417 1.86063681 0.9658997 -1.04314295 -0.18062513 -0.54150261] Distance 8.842859718065796 Each least square approximations [ 9.42866567 -3.89821886 3.03015625 -2.30864752 -1.56860114 -0.16295409 -1.69976798 1.58103342 1.67989875 3.16601271 -3.88331111 0.30875064 0.60078045 -0.22905226 1.69937369 2.78475803 -0.9999238 -3.70472155 0.25843599 0.03690234] Distance 7.239112968919669 Each least square approximations [ 9.19618613 4.52082882 -0.34176471 -0.06396208 3.20042479 -1.40388517 -0.53270801 -2.03277234 -1.33529795 -3.69935608 2.13159675 -2.38140467 -2.60079187 1.35907085 -0.78092566 -2.33221443 0.32932115 0.04273839 -1.83107632 -1.82438299] Distance 7.991589387949078 Each least square approximations [11.45480711 -5.40050618 1.10112504 0.44654569 0.72881555 3.22056444 -3.32985521 -0.17120012 3.05709058 -0.57353523 1.76092467 -0.64383793 -0.6341949 0.96685023 -0.60829331 -1.00067226 -1.60258261 0.64143578 -0.36563678 1.8415351 ] Distance 5.152177170811981 Each least square approximations [-10.68041654 -3.94862121 -2.24110196 1.49172886 -2.49487856 -2.01023901 -1.58829208 -1.93168357 -0.36871758 1.46774756 0.23077707 0.99438465 -0.32142441 1.43556798 -0.12284443 1.0015714 -2.10194714 1.17179496 -3.43456574 1.41405004] Distance 7.295647122792326 Each least square approximations [-6.15423813 1.28908035 -0.71586019 3.5054623 4.98382177 3.76562032 1.47619659 2.45400413 1.60706851 2.08801444 -0.62688452 -0.38712759 -0.95991796 -1.63124813 0.94882618 3.38966294 -2.67197842 0.16375896 -0.70886441 1.53762517] Distance 8.737459163835698 Each least square approximations [ 5.42135839 -0.75908658 0.88484108 0.7850528 -0.4348472 1.33625894 -2.22867943 -2.10100154 -2.64778268 3.45337403 -1.44638721 0.17167723 -0.88147131 -1.13807597 0.35086626 -1.758747 0.18034831 0.06841461 1.72520492 -1.51327815] Distance 11.619735273927649 Each least square approximations [ 5.63757964 -0.28941625 -2.48682734 1.96891342 3.0441963 -3.46145739 0.6096179 -0.27197647 0.41324539 2.41166232 -0.3341453 3.46204809 -2.39089011 -0.22851878 -0.4651742 -1.79093452 1.39348476 -1.79645151 -1.21469463 0.49683552] Distance 10.564153306119414 Each least square approximations [-7.75259905 2.82770042 -2.10733092 3.0222535 -5.39211803 2.55953905 3.93474815 -2.30479733 -0.87119496 1.15521827 -0.15544653 -1.66544616 1.41710735 0.04806802 -0.05675603 0.15698197 -2.28525858 0.97610805 0.533049 -2.88015277] Distance 7.0436090250370285 Each least square approximations [-4.18877381 2.05099344 0.41280222 -5.49614381 -0.19069575 -0.83383012 -3.45386142 1.22584452 0.53132625 -1.58458993 2.20889512 -0.38897826 1.46059021 -3.56260996 -1.77342909 1.23753446 0.66027634 1.314713 0.54906895 0.13848648] Distance 10.64359214542228 Each least square approximations [-8.11621625 10.16844076 2.70394105 0.58231341 -0.83684853 -0.12128728 -0.7319466 0.42410771 -0.47899 -0.08829575 -0.83597607 0.2431797 1.10305789 0.76356828 0.48794644 0.94960114 -0.19585794 0.52156282 0.05818493 -0.01791677] Distance 5.175977889355139 Each least square approximations [ 6.13839125 0.03873607 -3.21733172 -1.95987173 0.04194359 2.83458694 -0.88758253 2.89484426 -0.92486202 2.89379112 1.542317 -0.37063685 -1.26419685 -1.75836266 1.28482945 1.84622702 -0.89291429 -0.40378567 -1.28143511 3.38185504] Distance 10.236130573093758 Each least square approximations [ 4.01200732 2.41853461 -0.67790742 -2.70466844 1.27647236 -0.18179881 0.74437504 -3.57902555 -0.08608735 0.12100048 2.76840209 -0.01386046 0.24060269 -0.57475176 -3.18920091 1.03215713 0.42810711 -0.49557409 -0.73288897 1.86476377] Distance 11.869725407680413 Each least square approximations [ 4.57303452 -1.9151181 -4.21064582 -1.72997554 2.39351793 -0.59640319 -1.77033058 -1.49741901 1.59712716 2.22953119 1.86214042 -1.05606336 0.5929276 0.28664233 -0.47719458 0.53135152 -4.30488126 -2.4084476 -1.00703961 -0.39485601] Distance 10.680651364017155 Each least square approximations [-4.31007938 -2.50547411 0.69031119 2.58827336 1.56634087 -3.57376204 -0.20416861 0.04354051 0.3586573 2.96556217 -0.13770927 -2.67258395 -1.6109229 1.43341211 -3.41817617 -1.68286725 2.75033296 -2.26155691 -1.92743481 -0.39757048] Distance 10.5018846269558 Each least square approximations [-7.8481193 4.84352891 -6.0478895 4.55634075 0.19339743 -1.49279161 -0.4333418 2.99958095 -1.99390392 -1.38841133 0.25237987 -0.47022923 1.42237551 -1.52670719 1.71816943 1.04316008 0.07962966 1.02517409 1.8884515 -0.23398711] Distance 6.890752962511986 Each least square approximations [11.0696092 -0.20424521 0.70629505 -0.67856397 -3.47264319 3.35627036 -3.23390914 -2.35380081 -0.48198335 -0.39416204 -1.525277 0.40576481 -0.01839001 -1.93314341 -0.47563465 -1.80448994 0.46741884 -0.53122685 0.13480325 -0.12750599] Distance 6.862286468214562 Each least square approximations [ 9.71363782e+00 -1.00609773e+00 -4.00419603e+00 -4.64229934e+00 2.54961113e+00 -1.45485114e+00 -2.14762177e+00 -2.30545938e+00 -4.68246843e-01 1.74325068e+00 1.17995434e+00 7.80470255e-01 -7.44025861e-02 -6.51757671e-01 1.26743656e+00 -3.05009191e-01 7.72581319e-01 -1.49118710e-01 5.68159910e-03 4.16364468e-01] Distance 7.804253049838608 Each least square approximations [-10.42424556 -5.64052445 -3.86133049 -0.78107421 1.95096152 2.4654586 0.33334038 -0.22191169 -0.26877312 0.58995613 -0.42776101 0.55289173 1.23288887 -1.70727939 -1.22535806 2.34595598 -2.29550664 -1.14554188 0.64943716 -1.30231269] Distance 5.787109214944159 Each least square approximations [-10.15228051 2.68809725 0.98786905 -5.01462451 -4.27168505 1.2428011 0.63320904 0.42660872 0.49083131 0.83229722 0.46589989 1.16607322 1.48940345 -0.20137285 -1.49221846 -0.2950866 -0.13719284 -0.05572996 -1.34301393 0.76715122] Distance 7.368531104706671 Each least square approximations [-11.73778734 -2.7589309 5.31837668 -0.58628911 -0.47180649 -0.68360575 -0.39991335 1.18705596 -1.7340248 0.25491153 -2.00004961 -1.62128259 0.60381594 -0.24483084 -0.81872214 -0.33849281 -0.14229873 -0.18191408 -1.35577709 1.16483549] Distance 5.49097468229745 Each least square approximations [11.46338579 -3.30228638 1.68469024 -2.20720929 1.70379593 -0.16804063 1.49506557 1.29085016 0.51178682 2.52856531 0.97569508 -0.4959141 2.50514735 0.84886821 -0.39758006 0.103717 -0.78292439 -0.34172304 -0.40301444 0.81688029] Distance 6.866530314297945 Each least square approximations [ 9.55979055 1.67243885 2.17274344 -4.33198167 3.07604995 0.41574894 -1.79235217 -1.91774016 -0.45335151 -0.81660371 2.82155724 -2.36408187 -0.81060327 1.10092423 -1.16398697 0.87541878 0.30078688 -0.86355385 0.1915874 -0.97625349] Distance 8.133069769284065 Each least square approximations [10.82999112 -3.29069255 -2.05858019 -3.53444378 1.70108863 -0.89196961 -0.44111584 1.81527966 2.62653116 -2.57206755 2.70663143 1.68857113 -1.2758044 1.1085984 2.08964269 1.93519589 -0.82523823 1.80937699 0.58576497 0.32420486] Distance 5.430935713666508 Each least square approximations [-10.11102362 -1.90352212 2.5152702 2.79171912 -0.59332331 -2.65974453 -0.75284697 -0.26929991 0.18369551 5.54928066 -0.72041489 -0.02874126 0.18991045 1.33732548 -0.53339834 -0.2990955 -1.02685382 0.67168822 -1.29827581 1.1376454 ] Distance 7.3831105087386755 Each least square approximations [-5.17690664 2.90155187 -5.09514958 1.70474609 -1.78878243 -1.50587563 1.03855748 -0.09784299 -4.10302907 2.60355813 0.92412185 -0.32412871 -0.32921982 0.55562586 -1.43410777 1.60088006 -1.79047529 2.13464695 -1.36719333 -2.7512035 ] Distance 9.680186283575678 Each least square approximations [ 9.25025635 0.04903903 -2.63945091 0.51305598 -0.13964639 3.75999723 -0.50036602 1.30248079 0.20953727 -1.26433343 0.05705898 0.02623948 1.37757151 0.65199688 -0.41045629 1.18252089 1.6952741 0.44069455 -1.09840179 1.89793846] Distance 9.425561263678455 Each least square approximations [ 7.88642368 0.53974351 -2.64706081 -1.78961094 2.30303327 2.35072736 -3.60936709 -2.06898983 1.56472235 -0.01034991 1.06806282 -1.88841197 1.50344286 0.11111503 -1.29643884 -1.09343009 -2.11918022 -1.00086834 0.48950093 1.13742281] Distance 9.538993766066513 Each least square approximations [-8.91588079 -2.41960756 -1.76431662 0.48467862 1.55042449 -1.67968826 0.4418265 -0.22462509 -0.63126734 2.57268682 3.17739457 4.50394131 0.30627391 -0.51880561 -0.62722866 0.2676293 -2.02624273 1.19606765 0.63880138 1.65309616] Distance 8.3718551930561 Each least square approximations [-10.33435872 3.56404772 -3.90001258 1.05550127 -1.0816562 -3.44263374 -0.82412743 -1.59704717 0.98620455 1.62142349 0.934882 0.30163458 1.10224345 -0.63034986 -0.57276187 0.64866965 0.28875267 0.91309606 0.33168138 -0.8354912 ] Distance 7.101239037691081 Each least square approximations [-8.95659054 -3.19427213 0.77190247 -1.1667492 -4.78161726 1.24388492 -2.70045917 0.38646146 -1.65666937 0.6132387 0.57304426 -0.96694766 0.5022472 -1.70281065 1.3636605 1.44039713 -1.55321471 -2.44012606 1.27154724 -1.48858258] Distance 7.953240994377225 Each least square approximations [ 6.78229192 -1.52445703 3.56753043 -2.4439394 3.25313091 0.44035255 -3.11327236 -0.64650924 0.01801839 1.66645768 -0.22500124 0.1631798 0.99541726 2.80037389 0.41753963 -0.20240627 1.14137472 -2.16676368 3.18994652 -0.27446082] Distance 9.751674059377434 Each least square approximations [11.50092856 3.34018526 -0.52211233 -1.30230952 -2.2658271 -0.72958436 -1.09760131 2.50601315 -0.64369364 -1.49734266 -2.11015186 0.76879405 -1.06800575 0.39093152 -1.30091942 -1.23344348 1.77516667 0.44072463 0.46056563 0.13134718] Distance 6.068558133325886 Each least square approximations [10.49133079 -0.24364808 1.11426779 -0.9766384 -1.99337814 -1.47474162 1.37329852 -2.454788 1.76348675 2.10315813 0.75866971 -1.71104985 0.02595851 1.9876573 -0.02301284 1.24896421 1.25596432 1.11704223 -0.18620742 2.13379099] Distance 7.798274172223221 Each least square approximations [-12.96047395 -0.55034284 0.50384965 -3.91647704 1.81007623 0.37976765 -1.36357543 -0.36657274 -0.25887921 -1.95682229 1.04247551 -1.09472717 -1.29688944 0.7479446 -0.43032997 1.51438854 -0.83118189 -0.1791879 0.26328707 0.59818721] Distance 3.134074318558377 Each least square approximations [-7.43126231 5.38516949 -2.69024714 2.91631796 -1.35804793 -0.29255911 -2.20465247 2.81454795 -2.38656492 -2.11860636 -0.92894256 -1.65824912 2.38331342 -0.59233703 0.1221545 0.67461087 -0.56683768 2.04303654 0.61919574 -0.73954289] Distance 8.47148876715708 Each least square approximations [ 8.81145112 -2.6286029 0.62256456 -0.59021131 -3.85672429 2.13787487 -2.57920175 -0.61582319 0.18388062 -0.51329257 -2.77456723 0.56673177 -0.50714774 -1.07263056 0.55272409 -1.0112721 -0.27935136 0.13462968 -0.33318469 0.57018993] Distance 9.424406346399332 Each least square approximations [ 8.1969294 1.36105101 -2.58295638 -4.27313068 0.86368987 -0.57506674 -0.53525178 -3.51048159 0.19598467 3.17963965 3.39566638 -0.27458037 1.85653923 -1.53074858 1.55830058 0.44085371 1.03949986 -0.21107645 -0.84745497 -0.44366842] Distance 8.502975902029842 Each least square approximations [-9.56359251 -6.43905978 0.76630416 -2.17473103 1.03901312 2.44418615 0.04784891 0.25436947 -0.99119503 1.21282522 -0.24636083 1.05622123 1.82947778 -3.335122 2.50338467 0.6277166 -1.72669238 -1.1486662 1.03125382 0.73710339] Distance 6.0115200314714095 Each least square approximations [-8.78910598 2.17067018 -0.24188821 -3.59300214 -1.27568492 0.40161583 2.18275599 2.97130552 1.55546905 0.74316126 1.39066519 1.17718374 -0.73481393 0.18614804 -1.86270805 -0.74202082 1.25835578 0.05641784 -0.75411955 -0.34826541] Distance 9.417788075839255 Each least square approximations [-1.07168861e+01 -4.04663457e+00 2.73169391e+00 5.95191132e-01 2.42563984e+00 5.27511194e-01 5.99288274e-01 1.59022058e+00 -2.75828190e+00 -7.34105013e-01 -1.20130418e+00 -5.86563335e-05 2.93500964e+00 -2.22295551e+00 -1.15982190e+00 1.24281757e+00 -9.82972447e-02 -1.13262055e+00 7.21201393e-01 1.14690546e+00] Distance 5.908537689478791 Each least square approximations [10.07123742 -2.23242652 0.62997805 0.42556639 0.57861532 -1.39489213 2.09343917 1.70351593 0.62099645 1.67958596 -0.19712292 -0.36894795 3.75898172 -0.20927733 -1.07840288 -0.82843534 -0.15320812 -2.60157821 1.3937342 0.34099478] Distance 8.20708562420846 Each least square approximations [ 7.97456961 2.24026722 0.47480118 -2.49807222 1.98821649 -1.29280184 -3.70353463 -2.22064982 -0.58364579 -1.05137588 2.93335529 -2.51116983 -0.37887719 1.25430772 -1.11650276 0.94611927 1.50328101 -0.92095983 0.13036463 -1.24300762] Distance 9.377231047616338 Each least square approximations [10.20959287 -0.73355796 -2.03605637 -0.92606062 2.00889096 -1.43247076 -1.24922571 -0.91506004 3.38604322 -2.67523185 2.00880362 2.59381678 0.45920727 0.40452233 1.36295094 1.72013576 0.75592744 0.59704544 -0.6054706 2.98791566] Distance 7.007627727499474 Each least square approximations [-9.42008195 -0.94704562 -0.66794533 2.11697794 -1.38602237 -2.32421032 0.90676247 -2.48622842 0.08065252 4.08400036 -0.43537738 0.4863057 0.06393117 0.18608595 1.57624823 -0.20837543 -1.93166327 -0.60913232 0.40466696 0.85732748] Distance 8.865622040901746 Each least square approximations [-12.41324412 0.07040679 3.03431938 -2.5258485 0.89665322 2.24053602 3.32757317 -0.86817446 -0.50082583 0.78433562 -0.48400187 0.29535222 0.36614353 1.03265439 0.5030814 1.11497239 -0.20002982 -1.76314607 -1.6611976 0.68551782] Distance 3.728551132134306 Each least square approximations [ 2.5424522 0.48833354 1.93400495 -0.86172841 -1.89454633 1.28763603 -1.82029982 -1.79152518 -2.85859762 -1.37732269 -2.94171925 -0.86359592 -0.60732198 0.8671826 0.77042828 -1.12353298 1.41097979 1.56399067 1.47689123 -0.21538166] Distance 12.626572148695658 Each least square approximations [ 4.77061181 2.19388151 1.49767565 -0.14991109 6.22620967 -4.16020504 0.50921228 -0.22126751 2.15382545 2.41145355 3.36760148 1.30683963 -1.36786949 0.76090541 0.63208286 -0.3940294 3.4417431 -1.02325536 1.14626827 -0.7096049 ] Distance 9.168388237903015 Each least square approximations [-6.0499373 1.65689219 -2.06087562 -0.44061843 -6.14273891 -2.39727166 3.29905418 0.21483334 0.38887749 -1.599533 -0.72569746 1.25204764 2.56043992 -0.607977 3.12159082 -0.45169249 -2.1262995 0.01292403 -0.61802479 -0.13232389] Distance 9.311201585720038 Each least square approximations [-4.51475586 -3.1997546 1.56021771 -2.48748521 1.18983602 -4.79904128 -1.6327353 1.45724576 -0.83278983 -1.23153322 -1.17972996 -0.77642953 0.89146067 -2.3057019 -0.94193148 2.38911773 0.29845614 1.87283577 -0.14665734 -0.71850688] Distance 11.044051906851685 Each least square approximations [-7.82900011 3.65453742 -0.96900296 1.00060571 -0.02983806 2.70185559 1.42355563 3.10861938 2.87584928 -1.46284659 5.17030989 0.62901747 1.32781992 -0.25920647 0.43778181 -1.12430147 -0.74741392 2.24214234 -0.26312927 0.66868567] Distance 8.305969751089668 Each least square approximations [ 7.66711625 4.55530443 -2.29498968 0.70203283 -1.0432189 2.36499614 -1.94308385 2.71303275 -2.01185917 -2.2712925 2.243479 1.85629394 -0.77179442 0.56381261 -1.83184277 -0.07127838 0.93236225 -0.41978833 1.73398686 1.43984051] Distance 8.960892009102357 Each least square approximations [ 4.18303865 0.3181061 -3.61264615 -4.03114585 0.38151599 -0.25476035 -4.17403362 -1.79697783 0.60169509 -1.26668522 1.22821692 1.02622497 0.59488085 -1.89982775 -0.44889479 3.04720174 2.12817159 -1.44620397 -0.00891279 2.38032004] Distance 10.652139037390494 Each least square approximations [ 5.42976062 3.18449623 -4.17245362 -1.2241607 0.29643385 -0.06682271 -3.2056809 -3.78951014 0.22245894 0.80320813 -0.35936978 1.18738083 2.43586941 0.21437593 1.17045699 0.63437106 0.39327242 -2.17079738 -0.42406974 -0.57408291] Distance 10.624183559513831 Each least square approximations [-4.62182522 2.22928904 0.16171765 2.15023739 -1.28961093 -2.52979495 2.3390514 0.23403313 2.00310062 1.02978925 0.30077461 -2.80349508 -0.94537236 -0.92687699 -1.1866419 0.84268573 3.86162028 -2.91666455 1.23297399 1.65561931] Distance 11.061267523227638 Each least square approximations [-7.77483998 4.31443541 -4.32507331 3.67357557 -2.1146798 -1.31042292 -0.33591625 0.00841259 -3.05018956 -0.98461976 2.00897435 -2.03289883 2.02873493 -0.47450776 0.90680467 2.55147393 -1.71341389 -0.56317969 0.3360632 0.19034822] Distance 8.147959862230826 Each least square approximations [ 9.18442479 -0.37130302 -0.27442759 -1.62422509 -4.12368565 3.26293339 -1.59347047 -1.15489696 -0.67837983 -0.25190249 -1.27477981 -0.37217375 -0.65872565 -0.3700278 0.24388683 -0.53277786 -0.48920073 0.36051067 0.82977621 -1.40315036] Distance 9.618464331886642 Each least square approximations [ 8.95418529 0.25326496 -0.88152215 -3.20246072 2.38871629 -2.14613025 -4.08303477 -2.50714433 0.94017813 3.38096235 0.93111313 0.01964789 0.35916635 -0.54061523 1.29665443 0.04262332 -1.49921085 -0.87951164 -0.46700675 -0.26776153] Distance 8.621574176462923 Each least square approximations [-10.04217304 -5.04160248 -2.22789356 -1.68685103 0.27754468 0.55899428 2.2149889 0.82740939 -0.88215753 3.12827478 -1.46425871 2.91945926 0.933244 -0.246661 -3.27156961 0.06085011 -1.70424195 0.15159525 0.29659654 -0.02693937] Distance 6.44466188342378 Each least square approximations [-9.44291233 2.06946777 -1.67832456 -3.34356754 -2.68501267 -1.86096244 0.22019739 1.1157123 0.09266425 1.26871152 -0.22473687 1.84770886 2.6293077 0.08693622 -0.93345862 0.53866655 -0.7470765 1.30181905 -1.73399291 -0.65850266] Distance 8.899479221134726 Each least square approximations [-12.20483841 -1.97800556 1.59409704 -0.35084686 -2.95097441 -2.22225728 1.82518342 1.77630557 -1.46505505 2.73718827 -0.63807103 0.8342698 0.35657784 1.64900696 0.04310879 0.02985322 0.99552438 -2.13384031 1.36572181 -0.97773432] Distance 4.455097000723302 Each least square approximations [10.12958722 -0.71157014 2.26888437 -1.08648094 2.27798318 -1.02508298 0.67196222 1.78184868 0.82440417 0.45725634 1.95761183 -0.2231705 1.56321982 2.81049284 0.43103668 -0.17059224 -0.41576454 -2.70765212 1.08609348 0.85388154] Distance 8.568633790549052 Each least square approximations [10.0481735 0.29332059 -1.78142844 -4.32604341 1.51376706 -1.43138657 -2.25984982 -1.62755595 1.26732675 -2.95644829 1.29823884 0.15325736 2.3713937 1.17582967 -0.65167644 0.87946125 0.27204297 0.59047288 1.32980731 -0.19942442] Distance 7.742445296255073 Each least square approximations [10.00163316 -1.66524487 -2.93845221 -2.85389932 0.94197881 1.65769818 0.64254009 -0.26206223 2.90985364 -0.33265601 3.22584151 2.7570661 -0.72412287 1.47715567 0.96416071 0.78417733 -0.76294993 1.262679 -1.83264919 -0.31152199] Distance 7.569819769914924 Each least square approximations [-10.61153277 -0.04634947 -0.06438701 2.05233791 -0.51925171 -4.26393484 0.06694049 2.95676038 0.54613468 2.02026143 0.76375714 -1.21555425 -0.94127829 1.45025882 -1.24589708 -0.53341148 0.71257197 2.63283283 -0.65699713 -0.60827459] Distance 7.344640350785691 Each least square approximations [-6.78186445 5.41790912 -5.23479505 2.75925466 -3.15298977 -0.7654215 -1.43234544 2.0562115 -2.65391925 1.61608887 -3.22409379 -0.03347588 -0.55386606 -0.6676122 0.69452117 2.48341494 1.34980768 0.99111638 -0.6068722 -1.92913479] Distance 7.201484820927678 Each least square approximations [ 8.30213835 -0.33053202 -0.75060541 -1.9399426 -1.66804872 2.68014444 -3.38439763 -1.94734499 1.09360553 -2.05267063 -2.45424558 0.58004876 0.61574429 0.12876488 0.17974543 0.2356732 1.47662637 -0.15981874 -2.20806025 0.60911554] Distance 9.75196248773879 Each least square approximations [ 8.95462738 2.46724649 -4.23556749 -3.73343832 1.99308382 0.80369026 -0.11454689 -2.2580175 -0.12559829 0.08800268 2.98107212 0.42699329 -0.32351784 -1.5726993 -0.31906948 1.55406427 -0.81356514 -0.06533584 -1.15369524 1.31691967] Distance 8.220651176577613 Each least square approximations [-12.11614641 -4.33937609 0.76392407 -1.99245974 1.3651287 0.58356628 -1.37492174 -2.57230177 1.03161121 -0.86966991 2.76455684 1.60477075 -0.1250786 1.13314901 -0.28549385 0.62825954 0.75557703 -0.28483637 -0.83422177 0.22129159] Distance 4.155972782373297 Each least square approximations [-9.50955571 1.84102075 -2.26196619 -2.31309905 -1.77531994 0.77952745 -0.8288051 -0.26254075 0.41457885 0.28212372 1.29777571 3.39902901 -0.8870369 0.35969304 -2.48034986 0.80817794 0.33213333 -0.44885589 -0.99871946 0.1495188 ] Distance 9.057268048120386 Each least square approximations [-9.87972306 -3.22473475 2.61851987 0.30143322 -3.11008123 -0.81953765 0.17648853 0.10723066 -2.47815516 -1.22056175 -0.71387071 -0.99618429 2.54149083 -1.97115246 1.37150766 -1.01539374 -0.42065183 -0.64496105 0.79867807 1.24196546] Distance 7.929328123920387 Each least square approximations [ 8.40341918 -3.53434911 3.91627889 -1.14989967 2.0489569 -0.27738154 1.17040433 1.16255548 -0.25578461 0.63428505 1.45732806 0.25895598 2.3350504 1.88597897 -0.50600748 -0.98569607 -0.45040549 -2.32126313 -0.66584536 1.60828943] Distance 9.224838213324437 Each least square approximations [ 9.77720852 3.41734568 1.6761565 -1.11077995 -0.87483735 -1.10292743 -3.25796821 -0.12440415 -0.34397166 0.56569939 3.87580497 -2.04040316 -0.66740842 1.49627433 0.16585125 2.19218788 -0.4161464 -1.12843122 0.223879 -1.75365372] Distance 7.598657256452827 Each least square approximations [11.75223836 0.59254395 -1.23680335 -0.85240789 1.8875575 -0.69205729 2.10083926 -0.98048091 0.13150586 -1.69864031 0.13412527 -1.11453454 -1.26307885 -0.48121702 3.27217682 1.87936575 0.40789813 2.23760154 -1.24674971 0.92479339] Distance 5.952182373054538 Each least square approximations [-1.07972700e+01 1.19949995e-02 -1.42744352e-01 -4.50168006e-02 6.80519820e-01 1.17862141e+00 -1.11789442e+00 -9.33975849e-01 3.05836233e+00 3.30377804e+00 -2.01692964e+00 1.36244098e-01 1.29153839e+00 -2.84610300e+00 -1.77242742e-03 -2.42240708e+00 -2.44869867e-01 7.47871931e-02 -6.23404748e-01 -3.94375251e-01] Distance 7.224983089451874 Each least square approximations [-5.59285612 4.68682227 -1.80221512 1.77216067 -4.77963873 1.46536504 -1.27038544 2.0267724 -4.04446686 2.69953368 -2.87991374 -1.12234107 0.13696194 0.68574607 -1.0032492 0.36463135 -0.61764628 0.42990724 -0.34126806 -3.19242562] Distance 8.47495105846751 Each least square approximations [ 6.14360628 -3.96791297 -0.40168936 -1.06139485 -1.94693861 0.41318649 -2.58787722 -1.31749092 2.42393853 -1.69026989 -2.31656067 0.46240926 -0.01239058 1.26215292 -0.40273304 0.12633591 1.51418962 -0.61855354 -2.19446832 1.17355853] Distance 10.758830127003215 Each least square approximations [ 7.53619208 2.8772835 -2.60081059 -0.62595241 0.51719569 -0.17764748 0.30144936 1.36468512 1.51473801 1.95875853 5.15749827 -2.45615562 1.52716546 -2.46188457 0.01475668 0.47696353 -1.3961882 -1.53675987 -1.14249696 0.9787648 ] Distance 8.912640909120995 Each least square approximations [-8.65609269 -3.0184522 2.19373674 -3.41376948 -0.90492483 -2.17758543 -0.67628539 -0.78320455 -0.18584149 0.86355619 4.03068515 2.72824179 -0.50413332 -0.65851666 1.25463951 3.57317483 -0.46544299 0.58676737 -1.65592914 0.38805015] Distance 7.601659626303474 Each least square approximations [-6.94556937 1.79491284 -2.50613881 -1.1049716 0.81838519 -1.44802062 2.1935394 -0.16304862 1.27914525 3.12885162 3.01067158 4.72589956 -0.6047535 -0.35230809 -1.09134229 -1.52196582 1.76096776 0.90813212 -1.40073342 -0.34020479] Distance 9.406442185222565 Each least square approximations [-7.69044218 -3.24301457 1.28200273 0.64229024 -1.15104405 -1.03796374 -1.74663593 3.12208705 -3.82464349 -1.85718019 2.19492365 1.97116215 2.22466387 -3.40996633 0.87218078 1.54881399 0.20427237 -1.37630198 -1.25890759 -1.05861414] Distance 8.354667170950757 Each least square approximations [ 6.32577599 -4.56303423 3.07521344 0.64651629 -1.48117387 0.04924446 0.71625788 1.89702968 -0.90806352 -1.8601096 0.02114589 1.83890786 2.91778641 1.8149262 -0.03168541 -0.40792441 0.46313765 -3.128149 1.45716144 -0.93824526] Distance 9.910125234102855 Each least square approximations [ 7.31364237 2.94975841 -1.67693682 0.47895971 -1.84847223 -1.49465192 -3.46944192 1.58032834 0.83429916 -2.30899807 2.59694296 -0.68998121 -1.8062426 1.71152269 -0.13258918 0.65569165 0.06411647 -0.54553717 1.21582946 -2.47695698] Distance 9.729110117712256 Each least square approximations [ 1.20142915e+01 3.35019402e+00 1.71268452e-01 4.92161611e+00 1.89265728e+00 -2.39083824e-01 2.39564143e+00 1.16879064e+00 1.11420337e+00 1.29510208e-01 -1.33153157e-02 1.03098442e-01 2.63915393e-01 -8.21706486e-02 9.83479827e-03 -5.75649528e-02 7.92462954e-01 8.98066302e-01 -6.67203505e-01 1.94864774e-01] Distance 3.747739638865168 Each least square approximations [-9.01485517 0.09161442 -2.11430872 -1.93453418 0.14235973 -0.5518878 1.33061178 -2.9392571 2.77875318 -0.68019882 -1.11570875 0.02030741 -0.92370311 -1.8206839 1.18061505 -2.45745749 -0.6822224 0.20082943 -1.64438922 0.5994669 ] Distance 9.113301807752906 Each least square approximations [-6.00984073 4.27224994 -3.73691864 1.79170267 -2.51691897 3.11268181 0.19836247 -0.06846918 -3.89889493 3.05212317 -1.87633378 -0.2988664 1.47878407 1.46095285 0.21854457 1.23583337 -0.22067454 -0.03426951 0.14178811 -1.9800759 ] Distance 9.023464190802338 Each least square approximations [ 6.91015039 -3.31732907 0.83703513 -1.70160108 -0.94887913 1.77975981 -1.25066811 -0.70698103 -0.27454743 -0.52861009 -1.87415672 -1.14674821 -1.73417333 1.71632617 -0.26383647 -0.88017408 2.10947552 0.47167088 -1.54916015 0.49060689] Distance 10.921256094584054 Each least square approximations [ 8.22743452 3.07733126 -3.08976838 0.90722719 3.42446281 1.62835399 -1.22343987 2.02674913 1.87436748 1.6043675 4.25853455 -0.88084227 0.64613582 -1.00390398 0.83193615 -0.27371018 -0.27927198 -0.94476373 -2.72539411 0.8148864 ] Distance 7.955062051669538 Each least square approximations [-9.50312273 -1.09642569 -1.61730969 -4.36548859 -1.99031296 -2.31663412 -0.15988257 0.37270735 0.3869988 1.92592018 2.79018348 2.52771703 0.11739321 0.52460856 0.66842424 4.10117272 -0.71707138 -0.56247032 -1.07034335 0.07425423] Distance 6.841166178285542 Each least square approximations [-7.44701425 0.91310651 -2.16420577 -2.54475059 1.37018783 -0.73272381 -0.48666695 0.08610244 2.20443605 2.22055403 2.54732054 4.86804649 1.31777896 -0.72534618 -1.16569521 -0.09798159 0.02433145 1.07228702 -0.72212023 -0.33220832] Distance 9.568126419580118 Each least square approximations [-9.32933566 -1.16668158 1.60274046 -0.35405515 -0.09105441 -3.22223336 -1.59161268 2.11468888 -1.41824647 -2.66647144 3.07291866 2.01304156 0.606285 -1.42027965 0.21061915 -0.97961541 1.08714283 -1.2902471 -1.28943542 -0.56607774] Distance 8.229594383056602 Each least square approximations [ 7.0585642 -3.4932064 3.20954868 -0.8082043 -2.50963749 3.61188339 -0.41234212 1.2042577 -0.23627722 -1.25275445 0.86424761 0.78145531 1.52838069 1.54006935 -0.56497682 0.47331798 0.8683766 -3.69886121 1.53214037 0.99386344] Distance 9.332750469468625 Each least square approximations [ 8.44971294 3.43205415 -2.38569372 -0.35760856 -1.25433051 -1.32396079 -1.97312296 0.2573933 1.14321977 -2.38187291 2.51345948 0.89237111 -2.67991142 0.97680633 0.52574649 1.48336512 0.20344219 -1.05804183 0.03116082 -1.02059505] Distance 9.157361295457376 Each least square approximations [11.67259734 0.03573051 -4.97189618 3.20638402 -0.89672493 1.20865013 1.16075312 1.45541723 0.40049032 0.27051583 0.2272387 -2.61960027 0.76111613 -1.27648339 -0.18725352 1.2751415 -0.07152038 -1.77349068 0.14541075 0.12341001] Distance 3.9828816659921524 Each least square approximations [-9.22838272 -0.01572436 -0.54809409 0.14791329 -0.72437665 -1.41722713 2.47226038 -2.25061438 2.05292755 -0.52525625 -2.30056259 0.78828746 -0.81687847 0.23321372 -0.72456689 -1.66143756 2.22265359 0.17939574 -1.55491101 0.98396007] Distance 9.224069573969226 Each least square approximations [-1.25730565e+01 4.19262632e+00 2.78635584e+00 -7.21796789e-01 2.53960386e+00 1.25256557e+00 -4.17088680e-01 5.61132036e-01 2.00522632e+00 1.05111181e-02 1.52243952e+00 -4.79396607e-01 6.96321439e-01 -2.69384193e-03 1.02862466e-02 8.47514462e-01 1.37266042e-01 1.65014844e-01 4.11165166e-02 5.72831167e-01] Distance 3.356252490938552 Each least square approximations [ 4.20869306 -0.64589672 1.77821448 -0.19857435 -2.99245596 1.70782092 -2.65697676 -1.30640023 -2.12014223 0.03155652 -3.68558528 0.19685662 -0.58083337 -0.7271604 0.54951195 -0.2534705 1.02057072 -0.09202705 2.15182569 0.08188403] Distance 12.035660085098952 Each least square approximations [ 6.39232345 1.51301231 1.5614923 -1.48250701 4.10410423 -3.90824274 0.88802959 -2.17444433 -0.49348534 4.97404448 2.72076372 1.04171503 -2.29114881 -0.60034119 0.29273903 -0.57493404 3.71362102 0.22931735 0.19971679 -0.72508068] Distance 8.51673253906104 Each least square approximations [-7.68854571 -0.90979479 -0.44637974 1.27978972 -6.60242896 -0.33285658 2.33940535 1.40008129 -1.18153109 -2.43860358 -2.83477463 1.08431156 1.90563418 -1.34888358 2.54132817 -0.02657454 -1.2646423 -0.32133015 -0.82174079 -1.22937578] Distance 8.160643398793123 Each least square approximations [-5.53179573 -2.05672188 1.54019714 -4.59169023 0.27040421 -3.64441036 0.40311639 3.06280722 0.27503008 -1.65797708 -0.29268282 -0.56937364 -0.38422234 -1.74106647 -0.443292 1.83346028 0.03253019 1.57726897 1.00918709 -0.81125908] Distance 10.795488745539844 Each least square approximations [-8.84113542 3.68302117 -0.04493963 -0.06027595 0.98472413 3.35269794 3.1602 3.3243459 1.94193641 -1.01649444 1.59881853 1.5648302 2.8200414 -1.60632313 0.78409663 -0.29554771 -1.01763631 1.70176151 -0.48341968 0.86371509] Distance 7.805398072939115 Each least square approximations [ 9.69168817 3.68595102 -2.6419295 2.90576442 -0.29368732 0.75231422 1.17447308 3.12162254 -2.40059881 -0.08348492 1.17706838 1.94374106 0.32055239 0.62995627 -1.63763422 -0.28513234 -0.35253649 0.49826914 0.17732 0.9985111 ] Distance 7.845544039111892 Each least square approximations [ 3.9356456 1.66767457 -2.6825124 -4.33192837 1.88389729 0.06003595 -3.8888997 -3.49503645 0.07786404 -1.41918624 2.07557766 -1.48123568 0.14924419 -0.51433337 -1.30695849 3.49653764 1.85495619 -1.55646362 0.48360062 0.68584324] Distance 10.364852982747138 Each least square approximations [ 6.28669531 3.26476356 -3.86924364 -2.98171989 3.92020466 0.81809193 -4.71638401 -3.11836502 1.15097092 -0.05715458 -0.13568239 2.50667436 0.23694842 0.39190761 1.19737826 1.07205266 -0.85313364 -1.24543749 0.3240423 0.25282012] Distance 8.771836939297819 Each least square approximations [-5.28171339 0.28382332 -0.97525979 3.77518509 -0.72469841 -3.4251674 1.95941175 -0.16008053 2.29340943 3.40112122 -0.03469386 -1.56505857 -0.21702314 -1.67201026 -1.78552865 1.97958348 1.00033518 -2.5652241 1.75811724 1.3946849 ] Distance 10.522235923503597 Each least square approximations [-4.97587676 1.55673149 -5.86836082 -1.8183552 -0.7044395 4.23484919 -2.70627814 1.79602105 -2.55149302 1.5564378 -1.97184281 1.35576909 -2.40092623 -0.52512174 0.0838063 0.99002132 0.53121737 1.40007067 -0.24368949 -0.37770874] Distance 9.433682986437985 Each least square approximations [ 4.39247150e+00 4.94258116e-01 -5.08971940e-01 -2.68847968e-01 -4.16939436e-01 2.06770307e+00 -1.16478030e+00 -9.94784198e-01 -4.00591925e+00 9.21830392e-02 -1.76346188e+00 -7.30237219e-01 -2.67624945e-03 -6.55493262e-01 -4.74368398e-01 -8.39814143e-01 1.90246340e+00 -4.22909004e-01 -2.27648710e+00 7.67469074e-01] Distance 12.236756274259031 Each least square approximations [ 4.93221886 4.90545104 -4.39144537 -3.14889329 1.89777996 1.59036714 0.68134701 -0.60009553 0.80055874 0.88092006 0.94066473 -0.95467512 0.06237575 2.20085213 2.25487796 -0.83001615 1.09317084 -0.5075197 -2.62313564 1.41733557] Distance 9.915114225600473 Each least square approximations [-10.7225831 5.40410362 0.90587442 -2.91304124 2.87923575 1.57128904 -1.64945251 -0.84212348 0.4020671 0.41481086 -1.34876631 0.79837446 1.30152507 -0.45872946 0.65319532 1.29394792 0.95343436 -0.11325581 1.02838662 2.10243171] Distance 5.114981788265602 Each least square approximations [-5.46820208 -1.31492103 -2.38946178 -1.46171231 -2.94637188 0.55677933 -1.77681358 0.64876539 0.27068406 1.51582805 2.00272447 -0.0486454 -0.01593683 -0.18027175 -1.63123648 -0.52786494 0.14049299 -1.25101111 0.4327025 0.057178 ] Distance 11.99393158808444 Each least square approximations [-7.94777403 0.83973116 -1.46286266 -2.04602274 1.2455161 -1.17018826 -0.78368181 -3.21926936 -2.6012903 -1.76923836 -1.70012064 -1.22323117 0.84139657 -3.42353619 0.99110571 -3.17778265 -0.25646336 -0.24066521 0.48372008 0.76379715] Distance 9.176107780863076 Each least square approximations [ 4.69197577 -0.52679699 0.91061574 -0.96768984 1.90074818 4.45627544 2.82040565 -1.52219095 -1.87806023 2.72918849 0.43964068 -0.53554772 0.97612175 2.39908283 2.41374189 -1.53969092 0.22653601 -3.03660843 0.73520804 2.11036749] Distance 10.42130314477626 Each least square approximations [ 7.08335406 0.05591125 0.85955408 1.07747048 -1.70234998 0.35670411 -2.21902454 -0.36997262 0.11073391 -0.57864533 3.35200053 -0.41956433 -0.88423122 -1.96830546 0.99346796 2.46202512 1.20280859 -1.55858037 -0.34403183 -0.15165843] Distance 10.926471491127916 Each least square approximations [ 7.23563022 3.83232587 -3.96584854 -3.68912291 -0.93099695 -0.73550712 2.12036647 -0.70312002 1.58937566 -0.84213399 -0.46757471 -2.93924285 0.94120928 -0.16878074 0.8374343 -0.38810867 -1.23780819 -1.70142623 0.25779066 -0.6518218 ] Distance 9.245393441711949 Each least square approximations [-6.95973287 2.14234432 0.18878026 -1.60397304 -1.76082801 1.26133391 -0.44363284 0.014932 0.90708098 1.47160957 -1.81305346 1.09357606 0.31256041 -1.10186575 -0.69903731 -3.55904152 2.23958272 -2.89761087 -1.80956604 -0.12715274] Distance 10.38585622482236 Each least square approximations [-5.35898762 3.99859763 -6.42604381 4.489426 1.57733598 -2.71264893 1.83383869 3.23165122 -2.19525113 1.06692863 0.60137827 -0.79080033 1.52166989 -0.37460812 0.56384164 0.26864833 -1.37828534 1.28828368 1.96576686 -0.10842466] Distance 9.16179464975627 Each least square approximations [15.03826074 0.13352472 -0.79615809 0.29445782 -1.01947376 -0.03232196 0.37150247 0.97207299 -0.15758739 0.03950562 -0.33682776 0.5249057 0.02225038 -0.13485571 0.4612814 0.35604204 0.16995693 -0.50434773 -0.23729482 -0.07765543] Distance 0.918432515266806 Each least square approximations [10.86142945 -3.22428971 -4.54763424 -1.84710919 0.30242712 -0.58555209 -1.9556667 -0.44890829 0.41602449 1.2020566 1.06989337 1.81049061 2.18899333 -0.22681363 1.67027127 -0.42445263 -0.40736131 0.06047523 -0.19151133 0.53201308] Distance 7.727273808799373 Each least square approximations [-9.22625581 -4.74951486 -5.06928821 -0.3541191 1.59462489 2.27430614 1.30690239 0.29634527 -0.09034124 0.2868187 0.90395703 0.99079728 -0.89965096 -1.76577154 -0.20666519 0.90173731 -2.65891508 0.86823065 1.52552448 -1.64712531] Distance 8.271730248219637 Each least square approximations [-10.670594 6.27988048 2.66232929 -1.8052769 -4.66155725 -2.1527867 0.46523788 -0.73763703 2.8433259 0.30911117 0.96603214 0.05224206 1.029447 -1.69300759 0.44639455 0.68164297 -0.68505998 1.19535714 -1.38067666 0.48113984] Distance 4.739320823211679 Each least square approximations [-9.72119815 -1.873177 6.61011868 -0.70266927 -1.93194298 0.86906407 -2.06655803 -0.52200817 -1.35432708 -0.94123203 -1.46060952 -0.71340065 1.79870088 1.1314248 0.70273327 0.69055266 0.04180454 -0.22451076 0.15867071 -0.38281505] Distance 8.286888447123845 Each least square approximations [10.23098683 -3.17831195 3.76428783 -3.3438249 1.69084094 0.24325954 -1.55579923 0.88867469 1.64742522 3.4302005 -2.51154985 0.88914794 0.08674873 -0.32874381 1.73537414 2.18868218 0.2312615 -1.85123228 -0.06560743 0.97758068] Distance 7.126207792474103 Each least square approximations [10.49061016 4.04087334 2.64430659 -1.53346025 3.95451592 -0.39881686 0.07304009 -0.86353544 -0.90188256 -3.04596737 1.08131917 -1.84174364 -0.87654024 -0.75243717 -2.41470479 -2.33411429 0.47317225 -0.95321021 -0.35392416 -0.98939029] Distance 7.014086089778501 Each least square approximations [10.78157268 -5.12508839 2.10252934 -3.52744384 0.79787029 0.75490978 -2.71404479 0.19034938 1.86744398 0.9431772 2.93474814 -0.42636526 -0.18377435 1.23225168 0.09654813 0.16202351 -0.65272853 -0.0608908 -1.41599644 1.86485494] Distance 6.505449664842686 Each least square approximations [-1.13095818e+01 -4.71625854e+00 1.38598994e+00 2.00679743e+00 -3.04554446e+00 -5.33492823e-01 -2.52195803e+00 2.47040664e-01 -1.16106009e-01 1.89322555e+00 8.39483311e-01 -4.76286160e-01 -1.40498225e+00 1.92008070e+00 1.68500973e-01 3.77241731e-01 -1.88290185e+00 3.73816580e-03 -2.61291323e+00 4.75683279e-01] Distance 6.159126256323015 Each least square approximations [-5.86307162e+00 6.18233708e+00 -1.19288903e+00 4.10847981e+00 2.44847442e+00 -8.38553549e-01 1.07947587e+00 6.76757309e-01 -2.85619038e+00 1.15745883e+00 -5.81438245e-03 2.98213456e-01 2.36608235e+00 9.33547966e-01 2.09168449e+00 2.01812281e+00 -1.02332853e+00 2.65778032e+00 2.26974783e-01 -2.66863605e+00] Distance 9.289109056470487 Each least square approximations [10.12299491 -3.38848914 -2.39089174 2.93957061 -1.66515278 3.34805952 -0.75487815 0.62118997 0.85184793 0.63619164 -0.26541738 0.99391159 -0.70312253 0.71554073 -0.42000155 -1.12481855 -0.45444227 -0.13418762 1.69663143 -0.42982594] Distance 8.60930662372257 Each least square approximations [ 8.01862101 -0.36739401 -1.06675471 0.1364086 2.91406557 1.3560773 -2.74215508 -2.52680642 -1.42774419 2.85857295 1.51143631 1.64980704 1.00683717 -1.9166468 0.28748809 -0.36478889 0.84367132 -1.75796488 -0.75064339 1.34211864] Distance 10.449215042751435 Each least square approximations [-8.63887723 -4.63119312 -1.65574383 -1.40226788 -1.73273311 2.50580861 2.04567525 0.11855967 0.92671427 1.13635749 0.30431075 4.97881095 1.71035722 -0.33868158 0.36940469 1.92273772 -1.13617892 1.22693313 2.82819263 -1.63572922] Distance 7.978436794713958 Each least square approximations [-10.58392008 3.66118042 -3.64190595 -3.52346337 -1.54474796 -3.09048341 1.91605896 1.77938647 -0.28986375 -1.79951364 3.64206626 1.1575838 1.16023035 -1.0710097 -1.93944744 -0.43430423 -1.86690374 1.2931073 1.2086142 0.49286147] Distance 4.918225461875961 Each least square approximations [-9.30242486 -0.25076816 5.2534554 0.33679967 -0.86821715 0.27073433 1.18873987 3.31987862 -2.90252668 0.58267697 -1.79368378 -0.45549512 0.37425411 0.12351697 1.61244539 1.86843914 -1.07253329 -2.00753326 0.98311261 0.15200412] Distance 8.550993698421212 Each least square approximations [ 8.01274619 -2.56538634 0.82711225 -0.0796476 1.20187005 -0.01674932 -2.98223585 2.56141404 1.02872109 3.71859279 -0.05877646 -0.80528928 1.25487393 2.20349325 -0.83318895 1.79472904 1.03888632 -2.88949402 1.70831605 -0.08348042] Distance 9.934011426994882 Each least square approximations [ 9.9946928 3.72181503 -3.8699518 -2.25230664 0.6182599 -0.82151614 -0.82722507 -4.98193056 -1.99646758 -1.42017762 0.65349837 -2.4909076 -2.04939465 1.5280881 -1.09848613 -1.26465442 1.41186128 -0.22921443 0.19179753 0.91088026] Distance 6.328723888783801 Each least square approximations [10.07296369 -2.59909371 -1.29794335 0.2189499 0.60460766 2.5159985 -2.40946198 -2.10970403 3.67735393 1.76365966 -0.30045839 0.92305492 0.03204331 -0.13014709 0.10332602 1.70713025 -0.91569445 0.67260866 -1.58194163 0.49692967] Distance 8.592629182292496 Each least square approximations [-12.16027366 -0.70378535 -4.39626571 1.95475767 1.89407852 -4.04159391 -1.01195346 -1.00174682 -0.52902124 1.81819314 -0.58206721 -0.16215206 -0.51446003 0.63736751 0.1609123 1.05402138 0.2030654 -1.13344757 -0.8846436 0.5008355 ] Distance 4.869669870950114 Each least square approximations [-4.6345363 4.8568412 -5.02331086 5.20375895 1.82065345 -2.10755494 1.62630233 3.61371959 -2.38536634 1.91311291 0.10846373 -0.13000928 1.59270575 -0.18729493 1.18959057 1.73224524 -0.64808215 3.09446199 0.94774054 0.08490842] Distance 8.941543578798184 Each least square approximations [13.11329789 -2.3399004 -2.27159568 3.90663387 -0.61993312 3.25257675 -1.05535917 -1.70468866 1.27695061 0.70483215 -0.53161998 0.56455116 -0.12781203 0.09930257 -0.68350288 -1.01936683 -0.45350243 -0.48176996 -0.12544611 0.39433491] Distance 3.21719800799977 Each least square approximations [10.21440311 -2.48942908 -4.22637778 -0.85409153 0.41804648 0.91238651 -1.76010799 -1.59823138 -0.94706731 1.22630222 1.43520774 1.7599504 1.11123196 -0.91492985 0.06888442 -0.41497258 -0.32366282 -0.69455431 1.18139881 0.49896321] Distance 8.957581729517846 Each least square approximations [-9.42183971 -5.71096428 -3.66169581 -0.34429985 0.47532939 3.16491067 0.7130658 -0.25695318 0.38246203 1.09771386 1.25598699 1.27330639 -0.36525609 -1.05089638 0.00979396 2.03915405 -2.49232399 1.92171986 1.99764442 -1.53258043] Distance 7.492632957476771 Each least square approximations [-11.47298327 6.36823842 0.51252927 -3.0855875 -2.52325849 -1.16778978 1.61986403 -0.8073847 -0.91652232 -0.18761865 2.62334241 1.06720034 1.63051866 -1.72894907 -0.9793106 -0.6490903 0.23660396 0.28758318 0.08737329 0.60590566] Distance 4.318343247340148 Each least square approximations [-9.67469722 -1.32257328 7.04262304 0.27546076 -2.02509002 0.15293073 -1.65445415 0.52585781 -3.23124546 -1.38420516 -1.91624353 -1.04908724 0.30636866 0.36850503 0.35696489 1.95604146 -0.47659616 -0.72759479 0.10901077 -0.39379358] Distance 7.325422942930891 Each least square approximations [ 9.44749227 -4.18441676 1.77790215 -3.04334728 1.76341051 0.05496267 -2.87844267 1.98754922 1.03848581 4.26374517 -1.40748015 0.11741954 1.83421501 0.46878944 1.31362326 1.29993426 1.24008384 -1.98574579 0.41642288 0.32543981] Distance 7.7143471949695 Each least square approximations [10.20016208 4.56661213 0.87095546 -2.64933201 2.40689495 -1.54933798 0.961282 -2.23570429 -2.54748299 -1.57709373 2.04918757 -2.01433811 -2.27704399 0.29038001 -1.35767526 -2.74411748 -0.40926 0.25971207 -0.25840655 -0.22523526] Distance 7.002853619180758 Each least square approximations [ 1.10913984e+01 -5.15594012e+00 8.65515749e-01 -1.63211334e+00 1.35994820e+00 5.17038262e-01 -1.63477683e+00 -1.62745643e-01 2.71431477e+00 1.05403407e+00 1.05200232e+00 3.27311827e-01 -9.78127582e-01 3.02735044e-01 5.15687217e-03 8.20887374e-01 -5.49318785e-01 1.38275245e+00 -6.69448801e-01 2.27486214e-01] Distance 7.48997749605543 Each least square approximations [-11.81229175 -3.68528392 -0.03608894 2.18434809 -0.05383072 -2.52516128 -3.01732176 -2.00260382 -0.30272584 1.02172304 0.05686491 -0.63725707 0.19756738 1.80235347 0.01722677 0.44455981 -1.1550839 0.42464023 -2.83148408 1.0060966 ] Distance 5.925109391784243 Each least square approximations [-6.84205585 4.60125914 -3.59528081 2.46722172 -3.10001625 -1.31288574 -3.15075645 1.86922795 -2.29573553 3.60698229 -0.11894742 -1.42915261 3.03929588 -0.480884 -0.33693328 2.06710048 0.45735198 1.49134619 0.59813617 0.59322854] Distance 8.284038735668918 Each least square approximations [ 8.75034374 -2.61259753 -1.91289869 -0.1741082 -1.78518039 1.94231859 -1.70484409 -1.08081603 -0.4282057 -1.87836678 -2.94969522 0.37295352 -0.35266037 -0.74368708 0.55763798 0.49716419 -0.29396579 -1.05355072 -0.97119603 -0.73595167] Distance 10.15520454992165 Each least square approximations [ 9.37016408e+00 3.09824941e+00 -1.82864643e+00 -2.66123529e+00 -7.29566680e-01 -7.62032336e-01 -1.14385465e+00 -3.03805833e+00 8.04498478e-01 3.44290643e+00 3.57423695e+00 -3.78953028e-01 7.60222683e-03 -5.88289125e-01 5.52543728e-01 1.50555564e+00 -2.03377191e+00 1.86908278e+00 -8.65233317e-01 4.02088994e-01] Distance 7.833265740339983 Each least square approximations [-11.83884289 -5.42688724 1.59847758 -2.92626144 -0.29775277 1.45648255 0.8693708 2.08697137 -1.44100527 3.00089875 -0.52352379 -0.16242896 -1.28943401 0.6509908 -0.11795148 0.03443634 -0.40612222 -0.04964977 1.07836631 1.15791127] Distance 3.6756766582352087 Each least square approximations [-8.58996081 3.41797666 -0.4835237 -1.32284889 -1.36471839 0.19055593 1.24428013 1.56977027 -1.22714423 0.82644067 1.05522292 3.03702231 0.73146922 -0.82564411 -2.50324097 0.73593991 0.55356307 -0.18306243 -0.67873714 -0.45567454] Distance 10.13856977655305 Each least square approximations [-10.43129928 -2.4973041 0.99591259 1.64293127 -2.20862892 -1.3027872 1.42604559 -0.16565034 -3.87915855 -1.16848614 -1.27523945 0.08736557 3.05105131 -1.41354453 -0.74564447 -1.85001569 0.14404557 -1.56099185 1.15821839 0.85617276] Distance 7.243870082951509 Each least square approximations [ 8.06758297 -0.88241405 3.39959752 -0.54999721 1.44296436 -1.39919868 1.84141816 1.93389379 -0.98612747 1.71489085 0.10509154 1.76970076 2.71844152 1.27870992 2.22805421 -1.09557156 -0.76169714 -4.01160568 1.23218967 1.67938753] Distance 9.249957870842682 Each least square approximations [ 8.83379809 2.08132349 -1.14317362 -1.33899858 1.53538164 -3.53444488 -2.7486634 0.05201311 1.10481495 -2.26617401 3.57310413 -2.67522409 -0.08567802 0.11175225 -0.42610984 1.16715335 -1.29746421 0.03512607 0.17144182 -1.00776642] Distance 8.903126202628666 Each least square approximations [10.53616684 -0.2680144 -3.15118463 -1.523653 2.92679129 0.91321492 0.58451854 -2.29884524 2.05638713 -2.94234976 2.72714643 1.27647264 -0.9524422 -0.58589442 -0.86088986 0.25524482 1.36661471 1.94835147 -1.46870336 0.32101956] Distance 6.886235996480495 Each least square approximations [-10.11186433 -1.03398695 -1.3388933 0.54281034 -2.03676412 -2.68021292 -0.11241636 -0.83323028 1.80978008 1.87100016 1.31460808 -0.31518257 3.08838418 -0.99877748 -0.68295335 -1.98356349 -0.44171222 0.60332098 -1.41991928 -0.48592907] Distance 8.59753636186045 Each least square approximations [-6.7481189 3.38753676 -4.83804693 3.09470757 -1.2995409 -1.08991762 1.84308544 -2.34655765 -2.8476773 2.97781299 -0.13320091 0.87301988 1.26753157 2.60236873 2.79892792 2.52372827 -1.93463356 0.68030545 -0.28007759 -0.47470061] Distance 8.689830959554303 Each least square approximations [ 9.13529362 -0.04179018 -2.64391327 1.68416564 -0.91443937 5.74725424 -0.91582511 -0.70069711 -0.21457464 -2.06305856 -0.32426654 -0.72492381 0.13917584 0.73187015 0.43706166 -0.51265677 0.1580712 1.77674526 0.48187643 -1.15723094] Distance 9.108451823543158 Each least square approximations [ 9.66114384 1.72559879 0.25105905 -0.52624868 5.07795223 2.94316551 -2.40534363 -1.88108906 0.17886342 0.80185825 0.7602598 1.31335491 -0.65790037 -0.24619027 0.76721097 -1.39776341 -1.91062143 -2.11835516 -0.28478526 1.47353523] Distance 8.081237087967505 Each least square approximations [-9.45720294 -1.96026545 -4.43432842 -3.69782163 -0.15052989 -0.69929863 3.46470963 0.86512214 2.67409598 1.91396062 0.36719946 3.43203314 -0.48361881 0.31105974 -0.05227208 -0.37612107 0.34490935 0.76015693 0.84949974 -0.11781727] Distance 7.590784970224302 Each least square approximations [-1.13968543e+01 1.59017926e+00 -4.06773959e+00 -1.69283370e+00 3.80988397e-01 -1.55410508e+00 -8.30276974e-03 -2.40610551e+00 4.53771633e-01 -1.24663702e+00 1.34547933e+00 4.57925719e-02 2.84025704e+00 -3.24279498e-02 -3.63891879e-01 1.28405458e+00 -2.24937910e-01 7.23395581e-01 6.15744556e-01 1.08471899e+00] Distance 6.812294906007581 Each least square approximations [-9.46314848 -2.07487595 3.79829429 0.69564837 -2.18914179 0.50194332 -1.93653628 0.85656586 -0.77433297 1.06465156 0.54938969 1.25951912 0.50661642 1.79492273 1.63353749 -1.23942267 -0.08621706 -1.25872444 1.12221495 -0.24701952] Distance 9.467089427064503 Each least square approximations [ 7.74304056 -1.37912401 3.31420656 -2.43517105 3.03426108 0.50837759 -4.2488449 0.59559292 0.61963375 2.24868364 1.34268342 -0.59705071 1.0897098 3.1752852 0.48260423 0.78966102 2.87972565 -2.42976142 2.66001751 0.01926878] Distance 8.631085998064915 Each least square approximations [13.21303781 2.03251805 -4.36251261 -1.93335256 -0.69870174 -0.48807244 0.6091898 -1.92945293 0.29979063 0.50096901 0.19467321 -0.08478838 -1.12910951 -0.59879119 0.98514887 -0.75152601 -0.94630174 0.69881019 -0.45641711 0.88351599] Distance 3.1472428200225964 Each least square approximations [ 1.02876950e+01 -2.07570370e+00 -1.44442714e+00 -1.48707328e+00 -3.13267872e+00 1.86290781e+00 -2.75169696e-01 -1.88058412e+00 1.93764017e+00 1.81860453e+00 -1.09841972e+00 6.69149813e-01 1.11820669e+00 -1.13664870e+00 6.34084297e-01 2.92568720e+00 7.23438156e-03 4.82100745e-01 -1.55793483e+00 2.71794423e-01] Distance 8.236789705388011 Each least square approximations [-1.29536242e+01 1.72974326e+00 5.84475400e-04 1.36432879e+00 9.98156684e-01 -2.32189459e+00 1.81675215e+00 -2.89577722e-01 -1.68043324e+00 -4.38940652e-01 -8.66651733e-01 -9.17643797e-01 9.32574466e-01 5.38745982e-01 -2.87814570e-01 6.94502949e-01 1.66839755e+00 -1.38180586e-01 -1.29471842e+00 -5.49313099e-02] Distance 5.375800433885123 Each least square approximations [-5.72886221 3.60918393 -7.80607665 4.12774064 1.40060195 -3.79408633 2.5908526 2.74181748 -1.55556627 0.52395495 0.29611803 -0.10701716 0.36339526 -0.57782156 0.49068225 0.23265791 -1.72602852 0.98312128 1.07055981 0.51674688] Distance 8.473668362251148 Each least square approximations [14.75298027 2.98199358 -1.22333813 -1.25935673 -0.57616403 0.19827133 -1.00866883 0.4916758 -0.66090261 -0.10537094 1.01395012 0.80830771 -0.53685741 0.31889338 0.57337345 -0.07002109 -0.2006379 -0.1901878 -0.43706365 -0.15268146] Distance 0.8501805127605577 Each least square approximations [11.24516099 -3.79419171 -4.52846196 -3.05050903 0.93053959 -0.24533553 -2.09015232 -0.65620103 0.69997743 -0.07978802 -0.1077423 1.90267706 1.82559766 0.25116522 1.76325803 -0.70255425 -0.73713582 -0.05022718 0.15785111 0.4679618 ] Distance 6.842379798065934 Each least square approximations [-9.45256961 -4.33685698 -6.32963211 0.41192089 2.58518363 1.83268642 1.32407077 0.14756231 0.26224469 -0.473866 1.03420347 0.67006894 -0.95730657 -2.14168637 -0.50738303 -0.42033556 -2.49029612 0.45134967 0.86472697 -1.34744841] Distance 7.628503868490247 Each least square approximations [-11.38828838 5.35859944 2.86702111 -1.69551114 -4.67617937 -1.31762004 -1.33981395 -1.20827452 2.58164617 0.9369727 -0.17039431 -0.4948495 0.44258171 -0.80423388 0.86103579 1.1616428 -0.44536183 0.80218832 -2.18427837 0.47335234] Distance 4.709025365078581 Each least square approximations [-9.91001346 -2.30568167 6.75193364 -1.14361674 -2.85984482 1.4567186 -2.60158087 -1.41742595 -0.04185286 -0.52841601 -1.43578612 -0.79103418 0.98415624 1.42828921 0.55116546 -0.01277208 -0.05089809 0.13185411 0.06521692 -0.60146455] Distance 7.678307715328975 Each least square approximations [10.55548997 -2.71834482 4.47598094 -4.0556299 3.26833373 0.66729643 -1.91612268 0.02011091 1.11993948 2.80329198 -1.5263546 0.28442469 -0.20683978 -0.86304719 1.37515819 1.45253597 0.19312925 -1.01710894 -0.34346347 0.97253773] Distance 6.825329288907148 Each least square approximations [11.11465816 3.74361261 3.90312458 -1.91975227 4.60790487 0.71569601 0.48046587 -0.26562092 -0.45867618 -2.06087265 0.69438353 -1.18258659 -0.18679976 -1.09325635 -2.20192616 -1.51595457 0.04311469 -0.92193635 0.11855447 -0.55450994] Distance 6.381014755512338 Each least square approximations [10.52279783 -5.13715378 2.09533293 -5.11794365 0.09333266 -0.50709289 -2.03712605 0.61990138 0.88768267 1.81326008 2.99116726 -0.16033681 -0.5596237 1.25436773 0.2007953 0.99482702 -0.24138294 0.10725035 -1.5974162 1.48695115] Distance 6.466911075345217 Each least square approximations [-11.39278885 -4.69310492 3.44929383 2.0108259 -2.87120091 0.51798554 -2.21928562 1.51588631 0.30999973 2.34217797 0.22779667 -0.56241628 -1.35623903 1.82386915 -0.12164746 0.42369098 -1.37309062 0.15746923 -2.03160187 0.1394388 ] Distance 5.853006850864954 Each least square approximations [-6.23227139 3.5151043 -5.60015435 1.53875444 -2.04977799 -1.61059351 1.68687599 -0.87389023 -4.38019757 2.51756299 -0.14772452 -0.02322317 -0.62901713 0.85723107 -1.21671868 2.27562506 -1.9532554 2.05193852 -1.09495013 -1.90668217] Distance 8.401217093015072 Each least square approximations [ 8.39167869 1.24052185 -1.3135918 -0.1092716 -0.65837136 5.2035036 -0.95015338 -0.37049459 1.39769264 -2.86247893 -0.18600576 -0.79570047 1.41753997 -0.09579055 -0.34383666 1.0363334 0.55756644 0.64590854 -0.548767 1.225609 ] Distance 9.659407225615388 Each least square approximations [ 8.18377784 0.45121293 -1.97512975 -2.87100863 4.28745564 2.10785993 -2.19281199 -2.98767155 1.18785855 -0.19776593 0.82349618 -1.46645733 0.50679167 -1.08529694 -0.51388394 -0.10856029 -2.73373547 -0.59718735 -0.98968299 1.06707122] Distance 8.960411188401599 Each least square approximations [-9.83472543 -2.02854192 -2.32500742 -0.80222276 2.06027073 -1.05296656 0.7772596 -0.46374081 -0.01852974 0.72526154 3.36714304 4.91793126 0.09524348 0.38210404 -0.14790575 -1.41160314 -0.56561793 1.24703696 0.40854876 1.2878188 ] Distance 7.558389114868827 Each least square approximations [-11.35979997 0.69611729 -4.54095783 0.29930015 -1.20528151 -1.61621096 -0.74590862 -2.27281035 0.55637469 0.65777195 -0.37118419 0.70303525 0.1374233 -0.4602709 -1.34264268 0.15605819 -0.6705949 0.41060632 1.27687106 -0.12179281] Distance 6.810726222505889 Each least square approximations [-9.26879553 -3.3636167 1.40283521 -0.01725699 -4.23838228 2.28355428 -1.75022951 -0.6111979 -1.3968054 1.01968696 0.61213348 -1.00712024 0.64411693 -0.87213543 2.76267869 -0.41968395 -1.22517902 -1.43418109 1.95019213 -0.37624988] Distance 8.089081298602164 Each least square approximations [ 7.02857402 -1.43836903 4.23429023 -3.02541441 4.14590736 0.43824538 -2.16996364 0.47356532 -0.11857118 0.88449728 1.29135353 0.42780259 1.45214878 2.35917118 0.53596044 -0.35338648 0.8377911 -1.68812116 2.25184439 -1.16234578] Distance 9.514997255986621 Each least square approximations [11.85474936 2.11325276 -0.8679109 -3.46693421 -2.25356312 0.99900744 -1.12208951 1.24991104 1.22924911 0.19543361 -0.44318353 0.12499637 -0.65560649 0.45520916 0.55971939 -0.63940191 0.36337438 0.06795162 0.25604863 -1.12492133] Distance 6.391251731085161 Each least square approximations [10.56209091 0.13762598 -0.15066529 -2.03004353 -1.59008979 -1.85639975 0.88800123 -2.92617803 0.19315211 1.10966028 -0.39952235 -1.57598785 1.36319099 1.75630855 0.21014107 2.02574729 0.97771979 2.04107899 -1.50641504 1.13360501] Distance 7.706022581656499 Each least square approximations [-1.31476388e+01 2.98350147e+00 8.85426078e-01 -1.31959615e+00 2.55213547e+00 1.81703007e+00 -5.22100236e-02 3.62385239e-01 5.34902502e-01 1.10287461e-02 7.47066182e-01 -9.65702188e-01 1.66428698e+00 -5.36156891e-01 1.64668317e-01 7.82318483e-01 -4.19325004e-02 4.12044162e-01 -9.48362034e-01 -7.67503031e-01] Distance 3.2769702902097335 Each least square approximations [-5.40093594 3.79455571 -7.10213255 4.44993049 1.66759087 -3.21019192 2.63641871 3.43222681 -1.78987332 0.98830292 0.1010042 -0.08677254 1.11996803 -0.6745331 0.4570506 0.46213976 -1.70117353 1.30400097 1.34189371 0.84468495] Distance 8.859794766864779 Each least square approximations [ 1.50944221e+01 2.02706939e+00 1.53051678e-01 1.66073746e+00 -4.03926325e-01 7.02556194e-02 1.01032642e-01 -3.98540814e-01 8.62671236e-01 2.85855824e-01 -4.23311450e-01 -4.73366498e-01 4.49455419e-01 2.26229491e-01 3.99255260e-02 -4.27007739e-02 -4.57491528e-01 -3.43047199e-01 3.37712340e-02 -5.77035536e-04] Distance 0.8242292806091773 Each least square approximations [10.9306344 -3.85682458 -4.72957808 -2.59199551 0.84411018 -0.79780387 -1.4822495 -0.48263676 0.53154918 0.33182584 0.41804013 1.83714953 1.58195328 -0.28814238 1.80332753 -0.26004847 -0.57805654 0.02405908 -0.08837595 0.26697747] Distance 7.751172334668344 Each least square approximations [-9.20012879 -4.65857589 -5.77381299 0.11343121 2.13047114 2.19564587 1.4512675 0.13079501 -0.08410668 -0.38384739 1.05610032 0.69985658 -0.74509454 -2.29164035 -0.24767234 0.28712693 -2.71495673 1.05883911 1.1215656 -1.40051553] Distance 8.183111872783243 Each least square approximations [-11.29897547 5.6537257 2.73925498 -1.81457253 -4.49697262 -1.58608774 -0.0825401 -1.46538062 2.41518368 0.68286154 0.33232316 -0.53157465 0.77616838 -2.13152329 0.47207151 0.08859244 -0.8743259 0.93869246 -2.10976371 0.93435891] Distance 4.817006365146195 Each least square approximations [-9.7645941 -1.99885959 6.99708248 -0.67430012 -2.25824171 1.53644022 -2.52536785 -1.14779366 -0.84313312 -1.12537141 -1.45216519 -0.8163375 0.89119985 1.37945834 0.531666 0.79700322 -0.54713377 0.4159328 0.14229697 -0.30311194] Distance 8.0435460702748 Each least square approximations [10.41852603 -3.43694576 3.59813393 -4.25039382 2.38222208 0.51994092 -2.0926515 1.03647296 1.35249697 3.45189748 -2.04521395 1.1472318 0.53243921 -0.57493216 1.76274369 1.91431175 0.25252542 -1.16873915 -0.27550131 0.87989673] Distance 6.773725840284001 Each least square approximations [10.5848453 3.62074611 3.25263641 -2.74612789 4.00399657 0.27723377 0.89594112 -0.70407534 -0.99261952 -2.45496668 1.30148954 -1.50291047 -1.20548152 -1.03152774 -1.91199521 -2.68868147 -0.22959425 -0.81023635 -0.25383721 -0.8002733 ] Distance 7.14875954611538 Each least square approximations [10.65930769 -5.25696385 2.51036486 -4.26157337 0.34559147 -0.48326274 -2.54221907 0.35984548 1.12677473 1.47128368 2.84127778 0.17530398 -0.05733936 1.17771407 0.12442981 0.69582592 -0.64041531 0.10018552 -1.39597973 1.13251746] Distance 6.9150780767903655 Each least square approximations [-1.12266844e+01 -3.96723131e+00 2.66348721e+00 2.57223561e+00 -2.23244366e+00 7.35384657e-03 -2.83890011e+00 2.25169968e-01 7.98922545e-02 2.12604742e+00 9.04136809e-01 -9.24040589e-01 -8.95092949e-01 2.28818934e+00 3.95197861e-01 1.06695982e-01 -1.84044456e+00 6.05558712e-02 -2.61662948e+00 1.13903886e+00] Distance 6.711424334419175 Each least square approximations [-5.63394553 5.19014718 -5.83560498 2.45019723 1.36218147 -2.82509807 3.2510122 1.78143567 -2.65784288 -0.50779889 0.45181651 -0.2990245 0.93605149 -0.41473807 -0.72896071 0.12060621 -2.00110646 2.49780802 -0.35993071 1.30960935] Distance 8.728174297143827 Each least square approximations [12.13822609 1.94036595 1.28521499 -1.92998441 -0.19916237 1.31315904 0.21941535 -0.89976034 0.81135206 0.15241915 0.42335926 -0.5047842 -0.62573272 0.74887014 -0.20028956 -0.19061981 -0.01798821 -0.99539134 -1.24525901 -0.83340196] Distance 7.437350065650006 Each least square approximations [ 9.59558229e+00 -4.84612704e+00 -3.08414088e+00 -3.28630574e+00 1.28066844e+00 1.56576858e+00 -1.07041989e+00 -1.42354279e+00 1.70357333e+00 1.42521018e+00 4.50599718e-01 1.02190044e-02 1.72403087e+00 -1.27127025e+00 2.76677051e+00 6.66196256e-01 2.82290389e-02 1.98208050e-01 5.82419561e-03 -1.09280416e+00] Distance 7.589520493347634 Each least square approximations [-7.87051715 -4.19803385 -5.37965824 -1.63632341 2.76213164 2.02038359 -0.08868923 1.19958578 -0.74312628 -0.68204587 0.29167641 1.2852803 0.65566625 -2.55965922 1.242809 -1.64621188 -2.81062446 0.64901662 -0.42379555 -1.85479745] Distance 8.33776575710604 Each least square approximations [-11.46908895 2.60639267 4.23530497 -0.15762667 -2.08982708 -0.51203879 1.22836879 1.70288646 3.88374828 2.84388027 -2.49130687 -0.17813302 -0.91134948 -0.29527688 -0.27294216 1.61100351 -1.97762034 0.45623393 -0.91220972 0.31199371] Distance 4.051536393322121 Each least square approximations [-9.32186876 -3.2546648 5.29363744 -0.29880297 -0.26193131 2.44171594 -0.30028267 -3.08354506 0.64304018 0.43207552 0.9620768 -0.05218292 0.98049689 1.37714654 -0.40852689 1.31001389 -1.96211868 -0.90046994 -0.86692507 -0.41850704] Distance 8.167432865470106 Each least square approximations [10.24951872 -1.71065117 4.39303427 -1.46118942 0.90955405 1.64231517 -1.99707427 0.60238934 1.65547641 2.78600842 -0.31943765 0.7976224 -0.22868908 -1.23066772 1.88838458 -0.58784017 -1.61123798 -1.50308578 -0.1232643 -0.8614326 ] Distance 7.75723415263024 Each least square approximations [ 8.88752851 3.11202501 2.80526952 -2.79485668 4.63961957 2.26227339 -1.45396608 -0.60431392 0.24622743 -2.66958891 1.24425471 0.65073412 -0.41275462 -0.20007388 -0.62709681 -1.92028912 -0.77260771 -1.18562419 1.2634718 -1.61896804] Distance 8.163815467691546 Each least square approximations [ 9.59072528 -2.81433497 0.7064318 -5.09173555 -0.68536389 -0.75517084 -2.68709557 -0.70193654 0.32482929 1.1696047 3.7028227 1.47174892 0.7897815 1.17392408 -0.57622538 0.17626917 -0.16588006 1.24311434 -1.60620607 1.83069186] Distance 7.582529075304332 Each least square approximations [-9.94546944e+00 -1.56749603e+00 2.46480114e+00 3.00302851e+00 -4.27835324e+00 1.34923660e+00 7.66264423e-01 1.71139769e+00 1.43538093e+00 1.43786938e+00 -1.07492943e+00 -5.15545762e-01 -1.12374479e+00 1.98334084e+00 -1.01706127e-01 7.79417342e-01 -2.63323972e+00 2.32577929e-01 -9.46786776e-01 2.21264713e-03] Distance 7.7745372566726525 Each least square approximations [-5.51977412 3.63406101 -7.52047159 4.23392806 1.51991623 -3.76389793 2.65585897 2.9657163 -1.55324981 0.65796251 0.24489182 -0.17491008 0.59403022 -0.65885065 0.41903487 0.08663214 -1.84226346 1.00682927 1.18819382 0.62013532] Distance 9.005640660562445 Each least square approximations [ 1.50940126e+01 2.94085230e+00 -8.23607281e-01 -7.39240814e-01 -4.07280499e-01 -3.51060338e-01 -4.37705551e-01 6.55592629e-01 -2.07082318e-01 1.06251267e-01 5.17449919e-01 9.28531471e-01 -5.01616246e-01 3.07605891e-01 6.87292819e-01 3.13951310e-03 -3.48084284e-01 -2.31525770e-01 -3.39576843e-01 -2.36375565e-01] Distance 0.8567129567065989 Each least square approximations [11.19913043 -3.94094715 -4.60497173 -2.76234907 0.77870215 -0.44107852 -1.92385204 -0.40821634 0.75050017 0.07230526 0.06405613 1.99693915 1.91820852 0.05818106 1.9046206 -0.43442532 -0.70382906 0.03931576 -0.0585328 0.38399932] Distance 7.384558773972809 Each least square approximations [-9.28726687 -4.44435854 -6.18729673 0.2402066 2.49993542 1.93673594 1.44790713 0.14619009 0.1751781 -0.46809976 0.96458499 0.62517261 -0.91246673 -2.26764627 -0.44076162 -0.32265203 -2.69261469 0.58253133 1.07687684 -1.31903636] Distance 8.179123125038394 Each least square approximations [-11.30135499 5.52165542 3.01955858 -1.57064374 -4.69762714 -1.50500999 -1.08169772 -1.04499651 2.7980322 0.91576159 -0.02567996 -0.40916873 0.42992988 -1.28180443 0.87124098 0.99048108 -0.6266819 0.98356909 -2.41312882 0.54804705] Distance 5.041787979459853 Each least square approximations [-9.78406104 -2.21420406 6.88758356 -0.87263227 -2.67806177 1.49521507 -2.53772376 -1.43240523 -0.26122638 -0.65704781 -1.43802423 -0.81901109 1.04490852 1.34853943 0.46732321 0.20888223 -0.17035426 0.19561113 0.11868248 -0.5108942 ] Distance 8.259054135390357 Each least square approximations [ 1.04367530e+01 -2.85796712e+00 4.42431110e+00 -3.99226940e+00 2.94064566e+00 6.53948692e-01 -1.95812518e+00 3.75788923e-01 1.15157900e+00 2.97457427e+00 -1.91735560e+00 4.00293942e-01 -1.49789187e-03 -1.08819979e+00 1.56410821e+00 1.58322549e+00 1.45995614e-01 -1.25521531e+00 -4.22247869e-01 1.07511420e+00] Distance 7.277344649390833 Each least square approximations [10.89888133 3.80963527 3.74814248 -1.96042966 4.60586759 0.601066 0.58641793 -0.27805823 -0.61602269 -2.31868815 0.80239187 -1.31149468 -0.46682557 -1.04225069 -2.35386429 -1.85304321 0.12882036 -1.05130762 0.03911555 -0.83283421] Distance 6.949329928855593 Each least square approximations [10.50058363 -5.18408143 2.3184773 -4.92975705 0.10421596 -0.27297924 -2.227382 0.44791096 0.99365429 1.7974433 3.29939658 -0.16404155 -0.37056128 1.13036361 0.09008485 0.8981849 -0.32829336 -0.03614146 -1.58866415 1.47177218] Distance 6.890117693206429 Each least square approximations [-11.29525618 -4.70296415 3.22639175 2.11570431 -3.01219984 0.46902581 -2.32028395 1.28204446 0.29148852 2.24659926 0.49779724 -0.71338332 -1.33057247 2.11553275 0.09916571 0.24939828 -1.59699892 0.10630415 -2.0421575 0.36839901] Distance 6.458632353647861 Each least square approximations [-5.84688471 3.60716129 -7.94146895 4.1240743 1.50810653 -3.65009886 2.56473379 2.77021651 -1.47689097 0.6688425 0.31601376 0.04146887 0.55949848 -0.68662857 0.63652291 0.10040205 -1.57402304 1.02484943 0.94919129 0.59721354] Distance 8.399215663862261 Each least square approximations [14.88128441 3.26438919 -0.87142888 -0.47329465 -0.1003646 0.03731712 -1.25454541 0.48130457 -0.42219612 -0.22342625 0.51473248 0.65039879 -0.12821956 -0.01676432 0.0608361 0.20750758 -0.06434583 -0.17074581 -0.23022867 -0.15725008] Distance 0.6200375324825406 Each least square approximations [ 1.12364357e+01 -3.82758669e+00 -4.82115960e+00 -2.93539179e+00 1.07059309e+00 -3.15291698e-01 -1.92660139e+00 -4.72979722e-01 5.45572293e-01 -1.56855662e-01 5.04903674e-03 1.81798808e+00 1.54432750e+00 4.40521241e-01 1.76534596e+00 -5.92391241e-01 -6.56655275e-01 1.66465991e-01 2.81473672e-01 3.90925879e-01] Distance 6.933294026064326 Each least square approximations [-9.49951913 -4.26893928 -6.4586719 0.54612185 2.57866322 1.81118746 1.3347061 0.21369379 0.29719353 -0.5403192 0.90063941 0.54489691 -0.78645832 -2.04631236 -0.53704154 -0.30366437 -2.40501184 0.48301992 0.81103484 -1.34905742] Distance 7.679840786600787 Each least square approximations [-11.38988297 5.38947615 3.07109198 -1.90168589 -4.58609699 -1.31924795 -1.07874526 -1.36285757 2.6427445 0.95377636 -0.24808049 -0.71474614 0.58590736 -1.37109166 0.84431313 0.95864779 -0.66610564 0.76761241 -2.27723116 0.6406006 ] Distance 4.4515569859827755 Each least square approximations [-9.91409328 -2.22364488 6.76864574 -1.2367287 -2.81774653 1.56436931 -2.63548978 -1.52336054 0.08369671 -0.58350539 -1.39973109 -0.701846 0.90280062 1.40220159 0.55804604 -0.02275273 -0.29896102 0.28577854 0.02242853 -0.44252333] Distance 7.739071153346193 Each least square approximations [10.52707453 -2.8482996 4.43265371 -4.07070001 3.14581395 0.93315026 -1.81199299 0.21007608 1.25360717 2.95328044 -1.45796246 0.34195936 -0.08705321 -0.83655737 1.36487624 1.39630748 0.20063474 -0.79135189 -0.35628049 1.09754856] Distance 6.934325303982878 Each least square approximations [11.04871377 3.75802635 3.9083945 -2.39511071 4.40417464 0.59358234 0.58864175 -0.21040226 -0.76454174 -2.24071396 0.95287243 -1.26701482 -0.52250455 -1.20118278 -2.14776823 -1.84271503 -0.11166724 -1.12839437 -0.10801203 -0.73507954] Distance 6.273342496499305 Each least square approximations [10.51552902 -5.08722304 2.15122643 -5.23079868 0.09102222 -0.66265131 -2.08252884 0.51168907 0.66268882 1.57174595 3.07160249 -0.13519569 -0.46592173 0.91374217 0.2813763 0.90990351 -0.38693645 0.07028546 -1.26504533 1.44109002] Distance 6.688765653170529 Each least square approximations [-11.34861831 -4.48170069 3.67693003 2.29890032 -2.72102133 0.45230634 -2.4514601 1.08213457 0.43211458 2.33127996 0.32418898 -0.81063373 -1.21631533 1.98633208 0.07135721 0.2754586 -1.61180124 -0.09770622 -2.04193054 0.37927465] Distance 5.924787570404799 Each least square approximations [-6.6620377 5.37769212 -4.78306245 1.42914961 -1.27291631 -1.13465697 2.11233067 -2.24811894 -3.91077394 0.72178516 -0.31924125 -0.14728176 0.32190836 1.56503733 -0.49562122 2.29289171 -0.15143223 1.87969447 -1.33265031 -2.19192546] Distance 8.077159954711963 Each least square approximations [ 7.78986267 0.28506392 -0.61582403 0.18815283 -0.59358575 5.14697991 -1.62164509 -1.35154676 1.3065595 -2.63783245 -0.78752599 -0.69201086 0.09682802 0.793322 -0.22392913 1.54161916 -0.1645174 0.78989282 -0.31035754 0.37360825] Distance 10.189375538947042 Each least square approximations [ 8.27293117 -0.38697617 -1.24130405 -1.88089685 4.82235781 2.86699874 -0.90049181 -3.04769733 0.41411313 1.64995431 2.11046993 -0.49637308 0.19997854 -1.74017514 0.38563842 0.74891742 -2.17142469 -1.11199422 -1.35575364 0.35517777] Distance 8.6882823053148 Each least square approximations [-9.31406117 -2.1325309 -2.96080498 -3.35441084 1.53759627 -0.6174438 0.99919887 1.05508446 0.44171745 -0.23149179 2.06428783 5.16769004 -0.51555145 0.83745049 1.08446067 -1.09981543 -0.04889156 0.9497994 0.3893468 -0.7312111 ] Distance 7.595041392349691 Each least square approximations [-11.86174947 -0.50103155 -4.15324326 -1.70516551 0.74324634 -0.48781712 2.05706822 -0.10271187 0.53901113 -0.28239794 -0.6523862 0.67653632 0.27192673 0.32584594 -0.38739434 0.97291104 -1.92916716 -0.46156419 0.51871135 -0.21065937] Distance 6.090811094093676 Each least square approximations [-9.41111392 -3.70904415 2.69071417 -0.52490519 -1.434145 1.97837037 0.39138032 -0.41416811 -1.12742362 2.04398509 2.06975701 0.48381158 1.47227558 -0.1316773 2.47147212 -0.67734381 0.08451493 -2.26537271 0.41934445 0.29408029] Distance 8.352299240516873 Each least square approximations [ 7.64307139 -0.79201622 4.43178658 -0.88848212 3.32506018 1.19810815 -1.42068878 2.22591072 0.57111895 0.46347078 2.47951187 0.10873766 0.99176957 2.43008878 0.20222608 0.85993355 0.77792304 -3.43167066 1.94338447 -0.93537893] Distance 8.926158391935283 Each least square approximations [10.86391569 2.41311827 -1.80081806 -4.6879021 -1.98140311 0.54185525 -1.76193544 -1.83773465 1.39791081 -1.14134517 0.65708817 0.03565202 -1.99342253 0.76679324 1.5993231 -0.222984 -0.53023687 0.09208154 1.03819253 -1.02945093] Distance 6.079745788423489 Each least square approximations [10.76627723 -0.132137 -1.93404894 -1.97188941 -1.18219764 0.06810682 -0.01695327 -1.95117984 -0.63146783 1.70711041 -2.10330082 0.55440203 1.69687813 0.07199219 0.52393125 0.80906459 0.49240156 2.55244946 -1.19285465 0.6090668 ] Distance 7.80001261068291 Each least square approximations [-12.5976271 4.39225167 -0.4434685 3.5542377 1.13262574 0.81672037 1.65857393 -0.77276624 1.05777156 -0.44707324 -0.41163082 1.27687127 0.48603111 -0.45969665 0.2820926 -0.57355634 0.29007008 0.16878265 -0.18863306 -0.52787655] Distance 3.081766955235892 Each least square approximations [-5.51474824 3.70248958 -7.36543282 4.23771197 1.6252746 -3.31388476 2.52843096 3.0485533 -1.70942377 0.85682404 0.27273478 -0.12065085 0.91406789 -0.67009705 0.54966717 0.12897013 -1.59940113 1.16880763 1.28309829 0.76791435] Distance 9.23573965183409 Each least square approximations [15.31132013 2.55941585 -0.50203475 0.03871071 0.34214682 -0.65388001 0.10686585 0.32980868 0.17052621 0.13403835 0.03495512 0.1981873 -0.38901666 -0.04070293 -0.16683177 -0.07798829 -0.01785458 0.18438458 0.15159972 -0.0764217 ] Distance 0.4508247929777636 Each least square approximations [11.07668043 -3.75298547 -4.74871082 -2.56200535 0.74630109 -0.42764458 -1.94158439 -0.26081581 0.72283969 0.24734617 0.20721594 1.95635142 1.83669515 0.15390319 1.88862665 -0.48154965 -0.35925488 0.12399051 -0.01267765 0.38666247] Distance 7.748087369466228 Each least square approximations [-9.28159758 -4.38491652 -6.08980823 0.09711948 2.22141465 2.05977192 1.28817819 0.12148773 0.15149091 -0.35145709 0.87957188 0.66964925 -0.7450697 -2.10357688 -0.41621905 0.16552572 -2.74428685 0.59314723 0.99972795 -1.55550725] Distance 8.442317840217152 Each least square approximations [-11.16707952 5.75497691 3.00275104 -1.62861321 -4.73998755 -1.85686473 -0.56778287 -1.28897018 2.94280653 0.72933187 0.08891808 -0.49917729 0.60569755 -1.80355379 0.65947321 0.7207747 -1.01591581 1.04215538 -2.30766497 0.72475758] Distance 4.802371532879333 Each least square approximations [-9.80061544 -2.01331056 6.84164711 -0.843787 -2.41007251 1.18599235 -2.52221574 -1.23265511 -0.40144841 -1.04646582 -1.3551454 -0.80144948 0.94478672 1.43546504 0.49511196 0.28396196 -0.34372947 0.22813956 -0.06489286 -0.42797822] Distance 8.506066759304687 Each least square approximations [10.47493089 -3.03410364 4.11662724 -3.96793436 2.35261146 0.80703054 -2.06126537 0.37870778 1.31046355 3.27842604 -2.13103521 0.63395624 -0.10542216 -0.90156461 1.63368235 1.7873467 -0.05714228 -1.37284101 -0.34704516 1.11312054] Distance 7.2734741160448415 Each least square approximations [10.77237522 3.85353931 3.43748992 -2.0756286 4.32883167 0.38733198 0.65673244 -0.44554918 -0.95218929 -2.60636137 1.07405028 -1.30157148 -1.01187059 -1.18346919 -1.88303458 -2.33109594 0.07040382 -1.07609907 -0.35999182 -0.75360279] Distance 7.217830294976769 Each least square approximations [10.58810808 -5.23280096 2.18082178 -4.61818176 0.03901145 -0.16177647 -2.3986392 0.32016858 1.21355588 1.62785901 3.24167619 -0.19066789 -0.27724741 0.93140064 0.10445212 0.77009344 -0.60579724 0.06023268 -1.30087829 1.48719374] Distance 7.106221827736687 Each least square approximations [-1.12367886e+01 -4.51756677e+00 2.85001445e+00 2.20301717e+00 -2.87571229e+00 3.08151762e-01 -2.58102153e+00 7.14061523e-01 1.81224691e-01 2.11716489e+00 5.60062417e-01 -7.65797076e-01 -1.32934033e+00 2.18259070e+00 2.04775194e-01 7.10889847e-02 -1.65075714e+00 8.28764964e-03 -2.35226673e+00 9.22982783e-01] Distance 6.793900910910056 Each least square approximations [-6.21055505 4.27697085 -3.85948578 1.93770997 -1.82538414 -3.51662198 -1.63475283 -1.5521556 -2.14255871 2.26904259 0.53973015 -0.80816232 -0.43167423 2.8005345 -0.2847167 1.0647152 0.30882158 2.49678196 0.41763854 0.44500028] Distance 8.995538689827148 Each least square approximations [ 7.45461395 -0.50428107 -2.16337775 -1.55321058 -1.13652115 3.67360857 -2.11234865 0.05118892 -0.20723835 -0.28641286 -1.71235887 -0.41356399 -0.08423476 -0.44423245 0.38377739 0.16478711 -0.3609314 1.89128664 -1.05388982 1.29175776] Distance 10.56312113608369 Each least square approximations [11.14533573 3.0767997 0.83095182 -1.4830434 0.51240307 2.51196214 -2.91036824 -1.06344319 -1.48993472 0.96772057 2.06500196 -1.47844539 0.41305559 -0.89409518 0.64525303 0.98563747 -0.45327711 0.01260438 -0.11635988 -2.47152577] Distance 5.72734332122409 Each least square approximations [-8.79847389e+00 -3.75247092e+00 -2.51459370e+00 -2.61204020e+00 -1.37398990e-01 -5.15516071e-03 3.36311870e-02 1.24258503e+00 1.98786733e+00 3.63183654e-01 -1.11492224e+00 -2.63588792e-02 -3.49134266e+00 -2.11563911e+00 1.36643184e+00 1.35888951e+00 -1.20492364e+00 -9.01855180e-02 -6.43645560e-01 3.45207635e+00] Distance 7.625055125056677 Each least square approximations [-8.8355721 2.2924958 -0.52411673 -1.20373538 1.0132814 -1.61175346 -0.75214472 -0.76291479 0.72906415 2.07337613 0.16585529 1.040672 -0.43503147 2.83959689 1.09982818 0.28922325 1.39437836 0.98633058 0.78294573 -0.6112035 ] Distance 9.727992104929847 Each least square approximations [-8.04781747 -3.49160393 2.19424417 -0.35902191 -0.69599337 0.47683216 -1.71282725 -0.03626068 0.41122193 0.15844405 1.3219025 1.16177178 2.75200092 -2.15890694 -1.18132884 -0.26796122 0.97629285 -0.62854842 1.68437121 -2.7067816 ] Distance 9.475700399402427 Each least square approximations [ 8.34002472 0.69090418 4.47675664 -0.51533986 1.77461176 0.24498392 -1.4468132 -0.08522199 -0.79614154 -1.41565778 -1.13478892 -0.51127794 2.67867561 -0.15956451 1.2647522 -1.61860296 2.04887089 -2.52186625 1.52492407 -1.49822026] Distance 8.801020858357962 Each least square approximations [ 9.45434046 3.60015065 -0.12088723 0.0523756 1.94362004 -0.52060106 -2.95939206 0.08414566 1.16458161 -0.7791242 -0.24149659 -0.73595207 0.33264412 0.48406841 1.02001734 -0.54852645 -0.79119999 0.77559491 -0.54401328 -1.46337391] Distance 8.986204050764677 Each least square approximations [ 9.72203135 -0.05652072 -0.46167593 -3.07142967 0.18189875 3.30380698 1.54688344 0.97330538 -0.21649175 -1.22716505 1.54785126 0.25669753 0.34608981 -2.11583334 0.02097206 2.33222293 0.80296793 -0.58084753 -0.82608711 2.19616898] Distance 8.05284426282432 Each least square approximations [-9.53700754 -2.71421617 0.74360173 0.49118964 -2.23668203 -0.21693539 3.46446098 0.50538349 -0.33592074 0.07441975 -0.92214484 1.31374316 2.34233035 -0.6008327 -0.35413291 1.86698542 -1.89406673 1.61350386 0.35771172 -0.15840935] Distance 8.30196109610251 Each least square approximations [-6.21995634 3.7692403 -5.2497977 2.26650573 -1.19211268 -2.22749815 1.7310811 -0.77643606 -3.98245535 2.37840636 -0.40240847 0.16401035 -0.41082944 1.08027703 -0.18614455 2.64655719 -1.42230042 2.23624418 -0.47198969 -2.24410664] Distance 8.710372228327904 Each least square approximations [ 9.39467932 0.70490953 -2.70942404 -0.54777613 -1.55555393 4.96460081 -0.84698604 0.37746846 0.21541913 -1.39107068 0.32913474 0.06133921 1.19737648 0.45309394 0.0599818 0.45878817 1.0335587 0.56900571 -0.80200617 0.86884359] Distance 9.096517597643585 Each least square approximations [ 9.06837883 0.80164815 -1.16868945 -2.46136095 3.92086545 2.42803415 -3.13226864 -2.41668058 0.72780524 0.33779064 0.50567662 -0.70462396 0.97547924 -0.6882021 -0.51307641 -1.05123859 -1.9090431 -1.62244355 -0.12908487 0.39797964] Distance 8.71462044127245 Each least square approximations [-9.76853462 -2.56682872 -3.00760061 -0.54672809 0.95074128 -0.73530661 1.72770657 -0.43171963 0.96157176 1.20607419 1.64609396 4.95005144 -0.29663185 -0.71140185 -1.11500734 -0.42582265 -1.05352016 0.66534571 1.06826559 1.88037687] Distance 7.7456256547462985 Each least square approximations [-1.12734627e+01 2.62536325e+00 -4.03392884e+00 -6.47709447e-01 -1.07668488e+00 -2.66570187e+00 -1.37361111e+00 -8.94428973e-01 5.21398722e-01 1.18346209e+00 1.05645899e+00 -1.02240947e-01 1.69840426e+00 9.28733260e-01 -1.45905165e-01 1.24710173e+00 -7.49420708e-01 1.58363887e+00 7.53393736e-03 -3.66601723e-01] Distance 6.391707317195372 Each least square approximations [-9.37614624 -2.48165017 2.83356613 -1.39977311 -4.8048636 0.92760403 -2.04079627 0.86131179 -1.34766865 1.77985516 0.23607478 -0.31848336 0.69991574 -0.83300761 1.15802303 0.39823963 -0.6213645 -2.01300097 1.15657844 -1.76836781] Distance 8.010459678004938 Each least square approximations [ 7.7904612 -1.33221908 3.92031526 -2.76335252 3.8386529 0.15378029 -3.11263958 -0.14408558 -0.21603397 1.71932142 0.68199469 -0.1674438 1.20831004 2.57284634 0.09382244 0.15224058 1.14145056 -2.31549957 2.71432518 -1.05867343] Distance 8.781157600329832 Each least square approximations [12.55690354 2.84398414 -1.03683411 -1.55641257 -1.50196601 0.5269406 -1.36274215 -0.19650285 1.20555732 -0.55932566 -1.72243379 -0.77185356 -0.12772107 0.15817065 0.19496119 -1.17867703 1.27914573 -0.23542946 1.16973428 -0.17605551] Distance 5.498106267709026 Each least square approximations [ 1.08375360e+01 -7.10584899e-01 2.36168365e-01 -2.14088620e+00 -1.67068459e+00 5.46358202e-01 2.14270555e+00 -2.09536342e+00 1.67863402e+00 2.28360636e+00 -1.84706796e-01 -6.48886056e-03 5.05505844e-01 1.61843463e+00 7.52705121e-01 1.47722118e+00 1.16925783e+00 1.33207310e+00 -1.33809929e+00 8.64305409e-01] Distance 7.731167278031138 Each least square approximations [-13.5551806 -0.27233382 0.23137688 -1.93897984 2.33373864 -0.3240218 1.14550446 2.62270473 -0.30679793 -0.7553944 0.59595609 -0.5787375 -0.06699873 -0.16468731 -0.48962049 0.78402292 -0.12046402 -1.21648429 -0.45987451 0.1771333 ] Distance 2.9082273832708845 Each least square approximations [-5.524743 3.73271296 -7.31340932 4.2094648 1.51696143 -3.0723671 2.45447747 3.12720314 -1.84029127 0.93165546 0.08221711 -0.27346912 0.98525931 -0.59200744 0.38473295 0.31009739 -1.38476599 1.32687211 1.39074152 0.75825367] Distance 9.163461348251818 Each least square approximations [15.26984722 2.07047886 0.04857803 0.33646313 0.53819956 -0.74013743 0.04941651 0.06137083 0.13939184 -0.01702661 -0.16356647 -0.08538862 -0.20424921 -0.32370981 -0.039812 0.16705755 0.10512377 0.20336825 0.06021491 -0.05654764] Distance 0.7486574236717539 Each least square approximations [11.01485461 -3.55350945 -4.96194458 -2.54465781 0.78774398 -0.54791119 -1.73710244 -0.11848469 0.74785678 0.35053196 0.43121133 1.85514082 1.7464626 0.12719307 1.79569291 -0.26425529 -0.31748266 0.09955788 -0.0389461 0.1050638 ] Distance 7.711506435154105 Each least square approximations [-9.32940014e+00 -4.36958308e+00 -5.87770236e+00 4.66121698e-02 2.15711629e+00 2.10032390e+00 1.22153177e+00 -2.45938092e-03 8.17151279e-02 -3.51825519e-01 9.87620529e-01 6.43420601e-01 -7.40092866e-01 -1.93960058e+00 -3.00498322e-01 3.17492251e-01 -2.75167518e+00 7.17169531e-01 9.33794911e-01 -1.50858756e+00] Distance 8.412613911204295 Each least square approximations [-11.06209318 5.71834278 2.9955907 -1.69810335 -4.66609988 -1.81031049 -0.2960261 -1.33824821 2.930635 0.77092 0.13921274 -0.4000806 0.76345617 -1.94997622 0.56906217 0.5597293 -1.15664835 1.12844103 -2.2784966 0.85537114] Distance 4.7423531670040004 Each least square approximations [-9.78392323 -1.95663088 6.71257535 -0.8339561 -2.33938794 1.10061857 -2.54639602 -1.20585077 -0.52917291 -1.08000593 -1.20099166 -0.78542021 1.10086083 1.34616528 0.4282911 0.39682706 -0.3163026 0.42279678 -0.09114227 -0.41167391] Distance 8.485668823493471 Each least square approximations [10.45006833 -3.10146571 4.1513105 -3.97826473 2.08585827 0.89254132 -1.88437595 0.59547056 1.43205735 3.3333578 -2.25126457 0.8144549 -0.10247258 -0.95760085 1.64293083 1.85945973 -0.08324275 -1.61256371 -0.29149534 1.05975011] Distance 6.9666868778936015 Each least square approximations [10.61634268 3.8101241 3.46795046 -2.1898566 4.14073492 0.30712996 0.46051044 -0.42590482 -0.94899993 -2.72885786 1.3394813 -1.2764119 -1.25109261 -1.16568485 -1.64347409 -2.45114132 -0.04663648 -1.15083319 -0.44617808 -0.89184878] Distance 7.201354828698817 Each least square approximations [10.72174453 -5.21633185 2.21866959 -4.41105258 0.1132689 -0.14489691 -2.35984239 0.22704376 1.14106797 1.36643702 3.189573 -0.33183269 -0.03023637 0.794082 0.22154111 0.48875686 -0.72088037 0.17863445 -1.14002571 1.53202197] Distance 6.96371730861987 Each least square approximations [-1.11605385e+01 -4.33482599e+00 2.72726130e+00 2.23185241e+00 -2.82474503e+00 2.83199687e-01 -2.59716429e+00 4.54785150e-01 3.77100564e-01 2.06043036e+00 4.90404493e-01 -6.85933391e-01 -1.19888254e+00 2.19165783e+00 3.66645458e-01 -2.20855839e-04 -1.76508851e+00 2.09136764e-02 -2.48739087e+00 1.14977245e+00] Distance 6.810737787329671 Each least square approximations [-7.28589719 4.279869 -4.77953321 3.61693775 0.50340575 -3.20767305 1.9408619 -0.6909109 -2.88287543 1.15773813 0.07663713 0.29407743 -0.1651389 1.33818749 0.78685282 0.96873474 -1.43735109 1.551915 0.19714453 -2.29269363] Distance 8.353190536029452 Each least square approximations [ 9.77913674 1.31278333 -1.03041366 -1.230309 -2.53650773 5.36000883 -1.20242928 0.02282702 0.33337891 -0.762132 0.47418147 -0.17389143 0.52029907 0.05399021 0.13716844 0.75421727 0.45401965 -0.30840675 0.71993629 0.29380169] Distance 8.690509677523853 Each least square approximations [ 9.37136445 -0.59665693 -0.63496605 -3.13173807 4.55740067 0.951811 -3.40244108 -2.94189132 -0.11506086 1.08351679 -0.35223086 0.11693691 -0.01342027 -1.19556146 0.60426069 -1.13405185 -1.0418492 -1.00889512 -0.69059045 -0.08127711] Distance 8.215245097391781 Each least square approximations [-9.17788826 -3.72637214 -4.44084198 0.42451524 0.15874078 0.14151495 2.22784797 0.19341162 1.61012869 1.45184511 0.72273935 4.5378186 0.2560049 -2.49953894 -0.54203763 -0.93387843 -1.15357887 -0.39792835 0.94611807 0.04782594] Distance 7.485487822984467 Each least square approximations [-11.3311871 1.34316819 -3.15785381 -2.15421765 -1.9338823 -2.03097595 -1.43001112 -0.44156685 2.15942322 0.6605843 -0.08285481 -0.25247663 1.9998232 0.62861013 0.45624886 1.32067117 -0.76442999 0.78005696 0.16122623 -0.32118299] Distance 6.857354273337415 Each least square approximations [-9.43906012 -2.14713238 4.69274538 -0.50327001 -3.21770551 2.49400002 -1.89827083 1.19190475 0.34078545 2.82461438 -0.84742988 -0.11604393 0.78391546 -0.92964983 0.6386694 -0.22219722 -0.32841353 -2.84468676 1.2965838 -0.69810474] Distance 7.487972460271688 Each least square approximations [ 8.74795841 -1.1383061 4.10394917 -2.63875998 3.98518034 -0.51377547 -1.51884463 -0.09242106 0.87058349 1.42542803 0.74946037 0.02879751 1.0481502 1.68006737 0.32377739 0.9101309 0.77824412 -0.85812125 2.1001384 -1.09843247] Distance 8.917653748011562 Each least square approximations [11.90321754 2.43198898 -1.24256418 -3.19934647 1.15839072 2.15626465 -1.01801773 -1.75463681 1.6434224 0.45890672 -1.82798928 -1.58049915 0.15176748 1.0380408 -1.29071122 -0.78725641 0.96339425 -0.25036762 1.39388166 -0.86557893] Distance 5.428800514646596 Each least square approximations [10.1135911 -2.4548073 -0.14774561 -2.57801446 -0.72576271 -0.2756673 0.12038975 -1.45694226 1.59522235 1.63186665 1.28376705 1.55063146 0.74806901 1.27121537 0.89260334 2.63179755 -0.09767743 0.71729755 -1.28173378 1.40130831] Distance 8.589019599816087 Each least square approximations [-12.65641987 -0.99629619 1.39932135 0.67568884 2.67351713 -1.22896954 2.71581411 2.02540848 -0.61756786 1.51405077 0.67773472 -0.03428607 0.33681782 0.19028955 -0.3084795 0.99040204 -1.3645993 -1.15330654 0.52045814 -0.33529818] Distance 4.8078822653491615 Each least square approximations [-4.59743743 2.42448799 -5.55032087 2.91322115 2.46547368 -1.36148019 -0.40428127 2.29920134 -1.18290775 1.98139804 -0.76200953 -1.33151324 -1.1630208 -0.76009456 0.19858194 -0.28680218 -2.20265131 0.89073002 -0.19408723 1.53599255] Distance 10.647530879126874 Each least square approximations [ 1.00516296e+01 1.76737392e-01 1.63144378e+00 -2.00334523e+00 1.95166418e+00 -1.33786183e+00 -2.44424311e+00 -2.28189160e+00 -1.07571043e+00 2.24082391e+00 -1.78601019e+00 -1.15437230e+00 -3.92264583e-01 -2.29061152e-01 2.79531223e-01 -2.28158349e-04 -1.09356007e+00 -2.12893988e-02 -1.25904387e+00 -9.10930913e-01] Distance 8.468404050704995 Each least square approximations [10.11246259 -0.88592726 -6.02409342 0.32889397 -1.23908454 -1.93480697 0.60902462 2.25061868 0.94164741 1.83903108 -2.52697035 0.88482207 0.79608586 0.53390188 -0.13840142 0.11795709 1.10416462 1.76968373 -1.2838221 -1.08116557] Distance 6.412129766157167 Each least square approximations [-7.54518028 -0.8871415 -4.45854683 0.49943091 -0.3713331 4.01707743 -0.37812532 -1.06243413 0.30040224 -0.16277001 0.69637146 -1.10612517 -1.91864442 -1.99454172 0.31206784 1.37472247 -3.30656501 0.18558848 -2.24728083 -0.37373535] Distance 9.370766171436335 Each least square approximations [-6.26625587 4.04317366 3.59783853 -3.82307061 -2.99185094 -0.02841498 -0.61854858 -2.07152973 2.36999646 2.33043857 -0.64878389 1.95017691 -0.74919172 -1.85564866 0.28336109 0.67316488 0.61633341 1.18947664 -1.07879912 0.26747437] Distance 9.549487362093801 Each least square approximations [-7.38453324 1.20388252 4.68952436 -0.3532551 -0.18116751 -0.63048299 -4.50586449 -1.85425194 -0.23338918 -1.73993957 -0.77056649 -0.47323541 1.86665017 0.4744376 0.76427976 -0.2586414 1.03442598 1.51064418 0.63285609 -1.60214001] Distance 9.694545857440406 Each least square approximations [ 8.17524674 -1.33907141 2.85275308 -3.76377672 -0.0085956 3.23419673 0.52911497 1.43650715 0.76475356 -0.22711898 -2.91895898 -0.05298923 0.26936672 -3.57027191 1.38986556 0.68299088 -2.36070216 -0.27108172 -0.77282089 1.96872967] Distance 8.520558116384414 Each least square approximations [ 5.44020738 4.30450319 3.83960188 -2.00609622 3.59781672 1.57503124 0.17442262 0.15947578 0.26994867 -3.44813029 2.82842096 -1.25451021 -0.54275504 0.25006096 -0.57245653 -1.40754307 -0.91550566 -0.74543872 -1.71138606 -1.51502799] Distance 9.881274166911155 Each least square approximations [ 8.18997591 -2.97432577 0.88643171 -2.95090706 1.37099077 -0.37590834 -1.77537574 1.5828439 -0.22534988 0.06915119 2.55417775 -1.90035062 -0.32919873 -0.15583072 -1.74889586 -1.2501989 -2.1397982 -1.93978171 -0.30665737 1.77141732] Distance 9.55089315732411 Each least square approximations [-5.79814632 -3.97106307 3.0103426 2.64827033 -1.68416546 1.79483157 -1.05788592 -0.59288208 2.53950141 2.58896394 0.06789722 0.1406865 -0.02010183 2.41901201 -0.39242007 -0.28933291 -1.06341071 -0.11499763 -3.42479318 1.26019842] Distance 10.203583230962028 Each least square approximations [-7.27647914 4.29147439 -4.61843035 2.36940169 0.03925535 3.11574796 1.76540164 1.80393469 -1.32586155 1.66868089 1.2696684 -0.55984777 0.63955831 -2.83694879 0.48899027 2.00314847 -0.22867714 -0.43671969 0.03288135 0.40007681] Distance 9.088305690124967 Each least square approximations [ 9.1821283 -0.05357442 -1.12075308 -1.11226754 -2.30383746 1.24756901 -1.13337096 -2.57453447 -2.02725045 0.12091687 -1.01492781 -1.944125 -2.81386866 0.89718066 -0.44585728 -1.15178247 1.65734364 0.06007977 -1.0555963 -0.93417948] Distance 9.542664480690611 Each least square approximations [ 8.75446039e+00 5.08153113e-03 -3.88207999e+00 -1.44307650e+00 2.70538912e+00 -1.13085895e+00 -1.44278389e+00 2.19734640e-01 5.25642261e-01 2.25816186e+00 1.60762721e+00 1.35926443e+00 1.65367761e+00 -6.82097434e-01 8.13810999e-01 -3.64513967e+00 -4.91040813e-01 5.28573790e-01 -1.63937180e+00 1.25027673e+00] Distance 8.96196717081741 Each least square approximations [-9.74112552 -2.06544188 -4.70688085 -1.82132489 -2.02092688 -0.78949881 -0.89925422 -2.01813678 -0.58096235 2.03253079 1.20478198 -0.29321614 1.75856859 -0.32087139 0.92706489 2.62994214 -2.88353852 -1.23511729 -0.58380912 -0.7052039 ] Distance 7.395524535973515 Each least square approximations [-7.78692782 1.38966212 2.48686126 -5.6658717 -2.07237363 -0.65846243 0.07647156 -1.61722427 0.34190567 0.26231945 1.25205616 1.98628207 0.28456495 -1.542984 -1.40807487 1.90437885 -0.08101237 0.33966607 -0.79161057 -0.65403421] Distance 9.66523741287463 Each least square approximations [-10.97197284 0.49413026 4.30185838 -0.68731039 -0.62653647 -4.55396616 -1.17555807 0.39372466 -0.1749982 -4.15387516 2.41284089 -0.61814061 1.2865234 0.60463673 0.4495604 -1.59309411 -0.33804062 -0.83390668 -0.63398126 -0.28115469] Distance 4.9750390773860635 Each least square approximations [10.59263139 -2.53640718 -0.39612409 -0.57306786 -0.02993193 2.58678192 -0.56338419 0.5251917 -1.05594823 -0.30262842 1.42468414 0.59274602 1.61876197 0.41732877 1.77542165 2.00689506 0.76145103 -1.06083066 1.20730365 2.65498241] Distance 8.147683002184479 Each least square approximations [ 7.74013462 2.00089864 1.7990069 -3.26287596 0.1752186 -0.68818259 -0.96832455 -2.2545337 0.67128697 -1.34647142 2.56607876 -0.23830059 -1.78366256 -0.51412588 -1.02046021 0.72078732 -0.10403076 0.0827604 0.28568673 1.37585009] Distance 10.786171564290704 Each least square approximations [ 9.33164677 -0.85901426 -6.13171313 -1.42127392 0.48455893 -1.38755664 -2.22508881 2.92781294 1.98499874 1.08519214 1.7004596 -0.56942588 -0.29929621 1.42387431 0.91814748 1.44160728 -0.50585879 0.1795945 -0.20397877 2.12009733] Distance 7.433125350858706 Each least square approximations [-8.1042983 -0.87854874 2.1129067 2.82950621 -0.02340824 -1.65932664 -0.64116717 0.40608387 0.76971714 1.80807538 -0.59080369 0.51560826 -2.37458262 1.0870267 -1.02155255 -0.45942607 2.07778684 0.04116129 -3.12644526 0.36306114] Distance 10.370044576282275 Each least square approximations [-7.6956377 4.3413937 -4.71402663 3.83763493 1.79791365 1.16673267 1.30948497 0.99478466 0.52004939 4.32792681 0.66718287 1.0418583 -0.88178255 -1.90346588 1.78478414 3.3785038 1.01455699 1.64877053 -2.3772019 2.39403611] Distance 6.586221028565236 Each least square approximations [ 7.94799181 1.3435509 -0.19225516 0.24985421 1.20458008 4.1787756 -3.71808434 -3.75712461 -2.46108039 0.68766688 -2.14495559 -0.89761494 0.46452835 0.21064174 0.29800267 -0.92857133 1.49415389 -0.21115081 0.48839093 0.19759446] Distance 9.629567213437555 Each least square approximations [ 9.4717219 0.82399925 -3.22955978 -1.58235976 3.23026903 0.47628354 -1.39746159 -1.83216018 -1.11513503 1.02564608 0.2327986 2.25405224 -3.67557008 0.264669 -0.72028615 -1.66357196 -0.7205102 1.40174586 -0.79642685 -0.79687671] Distance 8.54468657745757 Each least square approximations [-1.08474527e+01 -9.15672100e-01 -5.29842618e+00 4.09272737e-02 -3.15397232e+00 8.63471903e-01 3.82934909e-03 -1.85411873e+00 4.49245211e-01 5.39305101e-02 -1.49753857e+00 -1.53304654e+00 2.62187855e-01 3.48939925e-01 1.19652941e+00 -2.15194326e-01 -1.32889813e+00 -1.19997876e-01 -1.67006472e+00 4.52046921e-02] Distance 6.972086944793904 Each least square approximations [-8.82069358 1.54768525 2.27011545 -4.0049352 -0.3060646 0.93807717 -2.42549142 -0.81587724 -1.34473029 0.19149948 1.00588962 -1.22651062 0.82571503 -0.34847131 -1.58393443 2.89099084 0.58643453 -0.01021465 0.76688285 0.39652083] Distance 9.712032681049074 Each least square approximations [-9.87145765 3.09833748 4.18604457 -0.40729697 -2.21074717 -1.04793855 -1.09199123 -2.3655879 3.11381287 -2.65683286 0.26130715 -0.37983713 1.51513735 0.88855606 0.80390176 -0.08624156 -1.32741252 0.3578611 0.7568628 -0.11704837] Distance 7.724523903064461 Each least square approximations [ 9.4826998 -1.39001919 0.20812246 -1.97588742 2.2233746 3.49795677 -2.11102054 0.84718435 -1.53122217 1.38915097 2.354724 -0.0402047 0.06447107 -0.65505832 1.99761913 0.0215941 0.23780775 -1.37899862 -0.05201408 3.05303966] Distance 8.756590761395223 Each least square approximations [ 8.17337022 2.50368596 1.80534173 -3.30879098 1.89684494 0.04842184 -0.07960414 -2.02454257 -0.24700277 0.53757697 2.69409087 -1.59038384 -1.05496544 -0.89808444 -0.80817582 0.39961014 -1.58566183 -0.13946369 0.37537292 0.93507241] Distance 10.438155672143058 Each least square approximations [ 8.19801099 -1.49673959 -4.04748803 -4.53250941 0.23415649 -0.50558831 -1.80596605 -0.79250378 -1.41324824 0.76240303 2.45437002 -0.66310585 -0.47840516 -0.88031425 1.85701523 1.55228779 -1.26245102 0.09863166 0.3190105 0.68450754] Distance 9.576419568664981 Each least square approximations [-8.07060568 -1.58680121 3.52525678 2.87613106 -0.04162189 -1.32600153 0.10130923 0.38054748 1.25503383 3.21724289 -0.99612485 -0.40404053 0.69654732 -0.6761717 -3.05657066 0.1627949 0.41920008 -1.69270855 -0.98566476 0.58627819] Distance 10.116465304805063 Each least square approximations [-5.15873281 3.93048173 -6.45066843 4.39777793 1.49357598 -3.1732198 1.93926302 2.99817645 -2.22428291 1.07363962 0.66304413 -0.79182636 1.0218347 -0.35396576 0.40876713 0.24419554 -1.47668318 1.32417016 1.73411879 -0.03559601] Distance 9.380838722442848 Each least square approximations [ 1.49930649e+01 2.08606495e-01 -1.67948081e+00 -1.15224238e+00 -5.56762039e-01 -2.58142591e-01 6.85176933e-01 6.03581543e-01 -7.75920232e-02 3.15192177e-01 2.43185662e-01 -8.99693119e-02 -3.54593287e-01 7.25582349e-02 2.93340121e-01 1.32592117e-01 2.92057224e-01 -1.06317480e-01 -1.13890939e-02 -6.22431072e-02] Distance 0.9306545675986423 Each least square approximations [ 1.10037742e+01 -3.23994590e+00 -4.19677626e+00 -1.94936449e+00 5.37459218e-02 -1.18698537e-01 -2.58433684e+00 -3.30232297e-01 6.52073910e-01 1.02228762e+00 5.96103039e-01 2.13900661e+00 2.47317834e+00 6.02227056e-02 1.66922358e+00 -6.40104643e-01 -3.39394880e-01 -1.45200016e-04 -1.08373640e-01 7.21013869e-01] Distance 7.443525539009294 Each least square approximations [-9.08515758 -4.73588273 -5.33520139 -0.49759424 1.72832756 2.19577419 1.14130345 0.13415484 0.20967117 0.25273482 0.98282088 0.9911155 -1.04600207 -1.87616089 -0.1776595 0.90959206 -2.86059763 0.73968277 1.21498031 -1.81061363] Distance 8.230715189580769 Each least square approximations [-10.77579423 6.2130558 2.55667906 -1.46815617 -4.64342542 -2.40503516 0.05182415 -1.06951915 2.82179876 0.29821767 0.6488615 0.26419989 0.68290384 -1.13422143 0.42098711 0.97458425 -0.5512404 1.14645991 -1.35219307 0.23801958] Distance 4.973797155996143 Each least square approximations [-9.59158763 -2.06942419 6.73199063 -0.58745416 -2.061914 0.72087436 -2.23073103 -0.55163489 -1.24556562 -0.99533504 -1.23548246 -0.78979841 1.64868482 1.17789956 0.57407706 0.49881905 0.20028721 -0.28549624 0.07086697 -0.63696659] Distance 8.34637725922353 Each least square approximations [10.30330978 -2.82820787 4.15923386 -3.36311778 1.68327474 0.35514738 -1.97698074 0.14071516 1.50416587 3.19306078 -2.76338753 0.36672802 -0.13110103 -0.67866612 1.59738092 2.12827104 -0.15246741 -2.04892448 -0.16580548 0.8707452 ] Distance 7.008475583227206 Each least square approximations [10.6459669 4.15118258 2.6950257 -0.97016637 4.30613521 -0.09881415 0.0731323 -0.80794105 -0.73029643 -2.88616946 0.69000213 -1.59199198 -0.99579419 -0.46921994 -2.0381053 -2.16398884 0.40281587 -0.65934711 -0.42811697 -0.96083911] Distance 7.068122107403061 Each least square approximations [10.73516402 -5.4035221 1.97014413 -3.60924691 0.18777174 0.955121 -2.493532 0.14062381 2.15843738 1.22947555 3.03306663 -0.57362086 -0.50552987 1.39815413 -0.16988258 0.367746 -0.53394723 0.14263041 -1.40174933 2.08927172] Distance 6.190668358508896 Each least square approximations [-11.29859038 -4.97432398 1.48167189 1.6267473 -3.16018553 -0.02855844 -2.22411821 0.73136564 -0.32291782 1.88274202 0.59862175 -0.11646761 -1.35370771 1.81201966 0.14857009 0.45590726 -1.54032631 0.36036262 -2.54157787 0.58712494] Distance 6.3389057171088705 Each least square approximations [-6.87984725 4.18944464 -3.86649188 0.04750506 -3.12568796 -0.9314602 1.20661848 -2.42029338 -5.03555649 0.89438971 -1.77872576 0.17217753 -0.11899956 1.75599292 0.37799015 2.01392186 -1.26092373 2.87632633 -0.21388242 -0.58037287] Distance 8.319161389541533 Each least square approximations [ 7.36737431 0.82333642 -0.96846154 0.06011132 -1.02909084 4.03731442 -1.13867617 0.20365404 1.24086943 -3.91173311 -0.82421993 0.16131379 1.20236068 0.12837558 -0.21391611 -0.48347099 1.46484079 2.03554583 -0.80802918 1.10659516] Distance 10.575360512608048 Each least square approximations [ 7.57493363 1.97242393 -0.08517784 -3.26508501 5.06409398 3.29354044 -0.71335492 -2.67465152 1.59952435 0.92937787 2.1723461 -1.88785161 1.04432835 -1.20416054 1.01968292 1.29114096 -2.07061774 -0.98733373 -0.70901108 -0.19186894] Distance 8.66257733760579 Each least square approximations [-8.79669214 -1.5888948 -1.97626274 -4.45068809 2.20268388 -0.17505508 1.39543647 0.03156088 -0.3187009 0.09688451 1.035437 4.54886461 -0.23865658 -0.91404212 2.1823111 -1.22136671 0.1979288 -0.67184606 0.52848921 1.68628965] Distance 8.414351565700581 Each least square approximations [-11.20898634 -0.86711263 -3.89444549 1.43836577 0.22381085 -1.16386186 1.67955853 0.45148462 1.42656403 1.01147735 0.48330633 -1.56370555 -0.41421358 -0.26768178 -0.58773075 0.72397126 -0.36898927 0.34407613 0.15554889 1.29825596] Distance 7.550877706355266 Each least square approximations [-8.80530197 -4.68170517 0.8013992 0.82955835 -0.72116428 2.70885463 -1.06188614 -0.46733955 -1.39997791 1.29933598 1.77143358 0.29856673 1.84401817 -0.48123673 2.09220911 0.03832892 -1.47667357 -2.13300431 0.22589758 -0.57310743] Distance 9.050192395499579 Each least square approximations [ 6.89569961 -0.79430739 4.1626583 -1.09152725 2.54907689 0.34333911 -2.22435475 2.00570156 -0.74245291 1.14806884 1.48078364 -0.80228373 1.24331511 3.12485164 0.52890718 -0.95275486 0.97504721 -3.59953292 2.56125401 -2.60977403] Distance 9.333753308354156 Each least square approximations [11.48073434 0.5759659 -2.42175002 -2.24633886 -2.04980359 0.79218134 -3.460823 0.3112556 1.30323924 -0.33654562 -0.03913673 -1.04021653 -0.45102884 -0.80475098 1.09616396 -0.99807895 0.43693362 -1.30482445 0.11550237 -2.13218971] Distance 6.44496024674587 Each least square approximations [10.33559697 2.02134042 -0.27358055 -1.984877 -3.04995186 -0.4300125 0.21169888 -2.61602014 0.65191281 -0.2955801 -1.2677858 0.99801112 3.48304453 -0.0818035 0.0878828 2.31603964 1.14004098 2.15788686 -0.54254924 2.36544013] Distance 7.079261725078163 Each least square approximations [-12.4217971 4.572094 -0.19627071 -0.43429908 -1.42992508 0.99069988 3.2327417 -0.80690535 -0.70361627 0.83142302 0.98665168 -0.58263013 0.51936355 -0.99986609 1.52305093 -0.21590643 -1.46123137 -1.91085586 0.86748873 -0.2908435 ] Distance 3.4013387678102953 Each least square approximations [-5.51946921 3.82963719 -6.72858294 4.25310393 1.36895893 -2.98362295 1.85334355 3.02744367 -2.03238254 1.03689427 0.44404742 -0.53821803 1.1208675 -0.49178712 0.54062793 0.41118394 -1.28817499 1.22935828 1.81751742 0.39156579] Distance 9.47080116680473 Each least square approximations [15.17822339 1.08636533 -1.21801305 0.0506014 -0.94073985 -0.56771615 0.62226767 -0.07779345 0.16565778 -0.31701973 -0.24882152 0.06518152 -0.2250199 -0.19097204 0.18195512 0.09773116 0.26274241 -0.25457407 -0.25752743 0.17034219] Distance 0.8043471478506113 Each least square approximations [10.9368509 -2.95043561 -4.46493016 -2.39858241 0.43538577 -0.58302002 -2.11115161 -0.50454542 0.54975468 0.88183767 0.64878554 2.02334528 2.13890776 0.05999609 1.70449985 -0.61302625 -0.35601033 0.18292804 0.10376349 0.60960189] Distance 7.911941992039405 Each least square approximations [-9.31131692 -4.70858407 -5.30754973 -0.26532034 1.87622102 2.21186404 1.26356483 -0.01363478 0.07736489 0.22319206 0.86968086 0.83756986 -0.9521928 -1.99918754 -0.31551759 0.83450888 -2.80306426 0.49372083 1.21599266 -1.57300833] Distance 8.334097971196526 Each least square approximations [-10.84571828 6.04716389 2.57318812 -1.66217372 -4.81823455 -2.26087616 0.28324391 -1.39425378 2.69338009 0.4417189 0.50745242 -0.16876005 0.80203041 -1.65627224 0.42151914 0.9511461 -0.88282398 1.06150092 -1.96072807 0.5664291 ] Distance 4.86175038597614 Each least square approximations [-9.78974998 -2.15095646 6.5373664 -0.60834178 -2.17466105 0.83429244 -2.47467422 -0.56610268 -1.39754645 -1.17539937 -1.33199224 -0.9593962 1.63435759 1.2887825 0.6077086 0.41754309 -0.24476051 -0.06075471 -0.06530841 -0.51141319] Distance 8.316737858233148 Each least square approximations [ 1.04597159e+01 -2.97492750e+00 3.80233458e+00 -3.68560684e+00 1.94215970e+00 1.42800321e-01 -1.71596222e+00 4.73313132e-01 1.37854792e+00 3.42268411e+00 -2.61278553e+00 7.13372930e-01 2.40732978e-01 -2.34340396e-01 1.72823689e+00 2.26036973e+00 -2.54158388e-03 -1.68129043e+00 9.95057182e-03 9.12216686e-01] Distance 7.054678962095713 Each least square approximations [10.76664324 3.74865668 2.88920016 -1.509404 3.86268052 -0.16102373 0.05439536 -0.77397289 -0.75033526 -2.6269044 0.98592933 -1.78800008 -1.01686055 -0.8563086 -2.08157015 -2.25577968 0.04061717 -0.87459216 -0.43074189 -1.06234286] Distance 7.402450357459276 Each least square approximations [10.78123931 -5.12188395 2.20489281 -3.8430405 0.37567299 0.38813495 -2.44996981 0.20038527 2.04447699 0.88169793 2.83991884 -0.18470489 -0.21549463 1.42387673 0.03911119 0.67769898 -0.50329412 0.23276575 -1.16658679 1.58365435] Distance 6.902475525961142 Each least square approximations [-11.370515 -4.58044486 1.8802066 1.71240549 -2.80702769 -0.1566397 -2.30346339 0.47126595 -0.20875555 2.02484567 0.92647948 -0.37529099 -1.17653854 1.99176651 0.47284909 0.3131203 -1.74007324 0.18573603 -2.63052338 0.85035474] Distance 6.644989051897493 Each least square approximations [-7.52530213 2.5157462 -4.03994781 -0.75234568 -4.08418009 -2.20733731 1.24603311 -2.64798613 -3.99854407 0.53935471 -0.43683266 0.69936207 -0.61895746 -0.20221752 0.94692418 2.65108522 -2.27320507 1.28630783 -2.17618549 -1.52982507] Distance 7.859822357048367 Each least square approximations [ 6.1600758 2.96403164 -0.52484759 -0.67139842 -1.27689131 4.14980536 -0.87743493 -1.08713903 -0.06838855 -4.48002836 -0.89773143 -0.62540621 2.20054728 -0.33001834 0.2497579 0.07187128 -0.18992592 1.44222876 -0.24827803 0.49014951] Distance 10.675962096345073 Each least square approximations [ 6.60615231 2.50170051 0.52935988 -4.65814788 5.77333872 0.62772278 -1.97256242 -1.46021266 1.63357454 -0.74542004 0.71794167 -0.62643589 0.41380537 0.68802198 0.94009232 1.14458213 -3.15871022 -0.19056582 -0.78853407 0.26349967] Distance 9.035719598381931 Each least square approximations [-8.17825607 -1.37676997 -2.34873582 -2.05583972 2.71986427 -2.98334204 3.29100329 -1.32256023 0.54956567 1.56943422 0.14658976 4.48210767 0.76934586 -0.79972704 -0.72688135 -1.3211115 0.09813534 0.21737247 -0.58397577 1.56048565] Distance 8.621623840704533 Each least square approximations [-9.92931653 -3.67277271 -3.3799052 0.81618357 -1.31416158 -2.63721262 -0.05336882 -1.92442181 0.37594972 2.0010152 -0.37939068 -1.36764763 1.742467 -0.32971616 -0.6690355 1.11417612 -0.61576689 -0.79985466 -1.45196257 0.62806716] Distance 7.737751690312594 Each least square approximations [-8.76986615 -4.31263842 -0.73502836 -0.03583115 -4.12615175 2.46041944 -1.46411444 0.59677311 -0.24075729 1.83731387 2.41260467 0.43935753 0.23125146 0.62875674 1.24853737 -0.02071085 -1.35654212 -1.77157861 1.52995369 0.19227459] Distance 8.396746400660094 Each least square approximations [ 6.37456480e+00 7.44475696e-01 3.84347476e+00 -2.33095870e+00 4.10883546e+00 1.77847710e-01 -2.54785911e+00 1.40581442e+00 5.36427117e-01 -4.21376742e-02 2.63586033e+00 1.50537149e-01 1.93443113e+00 3.95400634e+00 -1.04501232e+00 -7.32215601e-01 4.66129843e-03 -1.72763638e+00 2.41659774e+00 -1.44423466e+00] Distance 9.21926647338224 Each least square approximations [11.69421361 -3.21626019 -1.91259732 -3.71713351 -3.15523113 1.47243222 -2.83912807 1.51251083 0.34887101 -1.04693724 0.40727486 0.48988647 0.45317504 0.36590188 -0.63366489 0.73410217 -0.62185976 -1.36513932 0.12150589 -0.51930971] Distance 4.296825540987321 Each least square approximations [ 8.55764105 1.36042594 -0.22837434 -2.05542132 -3.86585179 -2.22903037 1.63464649 -1.50503383 1.68358306 -0.25106167 0.53554844 0.39917717 2.49010162 1.16957277 0.52056349 2.86222355 0.74401269 2.28009874 -0.85393225 0.70709212] Distance 8.965391577395415 Each least square approximations [-10.92194315 5.99503164 2.89615283 -1.9556641 0.45308014 -1.3204592 1.88692105 0.72516298 0.61092325 1.50738931 0.78914407 -1.26941533 -0.39010183 0.26859927 0.79756075 -0.19965645 -0.59204815 0.04345521 1.67408332 -1.17799879] Distance 5.2103179335375 Each least square approximations [-11.56636599 6.58827983 1.61027452 0.45084562 -1.02194755 -1.90773572 -1.74732854 -1.39983569 1.7043492 0.90125104 0.1211384 -1.42600987 0.01479926 -0.69253598 0.22510037 -1.4857198 -1.15703191 -0.06081958 -0.76653065 -0.70207292] Distance 3.5468582173329652 Each least square approximations [ 5.29841864 -0.1713113 0.15630694 -2.59529786 -2.31969811 0.96532289 -4.21426497 -1.12030444 0.21604882 -1.09537031 -4.43922747 0.04036307 0.11625804 -0.43481546 1.28372406 -0.55416644 0.54563998 -0.56247967 1.90899579 -0.99522026] Distance 11.163929898112137 Each least square approximations [ 8.05569249 2.08344246 1.70064722 -2.49022391 2.68666281 -3.42449424 -0.82107482 -1.65150185 -0.47989434 4.50960858 1.97893184 0.71381836 -1.98468861 -0.69758042 1.1210793 0.82368709 1.68052441 1.6724584 -0.46723806 -0.72484936] Distance 8.648207661316103 Each least square approximations [-7.99318443 -3.97629692 -0.44658879 -0.39465788 -4.26488577 -0.3844981 2.73941303 0.97779803 -0.8954217 -2.27012513 -2.86378574 1.50138448 1.04766399 -1.34333346 1.72917184 -0.2069649 0.23065464 -0.81755282 -3.1883296 -0.3342207 ] Distance 8.543190450661584 Each least square approximations [-6.94040452 -1.55044313 0.55394833 -3.36487101 -0.25830363 -3.35341156 1.62330185 1.90461351 0.88130816 0.60233814 -0.68393157 0.5987949 -1.73221469 -0.65345114 -0.14742241 1.81679956 0.6337934 1.08587743 -0.62329671 -1.36930554] Distance 10.99308676973749 Each least square approximations [-8.61792336 -0.47034174 0.73931311 0.35402617 -0.44324902 3.1237737 2.67106189 3.08353071 1.43520527 0.58679778 1.4704589 2.72927618 3.24385729 -0.92594274 0.73627719 -0.15160491 -0.61427358 1.33867348 0.46558172 0.27920317] Distance 9.219642443764288 Each least square approximations [ 9.57444089 1.55509778 1.32901798 3.79139905 1.3289669 -0.91328944 0.7220823 2.49484391 -2.50187769 -1.79105051 1.56754126 0.94950046 1.56228812 0.6074704 -2.21714667 -0.39687198 -1.91360933 -0.18366612 0.01916701 -0.55729926] Distance 8.300270952851703 Each least square approximations [ 6.05460765 1.07492764 -2.67238008 -3.36812325 2.7489728 0.27777617 -4.77372556 -1.72304132 -0.05116798 -2.38612169 1.6921268 -2.17634177 1.05501913 1.17672426 -1.29469949 3.37235123 0.51438281 -1.53470999 -0.70634642 -1.08528555] Distance 9.505518627608229 Each least square approximations [ 8.10239989 3.24773555 -0.9532843 -1.90949086 3.57638497 1.60045653 -3.99984156 -1.64343567 0.14777242 -1.37121855 1.34782281 3.51056509 -0.20964286 -0.09627945 0.6315197 2.6747287 0.18367503 0.20176878 0.32140823 1.18507801] Distance 8.55283018781034 Each least square approximations [-6.82803093 0.75279217 -0.51820403 2.42951093 -1.76785238 -2.78484786 2.48868268 -0.46819252 3.19490618 4.28079964 0.50316902 -1.41248932 0.61121632 -1.79669669 -0.84866605 2.17150924 -1.21645725 -0.42657813 2.08079625 0.48351002] Distance 9.822852958268276 Each least square approximations [-5.10986694 4.23588966 -5.63062205 4.90265328 1.75568635 -2.17442597 1.83435707 3.57103001 -2.5690461 1.19375505 0.61165889 -0.73948297 1.90791839 -0.22516714 0.69205505 0.75515407 -1.36702823 1.64765669 2.0933499 -0.02868288] Distance 8.940590201277196 Each least square approximations [ 1.47999322e+01 -1.60895658e+00 -4.67439624e-01 1.41004594e+00 -6.66738048e-01 5.04494901e-01 5.38834530e-01 -1.57460688e-01 1.42234982e-02 1.90550505e-01 2.21108703e-04 4.99594494e-01 -2.19847357e-02 9.77570970e-02 -4.62696597e-01 -6.38174055e-02 -9.25210874e-02 1.61212612e-02 2.03003234e-01 7.06640805e-02] Distance 0.9438229263284533 Each least square approximations [10.62432161 -3.05901445 -4.35879223 -1.38832537 0.18131571 -0.57140741 -2.04401905 -0.43131581 0.28035362 1.49516803 1.19955892 2.06962375 2.12790159 -0.35219277 1.38629972 -0.41887966 -0.1357543 -0.17448566 -0.06514512 0.56295681] Distance 7.954138757546735 Each least square approximations [-8.96864024e+00 -5.05392316e+00 -4.71713526e+00 -6.31517955e-01 9.66686604e-01 2.55776207e+00 1.25757632e+00 1.62719233e-01 -1.73209170e-01 6.05030685e-01 9.33941353e-01 1.16031613e+00 -7.82731330e-01 -1.67954491e+00 4.06769151e-03 1.72082970e+00 -3.02579662e+00 1.21259985e+00 1.49298662e+00 -2.13665312e+00] Distance 7.884463381669253 Each least square approximations [-10.60992782 6.4443492 2.3235948 -2.16208079 -4.39519411 -2.24469533 1.32721847 -0.9342567 2.15772744 0.09892632 1.642465 0.3509948 1.4677791 -1.9492597 -0.13615429 0.13203664 -0.45078629 1.2145737 -0.85687695 0.79017245] Distance 4.316217494420123 Each least square approximations [-9.6629946 -1.54311849 6.84037377 -0.30917262 -1.52421871 0.49211621 -1.93867587 0.11674477 -1.94200607 -1.39018675 -1.45366832 -0.73425734 1.58998597 1.29622005 0.59770502 1.27103981 -0.10281417 -0.23643661 -0.04393174 -0.39463107] Distance 7.909982933454821 Each least square approximations [10.26417884 -3.5825027 2.98832046 -3.29223428 0.85266677 0.12685185 -1.94485142 1.20968975 1.89420371 3.80723992 -2.72575228 1.00841148 0.1972892 -0.10315788 1.73618135 2.33914404 0.26811624 -2.13519295 0.15851039 0.68744004] Distance 6.493726171595291 Each least square approximations [10.16089682 3.98588786 1.86710975 -1.76203694 3.67789755 -0.63796824 0.33559891 -1.45600656 -1.25240582 -3.08842458 1.39229743 -1.87003239 -1.70543726 -0.36581761 -1.97908303 -2.84617071 0.39595923 -0.59874978 -0.60361217 -0.71822652] Distance 7.170885306369431 Each least square approximations [10.8921207 -5.57423446 1.81114916 -2.56812334 0.69896457 0.93143554 -3.01723423 0.10170172 2.53500556 0.82590382 2.52501837 -0.26146304 0.05954085 1.32037026 -0.03971453 -0.02330844 -1.008347 0.29070569 -1.29017937 1.46961721] Distance 6.002050691234614 Each least square approximations [-11.17818053 -4.35398617 0.66369267 2.21590753 -2.43906997 -1.30188458 -2.60650749 -0.6406977 -0.47863619 1.81978375 0.84236448 -0.34273973 -1.33699192 2.25852907 0.30747364 0.43072498 -1.75870314 0.15263188 -3.23109106 1.15258565] Distance 5.981533537169068 Each least square approximations [-5.75862037 5.96846788 -5.2571457 2.93393336 -0.28964688 -3.56621976 2.68077767 -1.07103172 -2.78502014 -0.54699588 -0.41977232 0.62335458 -1.43371721 0.41533964 0.1664275 2.07027237 -0.49746227 1.53673705 -1.50739676 0.73223503] Distance 8.510069466608527 Each least square approximations [ 7.98628541 2.24889879 0.18637934 -1.04013381 -0.23737097 5.13579228 -3.25132489 -3.3379347 2.34719634 -0.55599701 1.13300117 0.34869234 -0.20173136 1.11193669 -0.21706146 0.13095695 -1.04846749 0.15594168 0.18999429 0.58616379] Distance 9.539247662550974 Each least square approximations [ 8.85350549 -2.26348896 -0.20270212 -3.58396169 4.71506435 3.82580028 -1.59550982 -2.2118978 -0.4671918 0.48510339 -0.10957273 0.43879441 -1.01611912 -1.74067474 1.93326298 1.01031379 -1.93886192 -1.70310923 -0.24116191 -0.52282895] Distance 7.873725128962773 Each least square approximations [-8.2849014 -3.2959861 -4.63766039 -2.69040017 2.37045709 0.21192381 0.84705292 0.47952163 1.51170863 -1.39574866 0.81061491 3.82405081 0.38284584 -1.47695361 1.52032777 -1.92175587 -0.28073183 0.88371672 -0.70232768 -0.67631927] Distance 8.63994920390939 Each least square approximations [-13.11030798 -2.80727761 -2.49297517 -1.48804038 1.49451899 1.7313491 0.83476579 -0.63829771 1.49323541 1.00573136 -1.33426463 0.37652438 0.24607907 0.60304164 -0.17913639 0.44380173 -0.27266765 0.36509367 -0.4947345 2.18894291] Distance 3.6851293690447937 Each least square approximations [-9.04866425 -4.26225822 4.554199 0.02264622 -0.72878969 3.39232494 -0.37212574 -1.51030363 0.9784318 1.87235092 0.83708944 1.35020529 -0.179503 0.09620671 0.57651051 1.01197472 -1.49320089 -1.39636085 0.52191603 -0.40332534] Distance 8.421520112197577 Each least square approximations [ 8.64208842 -1.39854607 5.3777068 -1.33805451 2.95975725 0.94777962 -1.98383009 1.28392845 0.64728796 2.17021044 2.09347511 -1.95855498 2.27339234 0.64067172 0.53558809 -0.61693545 0.66475121 -0.98303984 0.42901589 -1.2997094 ] Distance 8.584682208901173 Each least square approximations [10.31568751 1.8774018 -0.76637504 -5.3626819 0.59114955 3.15259273 -0.47841228 -1.45261068 -0.11990692 1.12532576 1.28170494 1.51617265 -2.0803304 2.02503167 0.91288884 -0.19298248 -2.5674793 -0.32316294 1.3538795 -2.05873238] Distance 6.32186864131815 Each least square approximations [10.04673625 -1.24433104 -0.84409438 -3.41381263 -3.39976034 -1.34717582 -0.56383531 -0.12129472 -1.20704574 2.00272692 -1.03705545 2.60284196 -0.21826397 0.16175981 -0.11757995 3.04984055 -1.30760665 2.85151937 -1.9108633 0.33733601] Distance 7.368509518597076 Each least square approximations [-11.13741661 3.69278156 2.21333839 3.74108926 0.81945315 1.27258998 2.3939034 0.25203422 1.30451854 1.03479344 -2.97422463 -0.47045486 0.13296545 0.72442957 -0.03678545 0.75483717 -2.78418976 1.27847598 1.6121436 0.87443112] Distance 5.366957612829263 Each least square approximations [-5.22016335e+00 4.02467953e+00 -6.69182220e+00 4.60669156e+00 1.93271768e+00 -2.79971812e+00 2.56713017e+00 3.70697118e+00 -2.11534092e+00 9.34283266e-01 3.87735517e-03 -3.03889242e-02 1.23541887e+00 -4.31293072e-01 3.74117758e-01 -1.10148931e-02 -1.60582418e+00 1.65299162e+00 1.76984397e+00 8.18324630e-01] Distance 8.655201879882487 Each least square approximations [14.96874145 0.89993142 1.25161474 1.82184163 0.30813364 0.03746657 -0.41312657 0.14984395 0.58901268 0.30726736 -0.0207952 -0.24421159 0.27880598 -0.42725851 0.016217 -0.30946029 -0.26226219 -0.38089487 0.28731881 0.28346125] Distance 1.1399832101109566 Each least square approximations [10.70829204 -3.93832846 -4.90858766 -2.35721418 0.90108883 -0.85885604 -1.33754797 -0.39830135 0.53513653 0.37667384 0.56246352 1.63258057 1.64792693 -0.51333723 1.6459058 -0.08409948 0.01303002 0.10674323 -0.25900494 0.06736473] Distance 7.750353769055334 Each least square approximations [-8.96529374e+00 -4.67779688e+00 -5.65121441e+00 2.36319075e-01 1.83882619e+00 2.42122868e+00 1.17859384e+00 4.74624466e-02 -4.13102434e-01 -4.69088257e-01 9.01396098e-01 7.88016136e-01 -5.67848944e-01 -2.35715692e+00 -5.88149132e-03 7.01939226e-01 -2.89382141e+00 1.10462473e+00 1.25494329e+00 -1.37804077e+00] Distance 8.150651077806122 Each least square approximations [-10.98207637 5.73523584 2.87169822 -2.07694497 -4.47160515 -1.43566464 -0.01306907 -0.97975886 2.65064484 0.7773348 0.73770736 -0.23621314 0.8930345 -2.3258562 0.27052651 -0.24542679 -0.80452427 1.28733136 -1.89456915 0.91396508] Distance 4.712387293591465 Each least square approximations [-9.59490871 -1.71397123 7.07543896 -0.65641292 -1.84347289 1.39803264 -2.27437979 -1.09240699 -0.75898521 -1.25527953 -1.61047317 -0.83071101 0.70187799 0.95268876 0.43095074 1.12111714 -0.43623484 0.43293563 -0.11358301 -0.38312247] Distance 8.158110771688076 Each least square approximations [10.2786775 -3.86773356 3.33677389 -4.13098335 1.75943729 0.80861652 -2.06197467 1.24282668 1.35708468 3.5644822 -2.38744734 1.07071667 0.34185654 -1.05888533 1.81577885 1.74619814 -0.19715531 -1.23427627 -0.22331338 0.81144521] Distance 6.5557796882121595 Each least square approximations [10.10550444 3.75091087 3.22665722 -2.64732328 4.33679567 0.47412224 0.77461862 -0.71983872 -1.1970408 -2.66684781 1.59217335 -1.37447304 -1.61986152 -0.89403787 -1.77842321 -2.75735989 0.08814392 -1.00882358 -0.618847 -0.78528662] Distance 7.045417242750023 Each least square approximations [10.63941923 -5.4635611 2.41033113 -3.9477386 0.57125513 -0.36899703 -2.66820099 0.40393104 1.18312206 1.25234275 3.15615039 0.03538361 0.41230469 0.81176914 0.21906969 0.30652787 -0.98570506 -0.17385778 -0.87671844 1.06560058] Distance 6.602096621426622 Each least square approximations [-1.08978735e+01 -4.20654963e+00 2.48925812e+00 2.52040194e+00 -2.36027151e+00 -3.09365104e-01 -2.67101071e+00 -2.73375437e-01 2.41712690e-01 2.34328158e+00 7.09730539e-01 -8.54862654e-01 -8.96093865e-01 2.69491373e+00 2.57790237e-01 6.53325140e-02 -1.92361690e+00 4.11842461e-03 -2.74576146e+00 1.51594541e+00] Distance 6.499333431712164 Each least square approximations [-9.88003595 7.72800395 0.59923358 3.96477295 0.58959777 2.56049966 0.36549471 0.14452398 -0.16705217 -0.07412299 1.8983723 -0.60052497 1.39492813 -1.0271383 -0.31304089 0.90595481 -0.10683248 0.64515038 -2.97978264 0.22818549] Distance 4.145900564297791 Each least square approximations [ 6.01276723 -1.70901019 1.60648449 -1.36746733 -1.9678915 2.02223422 -4.64731318 -2.24784346 -0.18360379 1.1837537 -3.5678571 -0.12960454 -1.08730947 1.43217625 0.47955898 -1.14742252 2.16875766 0.1677474 2.13676574 -0.42982014] Distance 10.40951410915879 Each least square approximations [ 7.79283261 -0.21412091 -0.33887467 -0.63951587 3.04843828 -1.97251832 -1.79648324 -2.2086646 -0.96833536 4.30606417 1.70971487 1.13766244 -1.90563101 -1.72894903 0.46676963 -0.83963888 1.2207558 0.12864372 -1.29596699 -0.12942342] Distance 9.894821403349928 Each least square approximations [-8.1554398 -3.7859916 -2.38228844 -0.92212481 -4.9175383 -0.3519296 1.04347024 0.20006041 -1.77460109 -1.43610378 -2.36469416 1.39987019 3.68721203 0.43325505 1.87692455 1.09489271 -2.36097961 0.70719534 -3.35972782 -1.85805383] Distance 7.0746613892274715 Each least square approximations [-7.65251115 -0.20544901 1.61421231 -5.487727 0.47313649 -1.83644904 1.94507165 2.63517714 0.21353049 -0.16498471 1.1740606 0.77187858 -1.49867406 -0.03658125 -1.33409924 2.46053822 -0.19901519 1.65225615 0.93979023 -1.12897381] Distance 9.603906134519333 Each least square approximations [-1.01219235e+01 1.27995196e+00 2.73347636e+00 6.24870277e-04 2.96479914e-01 1.96205499e-03 4.26890736e+00 1.41044719e+00 2.05263871e+00 -1.16383008e+00 1.82155250e+00 2.74202318e+00 2.19954014e+00 9.52345306e-01 7.60989907e-01 1.58659698e+00 -1.26586381e+00 5.42386452e-01 -8.20248327e-01 -6.70320232e-01] Distance 7.403355534775992 Each least square approximations [11.16127095 -1.24367284 -1.36282244 3.47532953 -1.39925781 1.20933712 -0.01323575 2.57542413 -1.42687287 -1.0669824 3.11569834 0.08796386 -0.86191434 -0.13097101 -1.22321746 -0.19011225 -0.4640406 -1.32309121 1.04733321 0.85227749] Distance 6.771852220105071 Each least square approximations [ 5.64150878 2.00485101 -1.85532911 -4.33017503 1.96030037 0.46131585 -2.49738559 -4.25182388 0.05294871 -2.44015551 2.06318978 -1.18152867 -0.78004231 1.10232865 -1.06572526 1.61030096 1.08709654 -0.66298181 0.76171223 1.05660209] Distance 10.39466750320475 Each least square approximations [ 8.34147981 1.51847673 -4.25493319 -1.25151192 1.96331869 1.15194183 -5.08373661 -0.95536589 -0.38964646 0.54134496 2.16613905 3.11286034 0.05001823 0.34753598 1.80412685 1.06646884 -1.57497894 0.11671175 0.38387447 1.13754949] Distance 8.256219141385877 Each least square approximations [-6.98604516 0.64288117 -0.88463758 4.44962553 -0.50277372 -3.52656285 1.28988152 0.08833718 2.08842331 3.7525498 -1.15526695 -0.28030424 -2.13561306 -0.45164213 -1.99469725 2.11304271 -0.04881029 -0.9323891 0.23327106 1.20164484] Distance 9.764359113476518 Each least square approximations [-5.32312618 3.8354172 -6.94054762 4.49462009 1.80431218 -3.43444679 2.34605451 3.05802993 -1.74039937 0.80526388 0.64675512 -0.47728266 1.07720091 -0.53608755 0.71298773 -0.09460006 -1.83605256 1.12662237 1.42672158 0.2540681 ] Distance 9.09206628352849 Each least square approximations [ 1.50673068e+01 1.62208762e+00 -1.24157494e+00 -6.99989792e-01 -5.46146601e-01 -3.31564542e-02 -1.05251243e-02 1.12091433e+00 -2.03248522e-01 5.45611647e-01 3.41097732e-01 7.46531871e-01 -7.95734596e-01 -5.95383543e-02 5.54930924e-01 6.02994270e-02 -6.84988979e-02 -5.45854783e-01 1.04834530e-01 -3.91613252e-01] Distance 1.1618015601965517 Each least square approximations [11.1085871 -3.89858034 -4.40235449 -2.06458516 0.41204951 -0.29607566 -2.26796927 -0.38785217 0.52709712 0.61169272 0.37324736 1.9643663 2.16778628 -0.04454626 1.90422475 -0.62433724 -0.35752603 0.02295532 -0.10063206 0.60059546] Distance 7.440381340361759 Each least square approximations [-9.13244641 -4.6084068 -5.85593013 -0.06228198 1.97245099 2.1438493 1.42398275 0.36827507 0.20896869 -0.05602401 0.76560241 0.80893234 -0.75973599 -2.03790765 -0.50483793 0.20757842 -2.69945753 0.70879881 1.42339086 -1.68772677] Distance 8.273804078258642 Each least square approximations [-11.02316988 5.89808563 2.97621317 -1.75730825 -4.72561781 -1.82888069 -0.59099258 -0.73669169 2.89461725 0.62828433 0.41981008 0.10942135 0.66040833 -1.32567512 0.72795502 0.90049434 -0.6071628 1.10032591 -1.6293355 0.39824156] Distance 5.031834470941038 Each least square approximations [-9.71631408 -1.90392141 6.96841583 -0.73197125 -2.27356221 1.09622559 -2.18088288 -0.95943234 -0.54481358 -0.66977382 -1.61910476 -0.66946362 1.16533774 1.28829576 0.53940465 0.35817548 0.03532934 -0.17505685 0.11184316 -0.53351171] Distance 8.38243182851616 Each least square approximations [10.29133126 -2.96351234 4.14529782 -3.49323318 2.3716852 0.56822565 -1.98258555 0.37273982 1.42706489 3.17778794 -2.11513789 0.38221201 -0.10850363 -0.98039668 1.54671913 1.75467241 0.20034129 -1.35505019 -0.48293806 1.10871241] Distance 7.5089939577253135 Each least square approximations [10.67394503 4.10658008 3.05285911 -1.5867107 4.75216183 0.35024637 0.54002257 -0.67173203 -0.86887193 -2.64625012 0.85319753 -1.37666353 -0.56876169 -0.77113314 -2.49951894 -1.92226261 0.37975867 -0.90497961 -0.14045345 -0.69055689] Distance 6.945176891675807 Each least square approximations [10.47399305 -5.3150686 1.95517433 -4.32559443 0.40431135 0.47422192 -2.64249641 0.40792699 1.57295976 1.66157656 3.36057839 -0.39904149 -0.65533668 1.10280468 -0.09324875 0.74874616 -0.58345254 -0.16897528 -1.59690609 1.69340733] Distance 6.656212651453026 Each least square approximations [-11.24070773 -4.97298222 2.30549366 2.08315653 -3.1435488 -0.10823625 -2.34983185 0.93841534 0.09852582 2.10867787 0.34342131 -0.6498418 -1.51251076 2.16528811 -0.22741134 0.4761201 -1.53971493 0.23901153 -2.35257858 0.17841087] Distance 6.303960050851904 Each least square approximations [-4.59251782 4.41220781 -5.40304955 5.01875433 1.81503481 -2.42834758 1.62439578 3.91885668 -2.9024493 1.87821389 0.17150927 -1.09029888 1.49919141 0.14768958 0.33097726 -0.01636521 -1.20176276 2.52644078 2.09399407 0.23288578] Distance 8.907386716498154 Each least square approximations [ 1.46869298e+01 -2.76946627e+00 1.18226497e-01 9.66289427e-01 1.35845547e+00 2.58687815e-01 -3.30117843e-01 3.65443722e-01 3.68801676e-01 2.39480185e-01 1.22333661e-01 4.83496928e-01 4.04291843e-01 -6.65562321e-01 1.77892435e-01 -2.73023506e-01 -4.92368883e-01 9.51587886e-03 -2.34644638e-01 1.82536038e-01] Distance 1.1488905705377637 Each least square approximations [ 1.07055737e+01 -3.12247050e+00 -4.59126358e+00 -9.89972933e-01 -2.76180980e-01 -3.48548968e-01 -1.72762927e+00 -2.42209865e-01 1.72639044e-01 1.27494950e+00 1.37227565e+00 1.78493217e+00 2.15112008e+00 -4.14972099e-01 1.27903132e+00 6.98265095e-03 2.41175085e-01 3.61823936e-01 1.14859355e-01 2.27083051e-01] Distance 8.136964120975843 Each least square approximations [-8.71278337 -5.22962505 -4.40627713 -0.61184888 0.8581311 3.01703197 0.90084145 -0.0295592 -0.22328524 0.23744536 1.09190457 0.87357976 -0.94104052 -1.84117852 0.45035109 2.01889945 -2.82571122 1.72545403 1.47070088 -1.80445377] Distance 8.281589767395486 Each least square approximations [-10.42138876 6.55333084 2.66853001 -2.06023859 -4.00435386 -2.00428087 1.2243505 -0.83392648 2.10756814 0.28152458 1.80122936 0.94258835 1.12309499 -2.01126685 -0.36694207 -0.13820258 -0.29494303 1.39270047 -0.63954869 0.52031238] Distance 5.224914291363108 Each least square approximations [-9.1366843 -1.58706698 6.9805898 -0.04595847 -1.34002479 0.70573069 -2.00841447 -0.23117824 -1.92711974 -1.60169667 -1.42178204 -0.600458 1.32231891 0.61551957 0.46404036 1.60100321 0.15063898 0.04658387 0.09908327 -0.55467872] Distance 8.6177146491632 Each least square approximations [ 9.74391162 -3.95244524 3.4231744 -3.45058653 0.3844616 0.6153667 -2.11413469 1.3437288 1.80167107 3.56707851 -3.38520994 0.99018423 0.35358573 -1.36103127 1.75235799 2.21380578 -0.45436553 -2.41862323 -0.16810202 0.43123404] Distance 6.6077433454785375 Each least square approximations [ 9.68578565 4.31414077 2.0913985 -1.44614721 4.10906511 -0.37067553 0.35601447 -1.02926206 -1.67111489 -3.47915649 1.87672778 -1.84334577 -1.87049834 -0.05314468 -1.5546513 -3.16790055 0.349521 -1.01261941 -1.55494368 -1.17726494] Distance 7.032907510059784 Each least square approximations [10.94300146 -5.69406122 2.24094939 -2.06241366 0.76646482 0.97106714 -2.90229938 -0.03783253 2.02104009 0.58721491 3.05613319 -0.3922006 0.0290813 0.55455312 -0.41770298 -0.71872686 -1.173146 0.06025371 -0.65960149 1.77997505] Distance 6.162452075932615 Each least square approximations [-10.80999851 -4.56995542 0.5704129 2.01350181 -2.70200244 -0.98810887 -2.64115615 -1.14951062 0.04504286 1.79570734 0.63320348 -0.45802293 -0.62751149 2.45662925 0.25973018 0.40173843 -2.25202815 0.1324119 -3.25148806 1.11424171] Distance 6.572040916181695 Each least square approximations [-5.46541492 3.35134199 -3.79689715 1.41230009 -1.55898143 -2.26301026 1.20596297 -1.45256337 -4.62387825 1.58166976 -0.26787149 -0.93576713 0.5714288 2.61655411 -0.54118864 0.7059998 -1.47687074 1.54635206 1.10410021 -2.21145406] Distance 10.265111087011078 Each least square approximations [ 9.22489183 -1.95592199 -0.70084746 -2.2733114 -1.03021803 1.86995476 0.05485494 1.98706236 -0.31548264 -0.5448946 0.11320992 -1.22091775 -0.93910759 1.18346999 -0.23267067 1.3542637 -0.157104 1.31352465 -2.1016421 0.74359104] Distance 10.079376672363606 Each least square approximations [ 8.88776871 0.89578171 -0.60116671 -0.26514832 2.14619766 2.79117644 -4.00831556 -0.909058 3.01155094 1.00102801 1.2283456 -1.5747599 2.94134023 -0.26572271 1.11477535 0.74959889 -0.01450454 -0.85150787 -0.1035643 -0.10093792] Distance 9.089977983835393 Each least square approximations [-7.99684243 -1.48339472 -2.30732145 -4.46733944 1.26138689 0.25549797 1.47991799 1.09064048 -0.9102191 -1.08269933 1.00685452 5.10218958 -1.25034993 -0.67745674 -1.0906319 1.68213205 -1.89231212 0.305927 1.72940708 1.44683347] Distance 8.784277367112242 Each least square approximations [-9.46684816 2.30730545 -2.44310115 2.02447293 -3.98625485 -3.5689836 -0.25544233 1.38217495 2.23781981 2.72603117 0.21580134 2.84971938 0.23484109 1.67842835 -0.27359028 0.82541255 -0.97836583 1.70329899 1.91329189 1.62600954] Distance 6.889378315973631 Each least square approximations [-8.27617838 -3.69070816 0.98527198 0.22508599 -2.27751215 0.74069473 -1.02429599 0.85936808 -1.18515621 2.47030897 0.82405578 -0.66327618 0.70428962 -1.66463568 2.03475987 0.42844055 -0.30107552 -0.25528293 -0.88123808 -2.07113798] Distance 10.265331429496973 Each least square approximations [ 7.2879694 -0.37026084 6.09798406 -0.68394648 -0.11372988 0.79850147 -2.67215768 -0.43382811 0.26447637 0.92741467 -1.98647829 0.19053726 -1.63556098 2.73285002 -0.49535805 -0.16593537 0.09014691 -3.34565509 0.95169733 -1.32118791] Distance 9.455766963302656 Each least square approximations [10.30284767 2.82849418 -2.30793665 2.01947338 2.32524852 2.53445573 -3.71426215 1.33582519 0.89689018 -4.39054723 -1.15129509 0.78499495 -1.130149 0.92054629 1.79708914 -1.34716167 1.88011859 -0.51337198 1.64917671 -0.2316941 ] Distance 5.54517521701517 Each least square approximations [11.04306322 0.56212864 1.16334456 -1.90659614 -3.67518008 4.30279631 0.73537162 -2.13661253 1.62148958 1.12486596 1.00508309 0.08319048 0.66992905 1.92692547 -0.33175374 -1.43281279 2.09850913 -0.43023831 -0.32431838 0.70206691] Distance 6.055833652023723 Each least square approximations [-1.16463493e+01 -4.84906636e-01 -2.90238266e+00 -3.24684684e+00 -4.17882576e+00 1.64811924e+00 8.33422030e-01 2.16494300e+00 8.04813169e-01 3.83780595e-01 -1.50251177e+00 1.42508655e+00 4.68893255e-03 2.31470582e+00 -1.08326845e+00 1.02213285e+00 1.43058739e-01 -1.84873947e-01 -2.04844239e-01 1.62111450e+00] Distance 4.657696985745156 Each least square approximations [-3.74622495 6.04665788 -2.6626522 6.27029586 1.89151279 -0.53726328 0.53744809 3.47429615 -4.35722413 2.57846461 0.03330182 -1.34174021 1.8183705 2.03127945 0.58100444 0.53468847 -0.21478226 2.88458577 2.26437453 -0.13789239] Distance 8.277112887215553 Each least square approximations [ 1.25627620e+01 -6.72481252e+00 -6.89162023e-02 1.06969133e+00 5.61554572e-01 1.10393958e+00 -1.67081716e+00 -3.19718246e-04 1.89504761e+00 4.19164350e-01 -4.35723496e-04 8.87416572e-01 -1.62831255e+00 4.13235973e-01 7.96713676e-02 -6.49938021e-01 6.93586211e-01 4.92245301e-01 -1.64525927e-02 2.78122006e-01] Distance 3.690099995874175 Each least square approximations [10.00942383 -1.9072009 -3.44373224 1.26238738 -0.3875998 1.05519034 -1.60900631 -0.63565551 -0.80113829 2.81292727 2.3813953 1.82345808 1.67094486 -1.99735055 0.32345075 -0.02158084 0.89899508 -0.59761823 -0.39404736 0.54387036] Distance 9.118936936660317 Each least square approximations [-8.08726072 -5.52012659 -2.74458351 -2.2113612 -1.34165078 3.82639597 0.35680467 0.13734863 -0.19294982 0.70148761 1.15517212 1.73682568 -1.26114063 -0.26320526 1.67220541 3.46367817 -2.33397326 2.65413862 1.27366544 -2.33228368] Distance 8.060453940105194 Each least square approximations [-9.88605808 6.04108846 0.76249283 -2.74653177 -1.60434014 -1.20195279 3.22092004 -0.21405547 1.39163571 -1.13517865 3.40073384 3.19571739 0.91966638 -1.39819429 -0.91984476 -0.04592011 0.15521883 2.72675125 0.89703479 -0.19122978] Distance 6.082688348533797 Each least square approximations [-8.29395744 -0.83076584 6.89991549 1.07507844 0.17476429 -0.16997542 -0.60797062 0.64109427 -2.96295068 -1.98571958 -1.1847802 0.27877924 1.92624667 0.26966779 1.24730383 2.71094707 0.99051668 -0.93495135 -0.24638732 -0.82576586] Distance 9.064752296956703 Each least square approximations [ 8.73249563 -4.9782836 2.88449535 -1.82243991 -2.06687632 0.05406539 -2.04314516 2.28004921 1.72722218 3.42588451 -3.74592058 -0.04203458 0.49027534 -0.86104489 1.85803462 2.22429277 0.10610541 -3.25686735 0.65130383 0.15891775] Distance 7.430440865833395 Each least square approximations [ 8.50410066 5.42921171 -0.71041702 -0.81279888 3.21424335 -1.33030866 0.33003711 -2.52909775 -2.10032447 -2.93771341 2.3579431 -2.12830939 -3.24943828 1.43504812 -0.23624776 -2.39119572 0.70178394 -0.06531325 -1.95899734 -1.47325263] Distance 7.81973748627777 Each least square approximations [11.16839872 -5.0525845 1.07399146 1.13907073 1.11518027 2.79591595 -3.90517439 -0.20013099 1.82741999 0.40534173 1.14082873 -0.42481451 0.35726293 -0.56600311 -0.90829145 -0.81056996 -2.70632655 0.477772 -0.90220954 1.65269048] Distance 5.972138947447261 Each least square approximations [-10.407404 -3.70963673 -2.54960197 2.58101192 -1.81320272 -2.22487813 -1.58452261 -3.01495784 -0.27540502 0.77427203 -0.944891 0.37650216 0.14125764 1.17207033 -0.4340878 1.50305794 -1.82482579 0.55952293 -3.3179695 1.72720475] Distance 7.244407240614241 Each least square approximations [-9.32559173 4.94169076 0.40732198 2.02412196 -1.02546868 -1.83316176 -3.58188648 -0.69523604 -1.35500337 2.52733398 2.38336188 0.10194161 2.35136037 -1.3689262 -0.29532746 2.25345993 -0.99514489 0.26729257 2.16347982 -1.42531087] Distance 7.388686290939812 Each least square approximations [ 6.83481575 -2.35748985 -1.13278541 -0.7613387 -3.7170212 1.76078025 -1.15827713 -1.25469768 -2.04225424 -0.15970017 -3.16941985 -0.79988993 -0.29126588 -1.18400805 -0.13648086 -0.08841479 -0.24073805 -0.46733209 0.53469523 0.3512197 ] Distance 11.453226920990058 Each least square approximations [ 8.5034733 4.42466229 2.64604961 -2.74886726 1.55646102 -3.00419289 -4.46063386 -2.56526378 0.61232591 4.69251954 1.61741701 1.14032403 -0.32011519 0.2840624 0.21352102 0.53587082 0.29479006 1.1977673 -1.93002405 -0.40487613] Distance 6.754015965223328 Each least square approximations [-9.41983418 -3.95754906 0.27984839 -0.57143626 -3.23092684 -0.93938585 3.55038886 2.01022312 -0.36469218 1.88678499 -3.67166541 1.98391453 0.09174075 -1.39195333 -0.84244473 1.94676773 -0.83143499 -0.8747888 -1.3094866 -0.03240638] Distance 7.663449683632011 Each least square approximations [-6.67747234 0.60395943 -1.27516545 -3.1091868 -1.8043054 -3.02565565 1.74814028 1.10472918 -0.15320885 0.63017314 1.15138252 1.29624866 2.10790103 -0.05806798 -1.33432801 2.02581379 0.31894097 2.24529898 -1.25333985 -0.19428115] Distance 11.348218668753596 Each least square approximations [-9.49927487 0.11624662 0.47933034 -1.07444593 -1.8610512 0.25887809 1.5716387 5.18098801 -0.31346259 -0.02722265 -0.83374541 1.26197521 4.27269626 -0.73777073 -2.03611943 -0.95994083 0.61090571 -0.94492462 0.87589156 -0.62719636] Distance 8.31061252744928 Each least square approximations [ 9.14967191 1.67845452 0.45307872 0.32252239 0.98648719 -2.77095634 0.63606321 0.93540277 -1.81989574 0.89448921 -0.01955302 1.98311416 1.4346053 2.73735271 -0.76623703 0.06559691 -2.00694238 -2.23621622 1.55787622 -0.03783445] Distance 9.788034286426884 Each least square approximations [ 8.09758088 -0.41265051 -3.78724626 -2.06241891 1.57161301 -1.21817421 -4.93888906 -2.16365441 1.44373399 -1.57234908 0.92629121 -2.18618826 -0.05417606 1.27064216 -0.97256367 1.59662806 0.51645625 -0.08033491 0.10338682 -0.26629254] Distance 9.444417190053377 Each least square approximations [ 8.30083573 0.36425516 -2.95861077 -1.71088722 1.90026374 3.00544477 -0.85257362 -1.48646 3.65230472 -2.33516076 2.08550517 2.68261312 -1.14526282 0.95716287 0.07802364 2.23541111 -0.39735912 0.02170636 -2.29263659 0.0894163 ] Distance 9.106895579998058 Each least square approximations [-8.53417394 -0.39969347 -1.36260207 0.30461006 -0.23086081 -5.64466121 3.20134496 1.05806257 0.45157557 3.54404549 1.87967222 0.1297895 -0.03042989 -1.49356656 -1.28896201 1.06758504 0.04766278 1.83570045 0.32955088 1.01183613] Distance 8.840126407897488 Each least square approximations [-4.65232672 6.6095526 -1.10409577 3.46766501 0.82252977 -1.92259835 2.14862966 0.58775493 -3.3776335 0.36373004 -0.31076214 0.0600721 0.63317509 0.74530588 0.5123113 1.8574414 -0.58588117 3.84128379 -0.91904103 -0.18338815] Distance 9.923073796512249 Each least square approximations [ 8.68179405 -2.81287283 -1.65012813 2.40007038 0.10727055 3.20959366 -2.63439563 -0.76639839 2.33779091 1.09845729 0.52434 2.42593315 -0.23468057 1.98916164 -1.43224779 -0.55091782 -0.57661056 0.04631721 1.27686148 1.01916013] Distance 9.319413985547689 Each least square approximations [ 7.77819857 -1.81205858 -0.34107918 -0.73329426 2.33907924 3.38813582 -1.97870559 -2.32110092 -0.82417189 2.88025712 1.92217903 0.92418804 0.65874495 -2.33201863 -0.10197631 2.30958155 -0.4345823 -2.68637859 -0.1199828 0.24354767] Distance 9.785279087778598 Each least square approximations [-7.95157583 -4.72720655 -1.3158646 -2.77075279 -0.50309073 2.01020405 -0.1904012 0.45558082 0.6926535 0.01747791 0.38326016 4.15634136 0.43449552 -0.35478011 2.48852167 -0.7618307 -1.51271212 1.97521187 0.89825971 -1.32571668] Distance 9.241145142528275 Each least square approximations [-11.97240371 2.01982861 -3.09736806 -0.66031551 2.22344753 -1.84251766 2.4258139 2.87700894 -0.38140232 -0.97176019 2.78683877 0.95472481 0.12577488 -0.48940355 -2.19424579 -0.55099539 0.61291405 0.70654715 0.10028878 1.18299992] Distance 4.61402710837614 Each least square approximations [-8.3879828 -1.91431944 4.79659484 1.94232244 0.45008715 2.40314898 1.80728568 0.13474529 -1.86953968 0.36442358 -0.64928716 0.58095586 0.66299964 -0.34644332 0.79585448 3.11605172 -0.81852075 -2.42410604 1.29135201 -0.58366061] Distance 9.206192643283059 Each least square approximations [ 7.58555814 -1.93011189 2.1238521 0.57444781 1.51435745 0.02579747 -3.64341483 2.40692589 0.16899867 3.28720451 0.39200185 -2.15681284 2.03413352 0.58477178 0.88974768 -0.37493693 0.570032 -4.75416145 0.67801141 -0.3996971 ] Distance 9.305734370510269 Each least square approximations [ 8.84331855 4.48045894 -3.38230884 -2.75007249 1.01259367 -0.43087193 -1.1115988 -3.09148283 -2.08245182 0.07441822 0.82523357 -0.81342803 -2.55228941 1.0481232 -1.01722239 -1.86720303 -0.66737677 -0.32564237 0.84844446 -1.4934435 ] Distance 8.249680898869428 Each least square approximations [ 1.00700224e+01 -1.86046162e+00 -3.09905267e-01 -2.99188012e-01 -2.02243963e-01 1.58876039e+00 -1.81434054e+00 -3.32029670e+00 6.68265588e-01 2.44040961e+00 -4.76268350e-01 1.68758755e+00 2.03616347e-01 -8.27930680e-01 6.76270826e-03 2.27582642e+00 -1.33261351e+00 1.89517400e+00 -1.64363824e+00 4.52998589e-01] Distance 8.548225949046458 Each least square approximations [-11.46492645 0.33171875 -3.2323683 2.90616612 -0.10947821 -1.53103171 0.65722945 -2.58022016 0.46753898 0.55850493 -0.66437679 -0.68207764 -0.48267848 -0.10946363 0.55327422 0.46412132 -1.63368256 0.12300564 0.34227599 0.65695925] Distance 7.30292650890394 Each least square approximations [-7.25696044 4.77628782 -5.39943738 2.08990406 -3.31111123 -1.92113074 -0.53406569 1.83590973 -2.531559 1.59610075 -2.13469287 -0.37054543 -0.22438946 -0.59377003 -0.98024209 -0.4082127 0.30730772 0.41117642 0.15006912 -1.14392314] Distance 7.2883455146795475 Each least square approximations [ 7.73454766 0.70383887 0.9061201 -1.44160345 -1.17139305 2.86016457 -4.07167385 -1.5459887 1.01386687 -0.98892526 -1.77200846 0.92266863 0.61919342 0.20410529 0.09429083 0.81927855 0.86938277 -0.80437105 -1.48740655 0.22189801] Distance 9.73126378569484 Each least square approximations [ 9.26247373 0.38575383 -3.37942521 -3.13525588 2.1651911 -0.72935598 -0.42403724 -0.59867966 0.84265699 0.70350435 3.03738141 -2.12384906 -0.73589858 -1.6980767 0.35623079 1.50071754 -0.91120667 0.06085932 -0.83362548 0.19752294] Distance 7.8701538614263775 Each least square approximations [-10.78431876 -3.89292177 -1.12191631 -1.3352774 1.07428439 -0.79375199 -1.4667296 0.66676888 -0.53801427 -0.81878071 2.09196827 0.78016414 -0.20142211 -0.12401787 -1.64431107 0.12275495 -0.13120296 0.17598642 -1.28259582 2.20815661] Distance 6.560235730440973 Each least square approximations [-9.25638322 1.17290376 -0.86346943 -2.00068612 -1.15194021 0.79622443 -0.96916587 0.04822615 0.59077057 2.96124915 0.09375312 3.18796656 -0.12873284 -0.51958101 -0.63951847 -0.46366174 1.3022017 0.51031179 -1.42625146 -0.77680003] Distance 8.814882738755998 Each least square approximations [-9.62892588 -3.43334025 2.13580959 -0.09262193 -3.06584795 0.1168032 0.02759602 -0.74082573 -0.53800896 0.1734406 -0.10356806 0.13191709 1.44036036 -3.14575718 -0.27250873 -0.9894222 -0.47685199 -0.94031624 0.0840863 0.03984836] Distance 7.9796649366422665 Each least square approximations [ 8.43619312 -3.06876506 4.84937851 -0.68479795 2.04449185 0.02156864 1.60728517 0.7902138 -1.74370465 -0.62990549 1.7224034 1.19198574 2.45332818 1.15488224 0.9680447 -1.83141813 -0.94994728 -0.58493501 -0.46913898 1.45653393] Distance 7.885971485157526 Each least square approximations [ 8.42511037 3.28232614 1.24798409 -3.12522548 0.78447399 0.0456708 -2.47655677 2.08260581 0.73228118 -1.19403403 2.51882414 -0.81917089 -0.88353502 0.56696072 0.1642523 1.94870355 -0.79284099 -1.31560951 0.87134508 -1.6928335 ] Distance 8.552573499514295 Each least square approximations [11.48134267 1.77767342 -0.50642697 -1.96633285 2.9118816 -1.22280737 2.78033282 0.72497577 -2.02370454 -0.78088661 2.07099346 0.89881276 -0.39589057 -0.43805732 0.65670165 1.70925364 0.45107289 2.48507771 -1.13481207 -0.96714228] Distance 4.214665143546057 Each least square approximations [-9.76049586 -0.70796737 1.75076694 0.34352687 0.09822076 0.77565343 0.12112581 -0.72237193 3.84438947 1.4626057 -1.14021208 -1.3359037 1.11398049 -1.65684768 -1.01507037 -2.09976262 -0.85437312 0.80468632 -0.72809845 0.82487445] Distance 8.067671688662875 Each least square approximations [-8.44400541 4.01001854 -5.16710885 0.6427456 1.03393527 -0.63531123 -0.8035176 1.52128533 -0.32450211 -1.33775094 1.10108 -0.46269538 1.3922784 0.95331192 -1.56323914 -1.94067821 -0.17242764 0.00961028 -0.18672752 1.18720772] Distance 8.25462678635037 Each least square approximations [ 7.59375005e+00 9.96147911e-01 5.21572953e-01 -2.52356805e+00 -2.14291267e-01 2.30487583e+00 -3.34840136e+00 -1.30320350e+00 -1.73409074e+00 7.50444150e-01 -2.28705128e+00 -1.54727200e-02 -2.45996726e-01 9.24673757e-01 4.27037437e-03 -2.49602793e-02 6.93264128e-01 -6.69599298e-01 1.02000783e+00 -3.61205519e-01] Distance 10.272991046084796 Each least square approximations [ 8.32548691 -0.59859137 -1.81869817 -3.52888255 1.97499814 0.00853189 -1.33378544 -0.74423323 0.33342999 3.90544302 1.17944748 -0.39544512 -1.414065 1.18955434 4.07833816 -0.49972102 1.87842472 -0.27130825 0.64859614 0.02149992] Distance 8.24741993205224 Each least square approximations [-9.18506144 -1.33120179 -2.75425727 -0.49585825 0.83536185 0.24873161 -0.78989981 4.63940809 -0.15070187 -0.93654914 -1.92829282 -0.2658377 1.92207154 -2.59721881 1.95995955 -0.59118512 -1.76588777 0.22502565 -0.37064628 -0.78291016] Distance 7.797548425635324 Each least square approximations [-8.97618205 -0.32624969 0.7934199 -2.99596815 0.65145575 -0.31034242 0.52235563 1.47889302 2.91149949 1.21062391 -2.05511892 -1.28205879 0.94153569 -0.1424151 -0.29792324 -0.1056265 1.1992144 -0.06491251 0.35937321 -0.91150275] Distance 9.403978661117677 Each least square approximations [-1.02208320e+01 -1.62095563e+00 1.12994787e+00 -1.26295067e+00 3.08427042e+00 3.13380398e+00 6.42363921e-01 -2.38342421e+00 1.81410587e+00 3.00998135e-01 -7.27674878e-01 3.40808923e+00 8.69793765e-01 -1.66384936e+00 -1.05705386e+00 -1.52907462e+00 -2.65963894e-01 3.24440644e-01 -4.69229209e-03 3.07611216e-01] Distance 6.538276185441704 Each least square approximations [ 9.8023661 1.43513645 2.86749599 0.57069734 0.887591 2.51179967 2.67458197 -1.3216617 -0.63093229 2.52895201 1.31991324 0.19330982 1.08237864 -2.44332549 0.63308329 -1.205127 0.33690245 -0.87405925 2.17133301 0.44086776] Distance 7.407573050439836 Each least square approximations [ 7.19975693 2.69344192 -0.1815324 -4.09119652 3.49886603 1.15162431 -0.98319622 -1.56171869 0.01821003 -1.17244881 0.96395651 0.0473553 -1.36418947 -0.96096533 -1.0868455 0.81479495 -0.28611325 -0.87866385 -0.12798735 -1.71394289] Distance 9.865998935328726 Each least square approximations [ 8.65519029 0.0247382 -2.77180359 -4.72722465 0.22392875 -1.90292896 -2.43954939 -1.74447452 -0.62654323 -1.20638691 1.60122658 2.76898661 -0.1907779 -0.44765026 -0.21905107 0.2128724 -2.64168522 -1.69600405 -0.44686809 0.8223382 ] Distance 7.756888209631807 Each least square approximations [-7.8931344 -0.75240763 1.9668641 4.61465546 -1.74399577 0.17318149 1.47467222 -0.56690334 1.14145035 0.97715384 -2.0917418 -1.17538655 -0.27933732 0.82445887 0.63848188 1.25900971 -1.65997212 -1.75924012 0.80422867 1.17326426] Distance 9.417004243261134 Each least square approximations [-5.45937173 3.43830774 -7.29778243 1.80470941 -2.62249187 -1.84760635 0.89558672 -0.17998422 -2.79504076 1.34646414 -0.74202102 1.56373044 -2.18361509 0.80072352 1.7875454 3.28273758 -1.48773994 1.2485977 -0.83432861 -2.31826327] Distance 8.491284098987808 Each least square approximations [ 9.28515206e+00 2.56383466e+00 -2.13753993e+00 -8.44136797e-01 -8.61520988e-01 5.21803842e+00 -8.06801341e-01 -4.97587650e-01 7.91674437e-02 -3.04345494e+00 2.75273583e-01 -1.01654061e+00 2.04723360e+00 -4.86603364e-01 -2.78516562e-01 6.94454456e-03 1.06789499e+00 2.13527364e+00 -9.48269815e-01 1.21469692e+00] Distance 8.562593335278187 Each least square approximations [ 9.16225986 2.03127942 -1.82819362 -5.0387817 3.7800881 3.31033545 -1.36886164 -1.35198203 0.11581365 -1.90465968 -0.12367207 1.56230076 0.77768801 -0.33640801 0.27607027 -1.24096439 -2.87436205 -1.36534141 -1.1416308 1.79227196] Distance 7.374746281504938 Each least square approximations [-10.18372922 -1.19208858 -3.51555392 -1.524194 3.96080566 -2.53194238 2.1313158 -2.70621278 2.21052575 1.29557811 1.26349286 2.31354646 -1.38760469 -0.94144945 -0.11041775 -0.51582534 -0.37491208 0.03442611 -0.10150458 0.49925507] Distance 7.240992890197995 Each least square approximations [-11.04668959 0.50458589 -3.16131027 -1.01971829 -1.61593504 -0.9868819 -1.56216712 -3.80921241 2.66330678 -0.32183136 1.12409168 -1.40759601 1.12772131 1.09677961 0.38924692 1.0259199 0.17941178 -1.23002773 -0.91822949 0.86402922] Distance 7.218388836385481 Each least square approximations [-8.91877992 -3.58033623 2.98940907 -2.01310111 -4.1575304 0.85570892 -3.22095089 -1.26156314 -1.06994312 0.46827862 0.66522697 0.23488528 2.21152952 0.5053339 1.23605142 -0.01804727 -0.31570024 -1.3681512 0.74356705 0.42909752] Distance 8.754032641007576 Each least square approximations [ 7.7748755 -1.94630636 4.25743666 -3.0942552 4.93135829 0.44180007 -3.10966813 -0.62066211 0.87155513 2.31938689 1.26508906 -0.45531389 1.05435783 2.46049697 0.59962782 0.16225239 1.18305517 -1.35274164 2.09880909 -0.58272241] Distance 8.557765977967712 Each least square approximations [13.97801711 0.21551849 1.754782 -0.4562074 -3.36487321 1.31540803 0.23753825 -0.34023647 0.98568294 1.12295042 0.45144641 0.04049278 -0.85752856 0.92386041 -1.04451834 -0.56503986 0.28886654 -0.29623487 -0.75929637 -0.59109646] Distance 2.176171422007992 Each least square approximations [ 9.9470056 -1.32476897 0.63263563 -3.30517002 -3.12006944 -1.21203426 2.24948226 0.59681528 2.4513553 1.43452355 -0.19504801 -1.62206421 1.97186001 0.12034632 2.22606494 3.40169478 0.1485548 1.06578483 -0.79475528 1.92572127] Distance 7.609692135138622 Each least square approximations [-12.48548398 1.55493692 3.72391666 -1.54586007 1.92311274 0.55416935 1.04950945 0.71391615 -2.12921003 1.32616721 -0.94360887 0.90144168 -0.86239639 -0.25048669 -0.04555048 -0.59688521 -1.05348829 -0.25266415 -0.76950616 -1.27489139] Distance 5.521183720195368 Each least square approximations [-5.89462191 4.85382954 -3.75395177 1.78793496 -0.79769927 -0.81202515 4.07347044 -0.92503686 -2.696077 0.02016842 0.24240431 1.55979196 -1.32518395 0.82426114 0.2599697 0.26731589 -2.99333799 -0.31372914 0.69271623 -0.32636209] Distance 9.256209615315893 Each least square approximations [ 7.95964451 1.80708635 0.52371911 -1.5497692 -1.71785997 4.1148446 -1.12076122 1.51592245 0.8486147 -0.6187354 0.39915679 -1.28772163 -0.86286594 1.00181379 0.03360353 0.53401055 -0.50516226 0.98628894 0.12296405 -0.03920955] Distance 10.152002539357394 Each least square approximations [ 8.74597539 -1.74221215 0.75447647 -1.78297084 5.47208193 1.30452522 -0.41064656 -1.33845653 1.38665711 -0.45633734 0.02756374 1.05875229 2.74162135 -1.63911187 1.49175853 -1.29927814 -0.97267795 1.46908246 -2.38987247 1.76230355] Distance 7.471636234647066 Each least square approximations [-7.16008262 -1.13213243 -5.88276596 -4.17933098 1.1919525 -1.5555354 2.31461712 -0.35533708 -0.26902571 -0.78984975 0.75783631 2.69256966 0.63057989 -2.32111206 2.53684209 -1.31255326 -1.1747812 1.76897413 0.17967352 0.99686747] Distance 7.749296344007467 Each least square approximations [-9.72389410e+00 -2.36622640e+00 9.66425819e-01 -2.57883613e+00 -2.35101099e+00 -7.63317642e-01 -1.51365446e+00 1.30262468e-01 3.00622130e+00 -9.82597047e-01 9.87847005e-01 -5.53461382e-01 -9.96562961e-01 3.89137115e-04 2.02736083e-01 1.36786961e+00 1.90537746e+00 -1.13946997e-01 8.00139439e-01 3.40714090e-01] Distance 8.200720621781517 Each least square approximations [-8.11005363 -2.69516908 5.26913992 -0.13377578 0.05997947 0.69697629 -0.20865071 -1.79789697 1.80755089 -0.26104861 2.45986584 0.42749257 1.09389266 -0.94547612 2.01225889 -0.77279491 0.85067485 0.02375035 0.84476315 -0.39144963] Distance 8.917196889153216 Each least square approximations [ 8.71110609 -1.85369503 2.66032044 -0.25523641 2.51292109 0.55607721 -3.03095841 -0.56558038 0.05812206 -0.75543087 0.74807748 -0.79229433 -0.83079367 0.07952061 1.13845132 0.07002285 1.42753958 -0.37383614 1.1915962 0.03461026] Distance 9.5941241427378 Each least square approximations [ 9.76040903 -0.29157611 0.07838807 -2.13503583 1.58811864 2.60155012 -0.54318968 -2.02130537 2.93446164 -0.8616836 0.75289384 0.26609043 -1.48156487 -0.86298219 -0.40802492 -0.58504352 0.41757004 0.3678153 -0.38840551 1.54797321] Distance 8.492050947108106 Each least square approximations [ 7.96141878 -1.06193802 -2.80318317 -3.38731497 -2.2077475 -0.31937583 -1.92093365 1.37117251 0.5833687 3.38994873 1.23005895 1.30083415 3.15947311 1.61368894 0.75529101 1.45934085 1.42943886 -0.65752433 -1.48740279 3.32014544] Distance 7.846814962220186 Each least square approximations [-9.36654575e+00 2.62120703e+00 2.04450203e+00 2.88551934e+00 -1.87076590e+00 1.58774249e-01 1.55718009e+00 2.50574527e+00 -2.22104440e-01 1.76711242e+00 -4.52653476e-03 9.63451225e-01 -1.40000605e+00 9.18937723e-01 -8.32876336e-01 -9.04600133e-01 -1.38179704e-01 -6.00337529e-01 -1.39235032e+00 -6.44256946e-01] Distance 8.45635039081575 Each least square approximations [-8.66271552 5.399199 -3.27361356 2.96998693 -0.81270213 -1.98437519 2.57897396 0.32581745 0.18741574 -3.25402621 1.1220715 -0.67844273 0.06066143 0.30071539 -0.30734665 1.14871132 -1.05757569 -0.06878581 -0.43346149 0.14062447] Distance 7.938236654403668 Each least square approximations [ 8.83775081 1.20411153 1.44063347 -2.66818032 -3.21563955 3.08317215 -2.64545026 -1.55584893 -0.36869551 0.80577119 -1.05379942 -1.05721843 -0.71011632 0.76272055 -0.09104472 0.86482637 -0.71871896 2.78408461 0.59410338 0.55450659] Distance 9.02691077476299 Each least square approximations [10.22383917 -1.5789702 -0.32848248 -3.11662777 2.92245714 -1.07031492 -2.63505865 -1.23221871 0.82931701 0.1935388 0.43566034 1.08197685 0.8773692 -0.89064773 0.7802068 -0.72729659 1.93419496 -0.609058 0.30687092 -0.95150024] Distance 8.270250207604818 Each least square approximations [-7.6380822 -5.19436877 -4.50750852 -0.87277881 -0.42361086 -0.38406936 1.23095923 -0.13272634 0.04907449 -2.0571987 -0.38138593 0.56741155 0.8426454 -2.15872628 0.50216448 -0.48439219 -3.93102227 0.54774159 -2.53855026 0.28824731] Distance 8.496144243528585 Each least square approximations [-9.03783498 0.67131536 2.94447298 -5.13675249 -2.26881584 -2.42859989 -0.42916403 -0.7015407 2.01984204 -0.02244321 -1.55396527 0.5694126 -1.77709385 2.25326684 -0.20279451 1.06432925 0.95447192 0.5035565 -0.57149983 -0.38896963] Distance 8.154896175511782 Each least square approximations [-9.89395686 -2.72884619 4.41190089 -0.40252333 -0.59114433 0.3566738 0.66878657 0.48700104 2.42013633 0.7480846 1.4022638 0.98491775 2.74308409 -0.09823398 0.4003139 0.85203863 0.15838733 2.32237605 0.63465171 -0.83715742] Distance 7.928679680881397 Each least square approximations [12.83261688 0.03545032 1.56221717 1.53688026 1.40342144 -0.54735715 -1.14349379 -1.37148948 2.30847377 -2.52636346 0.54614806 0.51246291 -0.2959005 -1.03793242 -2.22005836 0.80605494 0.91331798 -0.38956273 -0.84929939 0.75527145] Distance 4.129602587299522 Each least square approximations [ 8.00479149 2.03870599 1.98379751 -3.62471762 3.81397821 1.18279807 -1.75199707 -2.73530296 1.65501988 -1.65796762 1.27958458 0.26870908 -0.78909973 0.83393802 0.39579921 -0.13107088 1.33880805 0.60694894 1.31376077 0.59507924] Distance 9.410120646211366 Each least square approximations [ 8.88156059 -1.73808479 -1.12827078 -4.11384892 -0.03066416 0.70158826 -2.65392248 0.09663726 0.84040281 0.47642221 2.45686992 2.99703273 0.06069339 2.06872083 3.1540654 1.63818165 1.68155067 -0.37379127 -1.36922211 2.38059287] Distance 7.890684242255106 Each least square approximations [-8.21112649 -1.42736148 1.99803272 4.01366036 -1.15130866 -0.07868013 -0.04881452 2.13348148 0.83429442 3.40296868 -2.10112144 0.72176467 -1.93328609 0.80626102 0.09062064 2.2127382 -0.28287196 0.79901966 -0.80804694 1.84491292] Distance 9.30366094493959 Each least square approximations [-6.41347916 4.24014998 -6.93272178 1.18191103 -1.89945047 -2.11118602 -0.60322408 1.95987767 -1.65724478 0.14267236 -1.13230217 0.75254086 -0.3837558 0.95108527 0.61987911 0.24150482 -0.16457613 1.15568489 0.89690751 -0.12852376] Distance 8.482268011822512 Each least square approximations [ 8.29119479 1.14650271 0.69217049 -1.09364253 -1.18925763 3.82828276 -2.99203237 -1.8197555 0.23934005 -1.31133954 -1.23475746 0.62022608 0.84548305 -0.1090875 -0.16893642 -0.70704266 1.0243749 -0.11682106 -1.31726113 0.36349921] Distance 9.651126750003542 Each least square approximations [ 9.5752571 0.51531257 -3.97028826 -3.73075591 1.71136307 0.80265793 -0.14393813 0.58362918 -0.90178358 0.28493037 1.70220216 -2.02101771 -0.73274406 -2.16206929 1.38622956 0.93328341 -0.2921819 -0.93919712 0.68197858 0.43580548] Distance 7.616635754659477 Each least square approximations [-9.40998482 -3.13045633 -3.021157 -0.6028603 2.87639992 0.78400446 -0.171246 1.14979191 -0.0184186 -1.67561096 0.52931573 -0.69742457 -1.84156998 -1.70695641 1.31874854 2.64027932 0.26002194 -0.37339772 -1.0328338 0.66568568] Distance 7.91823685836217 Each least square approximations [-9.29203342 2.1752747 0.02434969 -2.38359456 -1.00499464 2.62237006 0.04280546 -1.15209253 0.54710048 2.45993166 0.03373444 0.77962862 -1.05887477 0.02692747 0.78114981 -0.86011165 0.50064099 0.44094082 -1.14802457 0.83189504] Distance 9.122771732218355 Each least square approximations [-9.09523286 -3.81314097 2.90236086 -1.52351577 -1.29570629 1.32403906 -1.9745903 -0.47148953 -2.24367168 -0.2598877 -0.53983906 1.11018626 0.66572974 -1.16925409 0.56859641 -0.76719785 -0.65130429 0.65329431 -1.87239115 -1.2175651 ] Distance 8.3865894207431 Each least square approximations [ 8.82457983 -2.54969496 4.97175667 -1.14065719 2.12415566 1.73325093 1.13494692 1.09883537 -1.60523136 0.38861407 0.09096207 0.89240049 1.48587812 1.70076929 0.4818052 -0.6889768 0.50516358 0.11742392 0.63628708 -1.19049655] Distance 8.321485931858687 Each least square approximations [ 8.85047906 2.7345225 2.81432515 -2.05447557 1.48050603 0.64898176 -1.58625152 0.65213823 -0.21265538 -0.44620934 2.1917724 -0.6833772 -0.38071192 0.34563946 1.07898842 0.73683561 -1.24164946 -0.25951118 0.19162783 -0.61342727] Distance 9.384566069816147 Each least square approximations [10.83925607 0.46529354 0.85554683 -3.6749335 0.81273107 -2.013963 1.38316733 3.86840202 0.73703533 -1.06045462 -0.21757891 1.54462837 -0.26426225 -2.47825221 -0.1682069 0.96590074 0.10836291 1.09132616 -1.3145229 0.14310003] Distance 5.772432692483628 Each least square approximations [-9.00901445 -1.18097169 2.83608197 1.95224533 -1.48898126 0.64187492 0.48766963 -0.57045655 0.5944103 2.59245605 -2.34574395 -0.25745512 0.60345207 -0.23274393 0.69000502 -1.55051552 -0.99079697 -0.31097872 -0.72181364 1.41966256] Distance 9.160951450945024 Each least square approximations [-10.63480373 3.97433097 0.45234398 -1.10858364 -4.11159474 0.38401057 1.78206073 -1.32390891 -0.50000987 -1.01175496 -0.019838 -0.67329745 -0.34221971 -0.61890269 -0.31370226 -0.02226843 0.15464389 -0.64108199 -0.94077171 0.09997355] Distance 7.022268923214965 Each least square approximations [ 4.02639384 0.80920502 1.79664175 -2.8626409 -1.70457764 0.93412448 -3.03976497 -2.13711323 -1.00951919 -3.06471137 -3.13158439 -1.66649731 -0.74138477 0.95256315 0.50844922 -0.28176462 1.89544668 1.69206752 0.98524737 0.09925624] Distance 11.277229418589808 Each least square approximations [ 5.87466177 1.603092 1.90368233 -3.02590283 4.97695949 -3.46321485 -1.08304289 0.45378742 3.13667606 1.90926433 1.35890631 0.00785262 -0.77902611 0.54774728 1.70171209 0.05086451 0.60845541 1.39936968 1.17672662 -0.36549389] Distance 9.710326059417438 Each least square approximations [-6.17482118 -1.34804011 -2.47176094 -2.56426616 -2.21587775 -2.32233521 3.48532791 -0.47348695 -2.30670335 -1.97364762 -2.13708597 2.2525649 2.51070862 -0.60739173 0.40380516 0.53819602 -0.934453 0.08530409 -3.63455607 -0.06586264] Distance 9.481272076133308 Each least square approximations [-6.1700539 -5.10835764 1.94680654 -1.65092843 -2.83790319 -3.82303648 1.88440659 0.66793756 -0.36688522 1.7413242 -1.11946406 -0.74253213 -0.12808683 0.34109248 -0.99042014 2.25618777 0.47183232 0.68338523 -1.40792454 -1.19928791] Distance 9.625236424880832 Each least square approximations [-7.96520472 -1.4870066 -0.73657809 1.70355923 -1.62087266 1.12682586 1.28411144 1.82737964 2.80425974 0.19418069 3.27980167 3.51772841 1.44757738 -0.75916949 1.50516952 -1.16845135 -0.60312361 2.15333257 -1.35035463 -0.32762852] Distance 9.11180820297723 Each least square approximations [ 8.72714291 1.84788 2.05427695 2.54611648 -0.155091 -0.32481841 -0.3166147 1.46842963 -1.5139399 -2.62226868 2.45394619 1.50113906 -0.5908839 1.31086757 -2.47331272 -0.25310108 -1.97511947 -0.92712557 1.3517508 -0.44257912] Distance 8.951815200669664 Each least square approximations [ 5.81396208 -3.92242547 -2.30668 -3.66404842 2.60533947 0.78621682 -4.01003075 0.48213597 0.94252475 -2.89259612 1.48575711 0.39926586 -1.05698301 -1.94906421 0.54003548 2.27459405 1.37951507 -2.01962791 0.570134 -0.29727556] Distance 9.231802580587932 Each least square approximations [ 7.08023639e+00 3.58157941e+00 -2.04678199e+00 -1.32819896e+00 -8.92021907e-01 -2.95156752e-01 -3.96796747e+00 -4.82966480e-01 1.95921860e-01 -1.02226110e+00 1.71219999e+00 3.20892447e+00 1.63932047e+00 1.58551457e+00 2.20453726e+00 -2.72340699e-03 7.62921486e-01 1.76460199e+00 1.25591384e+00 -4.01821717e-01] Distance 9.470897564209299 Each least square approximations [-5.67162041 4.04900814 1.52641582 0.59339417 -3.4414708 -2.36089537 0.70506778 1.16288413 3.48696039 2.6706961 -0.38259505 -0.83252907 -1.4214711 -0.69742309 0.76957554 1.41568743 0.28151931 -0.46816378 1.49947694 0.88383008] Distance 10.30555898850351 Each least square approximations [-7.05938059 3.0055784 -7.06284041 2.15385743 -2.37345183 0.48605602 0.3016779 1.12246466 -2.05649094 2.79718751 -1.11169458 0.62285137 0.70832445 -0.4190442 -0.1643611 2.16829462 -0.21802611 0.20378707 -1.79730404 -1.54420519] Distance 8.181605695357446 Each least square approximations [ 8.74949671 0.17826529 -2.1810285 -1.84813013 -0.57837865 2.94587529 -3.31739502 -2.74560262 -1.91782193 -1.43151966 -1.64984059 -1.50381071 -0.16067505 1.74571145 -0.64884257 0.41858268 1.67437811 -0.55842739 -1.51785416 0.20867967] Distance 8.954337333341357 Each least square approximations [ 9.44460604 1.78617783 -4.76948917 -2.06826624 2.45484324 0.85207396 -1.48250589 -0.39781826 1.79247322 -0.22063369 2.52048138 0.92213395 -0.0301823 1.66162419 0.0985292 -0.97559533 -1.97403954 0.62598012 -0.70909706 2.07241183] Distance 7.780589640188472 Each least square approximations [-11.39742095 -2.63412038 -2.82040993 -1.19198165 0.67814287 -2.14330346 -0.12964249 0.2713776 0.70862623 2.73159001 4.25900883 0.13207108 0.8667458 0.07996127 0.1386089 1.44796805 -0.35091522 -0.04401889 -1.54401667 -0.59016144] Distance 5.396919076171377 Each least square approximations [-9.41960664 2.24730762 -0.49249438 -2.85365058 -0.27425099 0.15716058 -1.66011456 -1.86767858 -0.03246042 1.7864326 0.94246791 2.33420718 1.10124574 -0.68272922 -1.41709199 1.66212748 1.05500703 -1.68309369 -1.59077015 0.08122246] Distance 9.020315760162434 Each least square approximations [-10.77522527 -2.53766953 2.64557101 -1.04700061 -2.78973591 -1.41834503 -2.75673466 0.30257968 -0.91468416 -2.78100446 1.71328985 0.56914556 0.8828077 -0.81538962 -0.30761537 -2.37933126 -0.01537043 -0.75065245 0.04553852 1.31656245] Distance 6.548452212944456 Each least square approximations [ 8.80673297 -2.58230057 3.00042512 -3.26508653 1.41962821 2.71173709 -0.47182757 -0.84969567 -0.18846266 0.11713138 1.70034734 0.30145566 0.75020006 1.71803018 -0.81330246 -0.35184988 1.13629858 -1.96295622 1.14475344 2.02757114] Distance 8.957500354360278 Each least square approximations [10.58428174 2.60393692 1.40156117 -1.75605405 -0.36862517 -2.04921687 -0.74244811 0.63092157 0.44970678 -1.4310911 2.83943247 0.08272954 -1.92018696 0.741312 -1.20271246 1.30782817 -1.35868199 -0.3850044 1.12440149 0.83929136] Distance 7.843546499853313 Each least square approximations [11.43187484 -2.18972879 -3.91001107 -0.36007204 -0.86987461 -3.28577494 1.56374235 -0.21885094 0.857633 -0.26660219 1.03721249 -1.67964111 -1.49033014 -0.59792107 -0.29316757 1.39851542 1.40961822 0.42249497 0.32360488 1.49015434] Distance 5.794462494842799 Each least square approximations [-10.56624988 -0.85073677 3.04401349 0.13552231 0.45859684 -0.57853411 -0.3671935 -1.77904676 2.50077139 0.73807697 -0.94934864 0.03442255 -0.48381105 -0.06419917 -0.29709543 -2.24038913 1.13320574 0.14717564 -1.49634206 0.30221888] Distance 8.375894956243162 Each least square approximations [-5.36262792 2.46066145 -5.04439556 3.78646029 0.55767188 -4.43266184 3.05798196 1.59179233 -1.50877731 -2.39599113 1.19480727 1.48843188 -1.11706111 0.7844905 -0.75202262 -0.18099473 -3.86929105 0.97565939 1.29320438 0.93695107] Distance 8.609865907031342 Each least square approximations [ 8.16792961 2.97545742 2.69766539 -2.26624772 -0.66654333 4.777977 -2.27689081 0.08430277 1.73847227 0.63251635 2.18768075 -0.27014462 0.4302583 0.38203042 -0.17231508 -0.13715644 -0.03912235 0.61807039 1.32396593 0.75737334] Distance 9.238408759837396 Each least square approximations [ 8.84506329 -6.52325569 -0.07512566 -2.56951748 3.48228271 -0.60870144 -1.04596289 -1.35722235 2.90279877 -1.28316446 -3.02015261 -2.75171171 -0.57290012 -1.17982452 -0.80206636 0.68399907 1.25289329 -0.58145531 1.80984052 1.82429886] Distance 5.67694716390134 Each least square approximations [-5.03316671 -3.74679131 -6.80045199 1.94459287 1.08973518 0.55439328 0.44100142 0.97151151 -1.94476427 -2.46923621 1.80533107 0.85587185 -0.95248185 -2.87191943 -1.4257431 -1.45933942 -2.71477101 0.82380853 -1.0481692 -0.4608396 ] Distance 9.197025839347646 Each least square approximations [-8.88612146 1.55576071 2.02163172 -2.09909244 -2.69430731 0.67146013 -2.5987409 -0.41645874 1.68854944 0.3422963 -2.39982941 0.40712963 -0.85215785 0.65436493 1.33969491 -0.50861349 1.7344137 1.78504181 -1.42070923 -0.13788037] Distance 9.397796511078269 Each least square approximations [-7.142339 -2.04639683 4.78521953 -0.65078745 -3.0097549 1.79717977 -2.39316166 -1.33207417 3.38145667 2.76198605 -1.36878474 -0.6082688 -0.23221589 -0.35928249 1.3922388 1.45715239 0.1265068 0.59023041 -1.62068043 -0.77111117] Distance 9.25830212077601 Each least square approximations [ 8.85422656 -1.09097081 2.73089412 -3.39979886 2.71194079 -0.11511359 -1.77852521 -0.86236394 0.72962476 -0.59761041 0.58761832 -0.86909274 -0.89668348 -1.75158063 0.36927351 -0.93876874 -1.11053002 2.34752473 -1.89354864 -1.70684231] Distance 9.11942998003505 Each least square approximations [ 6.8701545 2.38406176 2.7010224 -4.91304342 5.12708911 2.328596 0.69683681 1.99644969 2.05553223 -0.12664284 -0.7023543 0.65554735 -0.02751717 0.8063726 0.31011548 -1.31191654 0.80702295 0.6214895 0.73484989 0.47009765] Distance 9.123446607887745 Each least square approximations [ 7.04378708 -3.48242624 1.55366079 -5.43110843 0.42083221 -2.09114311 -1.37128769 0.72488326 0.40515938 2.43300704 2.16306756 1.73072545 -0.01516564 2.37530589 1.21752389 1.08569039 -0.21063082 0.58570451 -0.34735875 -0.20904206] Distance 9.483853079611016 Each least square approximations [-7.46206651 -2.37623044 4.73786281 2.62805262 -0.2402169 0.83910822 -0.89130944 2.57315805 0.34480822 2.82105549 -0.06451924 -0.78938842 -0.26552215 1.24832102 -0.45422041 0.66153662 -0.40314957 2.02570714 -0.37427994 1.20990163] Distance 9.872077942872297 Each least square approximations [-6.18130684 3.83634133 -5.85301083 3.97065792 1.76094816 -4.70247358 4.17465893 2.28746749 -1.93764158 -2.96579998 1.04171412 1.54765266 -1.8798099 -0.02947597 -0.28660923 -0.30848487 -2.15219585 1.88781432 0.57429897 0.47767248] Distance 6.215543046732821 Each least square approximations [ 9.87925455 3.22036279 2.31450799 -2.26749679 -0.61643682 4.92808832 -2.73608044 -0.45313768 1.52914205 0.80981015 1.7195211 -0.29126646 0.33606616 0.37038951 -0.14979131 -0.02455353 -0.58024573 0.50397031 0.97934 0.69445031] Distance 7.667239984912072 Each least square approximations [ 9.93443994 -6.90568664 -1.25971191 -4.3285265 3.59003703 -0.45019421 -0.88899156 -0.05715465 -0.62206288 -1.12550871 -2.01362431 -0.09333744 0.73406961 -0.4949555 -0.80701249 0.81199135 1.744857 -0.90380603 0.29528319 0.13036039] Distance 5.058406122236632 Each least square approximations [-6.72893848 -4.56581953 -7.2740281 2.59851923 1.85748818 0.88894466 0.60381064 -0.3378844 -0.3180299 -2.20045744 0.74747064 1.56534909 -0.65254799 -2.69061782 -0.31090688 -1.44310942 -2.73910419 1.52148739 -0.23946509 -0.36709579] Distance 7.722637318896151 Each least square approximations [-10.39987486 1.09989416 3.13419288 -4.63523599 -2.39085534 -0.84944944 -3.66933218 -0.79249544 1.01440966 0.45488447 -1.95984593 0.12166318 -0.80440492 1.41185596 1.77573324 -1.90382551 1.06949483 0.96141509 -0.90563404 0.8911148 ] Distance 6.209346135061582 Each least square approximations [-8.20526869 -1.75536909 7.24762351 -1.96581343 -3.07050371 2.02050676 -1.04159129 -1.86474279 2.30132451 2.01223067 -0.53417828 -0.11035667 -0.62318108 -0.76741941 0.84594234 1.72941859 0.15901121 0.78125778 -0.16102927 0.23298912] Distance 7.618310688214639 Each least square approximations [10.49370034 -1.54712928 2.93213343 -3.43925115 3.2838226 0.9641018 -1.54180776 0.029443 1.94367386 -0.81406143 0.59058154 -1.18092865 -0.16483569 -1.90274285 0.31802275 -0.93819911 -0.23570497 1.52520818 -1.9359839 -0.79835394] Distance 7.30380018454999 Each least square approximations [ 8.19348408 3.10479598 4.3689333 -5.29360503 4.41977682 2.75160547 0.43443378 -0.82806798 0.79227136 -0.70437469 0.67074992 0.2732886 -0.18697836 0.32920515 -0.41856635 -0.3204084 0.9136861 0.05540497 1.0734592 0.0204534 ] Distance 7.875953096854688 Each least square approximations [ 8.25217186 -4.72034797 0.82087884 -5.95588828 0.6158124 -1.92172992 -0.73804928 1.48476465 -0.20198402 2.26132979 2.01773517 1.52757395 0.31292478 1.64455884 1.22213459 1.50746279 -0.85674956 0.12634428 -0.69617953 0.55117692] Distance 8.058518345761465 Each least square approximations [-8.63242426 -3.07897842 5.3064477 4.06519596 0.27270702 0.73193465 -0.68487455 2.60692041 0.96220073 3.14432809 -0.71639875 -0.27681334 -0.64536283 1.49262942 -0.61742882 0.72474146 -1.00938724 1.15843191 -0.21615494 1.05519089] Distance 7.932290827924014 Each least square approximations [-5.28986979 7.71150445 -2.24889004 5.47930216 -1.19602019 -1.17087505 1.55871064 1.08875475 -3.76498253 -2.52966872 0.9174598 0.31032044 -1.12724291 0.73227451 0.84400288 1.53100386 -1.18030495 0.48081162 2.04889053 1.62465391] Distance 7.368772059677475 Each least square approximations [ 1.10901856e+01 -1.36481163e+00 6.53569018e-01 -1.57651949e+00 -2.84548637e+00 9.30134237e-01 -1.03925835e+00 -1.37494111e-01 2.89805183e+00 3.55061993e-01 1.45699441e-02 1.98875620e-01 -6.52185601e-01 1.69963055e+00 -1.47793733e+00 2.82199351e-03 1.92597586e+00 2.60928806e+00 6.41847433e-01 1.47333272e+00] Distance 7.28635721374308 Each least square approximations [ 9.97920151e+00 -2.46995124e+00 8.09854879e-03 -2.22790105e+00 1.35334359e+00 1.45887582e+00 -1.98741357e+00 -5.92410058e-01 2.39036671e-01 1.13200254e+00 4.07336027e-01 1.80151276e+00 2.10169139e+00 -2.66843907e+00 8.81310401e-01 2.66357343e-01 5.35219550e-01 1.16549648e-01 -2.31809075e-01 -2.11236564e-01] Distance 9.03547238282563 Each least square approximations [-7.27283558 -5.55525092 -4.11799774 -3.86435383 0.1417602 2.28055827 0.27641555 -1.42976813 -1.2554819 -0.96226904 -0.78456831 2.51166936 -0.47311893 -0.71513075 0.99833818 0.67396275 -3.66957662 0.61807526 -1.51472355 -1.08977121] Distance 8.133438684371855 Each least square approximations [-10.27284802 2.01729856 2.23316688 -2.63396375 -2.97871979 -1.77652959 2.60006863 0.4196278 3.49785711 -1.53406674 1.40751737 0.80035637 -1.72640034 0.61692975 -0.42378779 0.44505774 1.18565695 2.88665141 -0.97110393 0.53916784] Distance 6.7580137102915545 Each least square approximations [-8.97803685 -3.29128636 5.93002227 1.12775182 -0.11232283 -1.15042827 1.45731012 -1.10031705 -0.23098924 -0.09658803 0.29640788 -0.22404491 3.15705367 0.92494373 1.63296553 3.1376719 0.03007764 -0.3761014 -1.77896485 -1.57427951] Distance 7.4978189524901175 Each least square approximations [11.63478064 -3.77030787 2.86336717 1.18214385 -1.27481181 -2.55947079 -1.75173122 0.86889998 1.6979143 0.92003782 -1.10590091 -3.11369187 -1.72394053 1.00114705 2.45450597 -0.43576114 0.0573752 -1.64020117 -0.12628963 -0.75308749] Distance 4.334817683909056 Each least square approximations [ 8.76125909 2.20426697 0.88521053 -1.59157102 2.93186765 -0.26789195 -1.45593138 -2.45927084 0.7415229 -2.2341611 2.11636381 -1.47635101 -1.75623518 1.10784832 -0.11852627 -2.31447916 1.32573834 0.17256595 -0.17837782 -1.61708883] Distance 9.486602006795644 Each least square approximations [ 9.93389453 -2.56814267 0.32952822 -2.43818561 -0.71844661 2.79923752 -3.02704848 1.52914689 1.64798821 0.90658387 1.73197172 2.58374904 1.6494918 1.19587666 1.85354162 1.06750445 -0.65637844 1.99235881 -0.87964489 2.84952137] Distance 7.1878627072753085 Each least square approximations [-9.479665 -1.13435475 -0.36206847 2.92861223 -3.47677505 -0.94659184 -0.20864794 1.54974357 -1.15355379 2.63574909 -1.14860317 0.77301563 -2.27442928 0.79778222 0.29614823 0.61272839 -2.90092322 1.11024262 -1.46074574 2.67838282] Distance 8.208046832410554 Each least square approximations [-6.09039198e+00 6.34026356e+00 -6.54289336e-01 8.37828612e-01 1.84456161e-01 -9.70320383e-01 1.89685888e+00 1.73693748e+00 -2.03349883e+00 1.54088471e-04 1.86665486e+00 -1.53431324e+00 5.37684484e-01 1.31753575e+00 -8.52323900e-01 -6.89416457e-01 -1.54013856e+00 3.39704467e+00 -9.18995277e-01 1.24817424e-02] Distance 9.882636514436449 Each least square approximations [ 8.97823222 -2.52443864 -0.91246375 0.46582402 -0.04556508 0.69392587 -1.48247765 2.19255565 0.94193861 0.0814387 -2.00671457 -0.70555657 0.65779153 2.61235875 -0.31421286 0.14936985 0.63625408 0.31502587 0.80712134 -0.67345409] Distance 10.085163222340817 Each least square approximations [ 8.28939722 -3.2943331 -0.19328742 -1.14949337 -0.59189608 1.189151 0.1006874 -0.20384714 0.38230111 4.58109864 2.0676662 -0.31721319 2.73613583 -1.3232758 0.40788127 0.93964567 0.82412915 0.16501461 0.48092623 -0.80309303] Distance 9.566424847019908 Each least square approximations [-6.9656607 -3.65912192 -1.9096589 -1.89906085 -1.09798649 1.60556114 0.58003886 1.30060177 -3.07111874 -0.35366127 -1.78655043 1.58161609 -0.90209663 -0.04888725 3.3557058 -0.63345634 -2.69091055 1.36468791 0.7001975 -0.73492394] Distance 9.939801906823442 Each least square approximations [-9.16631688 3.56100629 3.2031504 -0.53277009 0.34345351 -4.89814497 3.00016348 4.56463969 1.70076455 0.13278716 0.44851404 -0.06339013 -1.9502879 -0.45727631 0.92545249 -0.23400113 0.64133181 -0.63947922 1.12228554 0.23978428] Distance 6.345590054873377 Each least square approximations [-7.83596569 -0.79898469 3.10159855 0.40056418 0.08646698 1.88238738 2.92146154 -2.79252638 -1.64415554 0.64589496 2.18919382 2.96930206 2.44303626 -0.69239247 1.59889246 3.16240689 0.01849475 -0.63897293 -0.83757828 -0.13976907] Distance 9.114072678724767 Each least square approximations [ 8.75383029 0.49510094 2.30267502 3.17882899 -0.21036258 0.96364539 -2.88597702 2.94357689 -0.4240218 1.87275073 -0.61984709 -0.1641996 -0.94382352 -0.62791797 2.11577778 -1.70164887 -1.19931884 -4.0381071 1.36088372 -1.09592882] Distance 8.236174114865731 Each least square approximations [ 6.70600376 4.17504648 -0.4212079 -0.68145898 3.18344675 -0.93692051 -2.35880657 -1.50566217 -0.42698628 -4.49979572 0.31937425 -0.74761676 -0.44796011 -1.27514188 -1.51203731 -2.60445601 1.12720241 -1.31161665 0.07637265 -1.2704665 ] Distance 9.651486199155876 Each least square approximations [ 8.71613041 -0.09327062 0.44267786 -3.00111368 2.44443631 2.38130305 -3.44066049 -2.60078255 1.11231471 1.34698299 1.36027771 2.50887241 2.64354914 -0.06087234 -1.22901069 -1.67567197 -0.57596233 0.17881702 0.86342318 2.59563175] Distance 8.114943122384107 Each least square approximations [-8.83379822 -2.59487495 -2.28605774 2.76896509 -5.24983621 -0.85168962 0.31353189 -0.13436982 0.31385048 -0.22363174 0.56480361 -0.32795567 -0.7896597 1.24118513 0.20585306 0.52168044 -2.5016577 -1.35334335 -0.21846045 -0.29681252] Distance 8.619252982111522 Each least square approximations [-5.66112341 3.938092 -6.38748721 4.43782231 1.60346399 -2.0433378 1.92051148 3.10317175 -2.23405329 1.00258035 0.25480006 -0.5960551 1.74704528 -0.09300173 0.60823957 0.05634397 -1.27406807 1.32702727 1.9982941 0.24060991] Distance 9.260735114296894 Each least square approximations [ 1.50640345e+01 -2.32246879e-01 7.18497339e-01 5.09051458e-01 1.22981345e-01 -6.20779770e-01 1.54250264e-01 7.63431351e-01 -8.02444455e-01 -3.95003309e-01 -4.83183606e-01 -5.13700482e-01 -2.64001590e-01 -1.65378272e-02 1.36832562e-01 -9.14167394e-02 6.35032279e-02 3.80638854e-01 2.41011290e-01 8.39907968e-03] Distance 0.894080787968123 Each least square approximations [10.73879737 -2.94256785 -4.84615193 -1.91954673 0.69536494 -0.88003493 -1.75596247 -0.16890906 0.89442307 1.10404834 0.93967534 1.7650859 1.9829331 -0.14229511 1.70987532 -0.37755638 0.2745562 0.22767432 -0.45308422 0.12096124] Distance 7.890440478696228 Each least square approximations [-9.16772619 -4.45126011 -5.29088915 -0.37020001 1.22767695 2.34456482 1.28496187 0.12238972 -0.29986813 0.09116571 0.74019259 0.90648565 -0.70083702 -1.70563847 -0.03642064 1.23279475 -2.91299367 0.69580613 1.17899045 -1.75479461] Distance 8.406681096836106 Each least square approximations [-10.31264494 6.1378861 2.8804036 -2.09038355 -4.81057008 -2.17521977 0.47486741 -0.7463799 3.25243479 0.48062912 0.79646739 0.15312663 1.29533842 -1.94520688 0.15473847 0.51736637 -1.03402703 1.34677645 -1.63551015 0.83909961] Distance 4.725823471053826 Each least square approximations [-9.79878687 -1.54607552 6.44247229 -0.64870552 -1.56383121 0.56374303 -2.20826036 -0.50535162 -0.90579533 -1.18356015 -1.2310999 -0.55969376 1.56683258 1.17975182 0.65344412 0.60610587 0.08559949 0.2895806 -0.29277927 -0.28994379] Distance 8.601285116846437 Each least square approximations [10.37560159 -3.26593968 3.59128973 -3.49915185 1.00605215 0.770692 -1.60223492 0.77750662 1.79178694 3.36008981 -2.64659302 1.08349624 -0.46725923 -0.91736377 1.52641429 2.22540533 -0.42836868 -2.16662026 0.27405565 0.99645697] Distance 6.77912464846676 Each least square approximations [10.21164924 3.78665667 2.62243197 -1.65705313 4.26640827 -0.05417484 -0.04868398 -0.81941312 -0.97079974 -3.35319224 1.50060989 -1.51242616 -1.54874121 -1.00168276 -1.71808077 -2.43641237 0.40032 -1.16712514 -0.88783454 -0.80572129] Distance 7.215850274819234 Each least square approximations [10.83457432 -5.39572944 1.81670909 -3.35371476 0.49918763 0.51530468 -3.01308846 -0.0619517 1.89647551 0.72741693 3.15027163 -0.40912766 0.5822661 0.83339541 0.35630465 -0.26935923 -0.93643378 -0.25138441 -0.8759593 1.75073735] Distance 6.3476322692906875 Each least square approximations [-10.93998996 -4.50800216 1.5551546 2.15409766 -3.15350427 -0.61545807 -2.38115838 -0.20591132 0.21926786 2.29389804 0.54719825 -0.28703573 -1.2657594 2.5340673 0.30294554 0.17800788 -1.63771888 -0.08347437 -2.91674717 1.37743818] Distance 6.413248336309432 Each least square approximations [-6.29103917 6.10147691 -1.91601346 1.05578029 0.15802841 -1.20833953 1.36464672 1.62173146 -3.54337453 -0.96687775 1.34296519 -1.98780744 0.551584 1.40576569 -0.99572282 -2.10720336 -2.61641864 2.74563353 0.53223516 -0.44459784] Distance 8.944852822966018 Each least square approximations [ 9.42018488e+00 -1.91134333e+00 2.09563508e+00 -3.41637223e+00 -9.83206017e-01 7.17425831e-03 -4.11206904e-01 1.26268503e+00 1.23336161e+00 -4.13005180e-01 -4.55526498e-01 -1.09231614e+00 -1.39690175e+00 4.82409592e-01 6.14962796e-02 -4.54911174e-01 2.44553779e-02 -5.93485415e-01 -1.61150429e+00 -1.03991991e+00] Distance 9.417869328388706 Each least square approximations [ 8.53340792 -3.4968566 -0.66594796 -2.25110771 0.19507395 0.62601572 -0.39750788 0.18275191 1.97562814 3.99352803 0.98227606 -1.40337948 3.66746016 -1.8333489 2.31761007 0.27822197 1.9764585 1.00760956 -0.3298577 -1.75532912] Distance 8.066248173450491 Each least square approximations [-6.40752633 -4.09302967 -2.88281954 -2.18243486 -0.15604881 1.85098442 -0.18237792 1.32873986 -2.08574824 0.03828304 -0.92146918 2.44123214 0.39525044 -1.98116883 2.2864399 -0.09784854 -3.23517433 0.69600788 -0.19933375 -0.6137156 ] Distance 10.0708828630973 Each least square approximations [-8.53443683 1.80908268 4.08495282 -1.26125432 -1.51104835 -3.56550103 2.38249594 3.86781972 4.6766875 2.40919103 -2.68841812 2.55615282 -1.66187219 0.72290118 0.24014115 -0.35257833 -0.59423191 1.14225764 0.24708773 -0.47273996] Distance 5.704033159778348 Each least square approximations [-8.19863818 -2.45529941 3.4213958 -0.04980483 1.09655895 1.01781308 1.28382761 -1.88896707 -0.89902218 1.28011318 2.49773984 1.84833209 1.45396504 -1.32403641 0.10420917 2.33307877 -0.31218062 -0.29301332 -1.70244252 -0.76456401] Distance 9.586580754767706 Each least square approximations [ 9.53676992 -0.41795716 3.43745004 1.87927707 -1.99398894 1.19242336 -1.32052409 1.02748876 1.67865338 0.95370842 -1.22537838 0.63927015 0.16262499 -1.80345262 1.56914938 -1.56376526 -3.20410228 -1.93800006 0.5215757 -2.16978705] Distance 7.867986137301329 Each least square approximations [ 6.46400036 3.19099613 0.57414107 -0.95657112 4.70847997 1.51017949 -3.59788593 -0.70831593 1.24623353 -4.82579974 1.11876959 0.49511397 0.39420644 0.95407125 0.14139081 -1.05783123 1.02339437 -1.48519895 -0.21343572 -2.1576676 ] Distance 9.044159272193536 Each least square approximations [ 9.13959161 -0.85250095 -0.09402016 -2.44198167 1.7827561 1.55697089 -2.38531306 -0.82676053 1.37979518 -0.04489907 3.24786831 2.39331411 2.60945674 1.5278391 -0.99848599 -1.07524101 -0.22766222 -0.70749603 0.42792693 2.0741071 ] Distance 8.52514431803552 Each least square approximations [-7.99020758e+00 -2.29468234e+00 -6.84848638e-01 1.91473007e+00 -5.03337799e+00 -2.50989089e-01 2.18064283e+00 1.81550861e+00 1.79031507e+00 7.70879429e-01 -1.18344512e+00 6.70235382e-01 -9.24316120e-02 2.67644203e+00 7.73743117e-03 8.67351987e-01 -2.52618657e+00 5.31025472e-01 -3.22581334e-01 -2.03553233e-01] Distance 9.073330571901707 Each least square approximations [-5.88979983 3.77715732 -6.78187654 4.2370183 1.35577856 -2.4492913 1.62480033 3.03090277 -1.97842759 1.25150494 0.18501575 -0.77841579 1.26856334 -0.48753725 0.4042938 0.16246141 -1.07966759 0.99552733 1.51498947 0.34168515] Distance 9.426973173852623 Each least square approximations [ 1.51133181e+01 4.89449105e-01 -1.58472133e-01 -6.80638306e-01 8.73416847e-02 -1.33878930e+00 2.88735494e-01 -4.87579608e-01 -8.00639000e-01 -5.17466779e-01 -6.25727035e-01 -4.37611012e-01 2.56469766e-01 2.07025963e-01 4.48009929e-01 -1.10086843e-02 7.27436260e-02 -1.43280036e-01 8.76652647e-02 -1.53403959e-01] Distance 1.0200519955578577 Each least square approximations [10.84528504 -2.74537261 -4.98513165 -2.25451921 0.47976252 -0.99973662 -1.97770263 -0.05327297 0.88067963 1.24408399 0.71191873 2.13686199 1.67244007 0.42388982 1.88842433 -0.31400689 -0.16149382 0.14028975 -0.18713639 0.40941295] Distance 7.722600755788872 Each least square approximations [-9.45866239e+00 -4.37461952e+00 -5.28707853e+00 -2.98479679e-01 1.49719483e+00 2.17504174e+00 1.25641320e+00 1.46841793e-01 5.66266737e-03 -9.33035322e-02 8.54485133e-01 6.73651044e-01 -7.04709054e-01 -1.59226896e+00 -3.06032300e-01 1.15338680e+00 -2.65891670e+00 6.31005026e-01 6.34826469e-01 -1.82416876e+00] Distance 8.490857660595742 Each least square approximations [-10.45387755 6.03265549 2.75915455 -1.70548622 -4.75941353 -2.20806854 0.27510806 -1.21345234 2.93125603 0.70387517 0.40863025 0.14541381 1.10784471 -1.73785757 0.25617854 1.10650508 -1.11010842 1.13242105 -2.14515133 0.95141237] Distance 5.104073601410909 Each least square approximations [-9.92843789 -1.76619598 6.24298368 -0.75209725 -1.99509322 0.76344826 -2.29811972 -0.60182461 -1.03228637 -1.29037336 -1.14149824 -0.49452472 1.57861386 1.49267578 0.64109589 0.1456297 -0.08187145 0.36934451 -0.09491726 -0.13697576] Distance 8.55091719892224 Each least square approximations [ 1.05326963e+01 -2.94188798e+00 3.99036502e+00 -3.70815614e+00 1.32587618e+00 8.83155163e-01 -1.33631888e+00 4.50142912e-01 1.38422326e+00 3.34236460e+00 -2.65905998e+00 9.08895994e-01 -3.35966836e-01 -6.92415504e-01 1.37245730e+00 2.24205877e+00 -6.68292150e-01 -2.36994522e+00 -1.51558427e-04 1.20863547e+00] Distance 6.660115678942759 Each least square approximations [10.399144 3.74056594 2.76814674 -1.47940551 4.16076749 -0.04660819 -0.16309298 -0.59975807 -0.91957759 -3.32611615 1.49815351 -1.64563065 -1.26516383 -0.92156883 -1.73018951 -1.97967771 -0.29329109 -1.19227246 -0.54130016 -0.93006077] Distance 7.455540944953041 Each least square approximations [10.96221062 -5.17497713 2.11319886 -3.74244856 0.23171911 0.44055182 -2.74128312 -0.25811966 1.6589067 0.62776164 3.12480489 -0.43394259 -0.11245936 1.00233989 0.09907689 -0.11646438 -0.93464667 0.18709678 -0.79586223 1.54977895] Distance 6.544156194184913 Each least square approximations [-10.95975698 -4.42913068 1.80897498 1.92025016 -3.23961751 -0.15857697 -2.33042311 0.17632229 0.56215419 2.35364689 0.62144867 -0.21084944 -1.188343 2.2747835 0.42386804 -0.02803011 -1.45564246 0.0865763 -2.5967909 1.43134717] Distance 6.892950359301473 Each least square approximations [-7.36016549 4.54466259 -5.60240983 2.20742942 -1.1383334 0.73480329 0.40961572 0.81266133 -3.23091062 2.46455725 -0.99750969 -0.92554468 2.08990362 0.784701 -1.59229774 -0.37985703 0.95247742 0.48297251 0.62023865 -2.10828799] Distance 8.09595290614909 Each least square approximations [ 8.64490894 -1.94212504 1.03965427 -1.17236781 -0.91835515 1.61007861 -3.48160312 -1.36906476 -0.41731903 -0.53493604 -2.81113571 -0.18322068 -0.40949713 2.21154773 -0.47869408 0.96770026 1.06686339 -2.24056495 -1.53168821 0.68660371] Distance 9.449981735636186 Each least square approximations [ 9.36864554e+00 4.87099996e-01 -4.79412979e+00 -2.56889251e-01 2.64979429e+00 -2.22398895e-01 -1.61106947e+00 6.00610159e-01 1.33340902e+00 2.44278732e+00 3.85311733e+00 -1.59980116e+00 -1.95421482e-01 -8.82790601e-02 1.09797487e+00 9.20304398e-01 5.20012592e-03 8.67357493e-01 -1.06988768e+00 -6.75383496e-01] Distance 7.784826116045362 Each least square approximations [-10.29770721 -3.71739887 -2.54705015 -1.40745228 -1.26425574 -0.14031475 -1.53922892 2.67128193 -0.94840031 1.17735142 3.68765122 1.73697182 0.51871829 -0.3901041 0.93700734 3.44876734 -0.25057237 0.42605284 -0.78148787 0.43014508] Distance 6.221242340016143 Each least square approximations [-8.61941366 3.10738823 -0.21094016 -3.60154343 0.18505478 -0.22942184 -0.22313519 1.32567526 0.13743318 2.9408374 0.32559848 3.79293878 1.36561409 -0.52973771 -1.51805275 -0.64577755 0.10285204 0.36489547 -0.92196723 -0.37654306] Distance 9.125217214510405 Each least square approximations [-10.46016292 -2.42963401 2.81105586 -1.22973705 -0.37563598 -0.89608692 -1.11982386 1.49420276 -1.15186228 -1.49284978 1.74825234 1.05178616 -0.07873413 -2.94590039 -0.13969715 -1.68248641 0.6101401 -0.18397661 -0.34929554 -0.50300589] Distance 7.880019633159627 Each least square approximations [ 9.00871731 -2.75374751 3.97399721 -1.73941182 -1.48104909 3.45367122 1.48245505 0.34422356 -0.23474831 -1.58816518 1.23992641 2.02982471 2.01531451 1.13998551 -0.75952427 0.54133818 0.10312727 -2.43691025 1.20040153 0.7428002 ] Distance 8.055317427969259 Each least square approximations [ 7.82587502 4.36823125 0.29076604 -3.13501777 1.6449495 -1.87957514 -2.70463559 -0.13216457 0.83824973 -3.65514211 1.98559639 -0.89244742 -1.85963661 0.1740204 0.48678364 0.09365996 -0.24831815 -0.85876042 1.60492935 -1.06630973] Distance 8.968500601977363 Each least square approximations [12.58787576 -1.47278845 -3.52521479 0.84913953 1.51700476 -1.31108283 1.22420988 0.46015049 -1.62885743 -1.50336814 0.88620024 1.00561519 -1.29243876 -0.44846564 -0.47738629 -1.23301609 1.79069906 -1.79922523 0.16444086 -0.19515232] Distance 3.86660848085747 Each least square approximations [-9.8175954 -2.24277802 -0.18610341 2.53708306 -0.60115059 -0.98117761 0.13535417 -0.96466514 4.23611386 -0.07501582 -0.66583766 0.09849695 0.66733034 0.12031375 0.43680703 -1.72960962 0.35450705 -0.5479662 -0.6084716 1.86691364] Distance 8.648996550057799 Each least square approximations [-7.85382762 5.0762253 -4.9757125 4.09183355 1.00833802 0.68436497 0.63202635 3.38110488 -1.88913775 -0.50954535 0.34029028 0.90213077 -0.74074553 -0.20532355 -0.93896323 -0.41556563 -1.53427854 0.19046996 2.83029148 1.62658404] Distance 7.234913308324947 Each least square approximations [ 9.73340368 0.42401105 3.44063992 -1.41522287 -3.25643553 2.03579968 -3.18216372 -2.57893342 0.46509966 1.5222022 -1.06325913 -1.30483971 -0.52458764 0.44244369 -0.41916714 -1.2812405 2.40654737 -0.74796997 -0.34214879 1.14771087] Distance 7.637808074814078 Each least square approximations [ 9.67184472 -1.51400216 -3.53998744 -3.05000845 2.91020655 -2.76272325 -0.85254372 -1.4099933 0.17178488 0.93040632 0.60866941 0.35871611 0.69917641 -1.71860773 0.98834386 -2.56911853 2.05638124 0.85175128 -0.85429787 1.68203107] Distance 7.526414410962711 Each least square approximations [-8.78121666 -3.10688193 -4.74603702 0.8080193 -0.56328337 0.96736038 -0.89353008 0.35184036 -1.93004885 -2.66691705 0.68714951 0.30745165 1.60849654 -2.75301736 0.14764854 2.25323688 -1.86192988 0.47993493 -2.82721553 -0.54734331] Distance 7.955312005649289 Each least square approximations [-8.16990969 1.76347431 2.91444318 -4.97990331 -3.54307438 0.92569851 -0.73893739 -1.64988315 2.35384131 0.90647655 0.56022226 1.10488886 -1.6211651 -0.60229747 -0.466509 1.05088669 1.48030914 2.5678374 -0.45952351 -0.33961022] Distance 8.538810059773756 Each least square approximations [-10.15908654 -0.98778912 4.7781641 -1.96657407 0.03471708 0.4483329 -0.64905918 0.16544401 1.21370203 -3.14124815 -0.67426729 -0.22030557 1.06048459 0.10315833 1.4193966 0.37261298 -0.24087667 1.68428223 -1.44198738 -1.64089114] Distance 7.728568892152021 Each least square approximations [ 1.23568340e+01 -4.82378274e+00 -5.67274757e-01 -2.48700623e+00 -1.12121637e-01 3.20963259e-01 1.45330420e+00 -1.49755778e-01 -2.12826412e+00 -9.45016897e-01 -1.14887186e+00 1.03439695e+00 -1.26515184e+00 8.65235567e-01 8.21379687e-01 3.76602828e-01 -9.09302475e-01 2.15780151e+00 2.65959494e-01 6.16226679e-03] Distance 3.5794686474943425 Each least square approximations [ 7.16959335 2.28716961 3.1739627 -3.50102595 3.28349607 1.659661 -0.2594656 -1.6689727 1.25603009 -0.99444853 2.61968582 -0.87936514 -0.70138452 0.17633788 -0.16745911 0.86695892 0.91818762 -0.27452967 -0.40233065 0.10477512] Distance 10.301030163377646 Each least square approximations [ 9.68042661 -1.03694233 -0.91000873 -3.54094084 1.46916941 -1.96457481 -3.62176502 2.91024518 -0.4117078 0.90213573 1.64338474 1.73247616 -0.79138975 1.4398429 1.49609489 1.84260191 -0.80102497 -1.22307775 -0.66446002 1.4055668 ] Distance 7.663658786988765 Each least square approximations [-7.45643887 -1.99736785 3.05848431 3.15659124 -0.49567719 0.05890696 -0.65056216 0.84846957 1.11895324 4.5801925 -0.78814178 -0.02984948 -1.33411594 0.43692956 -1.05271256 0.98850831 0.05492269 0.22352284 -1.8847388 2.54473812] Distance 9.837370590144431 Each least square approximations [-8.70766589 4.65830193 -3.89290312 4.05732098 0.50142142 0.46485976 -0.24845932 3.65446544 -0.79313332 -0.81255729 0.09291948 -0.30069497 -0.28839973 -0.57189164 -1.16816174 0.79718212 -1.30278429 -0.13813566 2.49523245 2.24161815] Distance 7.5223837175414925 Each least square approximations [ 9.63182582 0.31932481 2.70070608 -1.33918221 -4.14038116 1.47269626 -3.0144468 -3.56297893 0.01279621 1.31820275 -1.48674061 -0.94025158 -0.35087641 -0.25463391 -0.23032189 -1.37777144 1.79717316 -0.13333082 0.05077328 1.15283827] Distance 7.859461082170085 Each least square approximations [ 9.63691289 -0.31031159 -2.9787201 -3.42531443 2.00281787 -4.00416195 -0.28864143 -2.65287401 -0.020481 1.69798501 1.25354939 1.29821136 0.6250822 -1.71880831 1.16090489 -2.69050284 0.89233767 0.04995343 -0.20117801 1.01628469] Distance 7.462905517882801 Each least square approximations [-9.10591963 -3.62281235 -3.39843611 0.46518541 -0.99396915 0.83970979 0.11554378 -0.03976422 -1.64786491 -2.66262063 0.24403348 -0.16900443 1.26675648 -2.95412901 0.28965297 1.40868203 -2.55186199 0.39026064 -2.30517446 -0.67969291] Distance 8.492765169135792 Each least square approximations [-7.97323024e+00 1.71774545e+00 2.34995850e+00 -4.90434560e+00 -3.59536876e+00 6.21080210e-01 1.92877463e-01 -1.63939873e+00 1.85600752e+00 6.33904547e-01 1.04569890e+00 3.03530220e-01 -1.66245092e+00 -6.00967261e-01 -3.59240460e-03 1.60715398e+00 1.57397473e+00 2.43212051e+00 -8.88446108e-01 -4.21151917e-01] Distance 9.172887228367829 Each least square approximations [-1.05413307e+01 -8.67162480e-01 4.10851599e+00 -1.03558381e+00 3.31350866e-02 7.11291324e-01 -3.19318279e-01 9.39681404e-01 5.65198700e-01 -3.17000417e+00 -6.05119457e-01 -2.24273217e-01 2.25434700e+00 3.78781031e-01 8.68771005e-01 3.07884018e-01 6.56400605e-03 1.82909968e+00 -9.61655742e-01 -1.40871625e+00] Distance 7.870554594904163 Each least square approximations [12.65546527 -3.82642551 -1.31808319 -1.89418539 0.7719566 -1.12715247 2.16621536 1.18482911 -2.47690036 0.01988859 -1.32837616 1.22937659 -0.41442282 0.28200328 0.73674757 0.39331589 0.11222697 1.50254397 1.30550162 -0.07799644] Distance 3.7343466116023807 Each least square approximations [ 7.21671927 1.80123669 2.74486492 -3.52962567 2.76144405 1.06076914 -0.57699898 -1.96939993 1.41057297 -0.57511619 2.54961564 -1.59388946 -0.08676549 -0.05955536 -0.94088742 1.43707316 0.70825546 -0.01509482 -0.2072663 -0.01089863] Distance 10.640874197255842 Each least square approximations [ 9.37317681 -0.36726516 -0.87235315 -3.64278474 2.18802786 -1.58458557 -3.92504302 2.29457437 0.68752674 1.19501936 1.75936549 1.9388856 -0.66106078 1.36763815 1.55035314 2.10792888 -0.82554703 0.16655242 -0.96530754 1.41287423] Distance 8.052188180828962 Each least square approximations [-7.44144287 -1.70558056 2.66152216 3.03615166 -0.39993022 -0.53419015 -0.49391351 0.72834995 0.72174882 4.72841914 -0.20785543 -0.20493381 -1.38006815 -0.09939251 -0.78721481 1.3281308 -0.18952851 0.50038275 -1.78238411 2.35380504] Distance 10.212979187234865 Each least square approximations [-2.70522329 1.37022322 -5.75101801 -0.30769345 1.70101401 2.80069975 -1.99471084 2.07712698 -0.6525864 1.27223953 -2.0787875 -0.16290162 -3.60815442 -2.18102765 0.36710248 1.78775598 -0.83433845 0.59729835 -0.57174954 -1.79037816] Distance 10.105499361203137 Each least square approximations [ 4.38346621e+00 9.79433661e-01 2.33963603e-03 -5.30424743e-01 6.65675102e-01 1.46209716e+00 -1.56560864e+00 -9.81299132e-01 -3.20164111e+00 1.10129630e+00 -1.21269436e+00 -7.29933008e-01 2.11907108e-01 -1.30294059e+00 -3.71756130e-01 -2.58053256e-01 1.35667114e+00 -9.08172107e-01 -1.49726585e+00 1.24136415e+00] Distance 12.136223207547605 Each least square approximations [ 3.66608037 2.38093862 -6.16260605 -2.56939995 0.72132336 0.21386262 0.9362649 0.22293292 0.8870248 0.86436775 -1.74801372 0.99935836 -0.90088386 0.99013593 -1.15430297 -1.45022604 1.17158332 -0.63561854 -1.30879279 -0.03419508] Distance 10.775582587668826 Each least square approximations [-8.58662981 4.62079289 0.69431169 2.61035428 2.37738092 3.11733277 -1.00910092 -4.14969828 -0.9650472 2.16714546 -0.16941402 0.91907649 0.38857403 0.81568723 -2.21238245 0.22587167 0.56961009 0.75522248 -1.23757988 -1.55944378] Distance 6.518671403987184 Each least square approximations [-3.69036585 1.43730813 -2.12913794 -2.06192344 -3.12837086 0.68838233 -2.24636898 0.5147236 1.42792519 1.54452037 0.41582058 -0.28375186 1.53381114 -0.17948988 -2.85890966 0.40701232 0.39920465 -0.9100104 0.41050838 -1.24616385] Distance 11.723854074186393 Each least square approximations [-5.97946971 4.12021079 -0.12804736 -2.4640575 -1.48708947 -0.29794736 -2.77628699 -2.45699095 -2.72378451 0.24479124 -3.20606904 -1.02020287 0.61299791 -0.998963 1.07775368 -2.21709613 0.48235267 -1.6786974 0.33142971 -1.5589626 ] Distance 9.428536500040797 Each least square approximations [ 3.22258515 -1.08455519 0.74064078 -2.08150552 2.62021433 2.69044482 1.98855695 -0.34840287 -0.38488238 3.36874544 1.49565037 -0.72362936 -0.42212051 1.13979372 1.7084765 0.1168403 -3.21260734 -0.17092327 0.51122871 1.96530678] Distance 11.306517906318533 Each least square approximations [ 5.25659162 0.73219471 3.60243776 0.76342817 -1.26236992 0.45755238 -1.38821976 -0.58530841 -1.55512708 0.31306253 1.8640748 0.93424186 0.36848287 -1.3939916 -0.60919015 0.98892345 0.92445316 0.12927217 -0.19786983 -0.73031091] Distance 11.750050934916544 Each least square approximations [ 5.28372322 0.71648077 -0.80352085 -2.37156795 1.78379743 -2.52887856 2.55694442 0.23847753 1.42778164 1.22393518 -0.04395068 -3.33641761 -1.31048871 0.98454899 2.48346114 -1.22929487 -2.61221272 -1.50146561 0.68405552 -0.45125665] Distance 10.485332873533604 Each least square approximations [-5.25957126 -1.20664593 1.63489021 -2.00463811 1.793824 0.49580422 -2.23830895 0.40480137 2.26729512 1.08909324 -1.3932642 0.73266352 -0.37538908 -0.40229312 -1.88097698 -2.78959113 1.13657534 -1.92893086 -1.87316557 -1.30397587] Distance 10.977405306427586 Each least square approximations [-5.87316712 2.25152304 -5.61217109 0.77712078 3.07214203 1.92998582 0.54739165 -1.08683353 -1.27712115 -2.0783712 1.32896675 -1.42330264 1.12141873 -0.07141847 1.1493625 1.08288567 -2.46963512 -0.36566258 -0.37136863 2.38648673] Distance 9.781705142642972 Each least square approximations [ 6.30663858 1.16265796 1.46943535 -0.2298353 -1.50335636 2.98587853 -1.94970561 -1.33563456 -3.13241799 1.8251781 -1.18574345 -0.75940322 -0.75328247 0.1704883 -0.44725522 -2.08062391 0.82410473 -0.23348151 1.37178813 -0.18025615] Distance 11.16048815849005 Each least square approximations [ 6.56297235 -0.81841979 -3.33834518 -0.87462803 2.87695274 -0.15267478 -1.2187997 -1.28694637 1.04413038 2.9280307 -0.98326726 -1.36177739 -1.85153972 1.35455866 1.67617409 -1.6971794 2.69603821 -0.62683943 -1.53511718 -2.09438945] Distance 10.130058939289608 Each least square approximations [-6.97082222 1.55115115 -4.38671685 -2.18841679 0.2782683 3.03634765 -1.6460464 1.3748553 -1.59880043 2.1019412 -0.40134099 1.20769731 1.53223209 -3.44222308 0.98907268 -0.4483796 -1.87378448 0.67365033 -0.7566693 -1.15251851] Distance 9.422914806047649 Each least square approximations [-6.85896295 1.06328603 -0.72496594 -3.75226127 -0.64056335 0.38795569 -0.82958461 1.03831737 1.24998493 2.20506886 -1.95258607 -2.05491021 0.90842785 -1.21192181 -2.14401152 -0.40910006 0.52125921 -1.1284172 0.9507818 1.32167859] Distance 10.804265874742358 Each least square approximations [-1.03750859e+01 5.95485977e-01 1.69978934e-01 -1.58688816e+00 5.20964568e+00 -3.97691484e-01 -2.16201760e+00 -1.51411626e+00 1.44614360e+00 1.44487724e+00 4.22694220e-01 -1.88191807e+00 -1.87145832e+00 1.44612913e+00 3.92550329e-02 1.36677551e+00 2.78549494e-03 3.17942493e-01 2.47506547e+00 -1.19491238e+00] Distance 6.302965536657459 Each least square approximations [ 8.23246872 0.07962584 -1.2692077 -1.79791743 1.25081245 4.45978587 -0.06437497 -0.10937904 0.82597119 -0.10678848 2.01185865 -1.58116267 1.36990906 0.2625641 1.8273099 0.41231346 0.47064113 -1.00343047 0.82360732 2.32015931] Distance 9.668244310523908 Each least square approximations [ 6.0649416 1.54872815 0.15729648 -4.66982269 0.82214829 1.10446849 -0.04338548 -2.42218445 -0.34633447 -2.78003536 0.28851571 2.15675139 2.09317908 -0.53233138 -1.30395642 -0.05475975 -0.62209787 0.05136106 0.36624111 0.30548028] Distance 10.918200548126785 Each least square approximations [ 6.76087676 -0.68095564 -3.60353465 -3.83828995 -1.65327289 -1.77005939 -1.17097981 0.19371776 -0.61395049 0.71848983 1.32617755 2.41638607 -0.63569293 0.90823959 0.45545882 -0.54179355 -1.52562794 -2.73701042 -0.44658998 2.38795672] Distance 10.02231220347024 Each least square approximations [-6.49319229 0.33696139 0.21787809 4.53344758 -1.17440984 0.43214722 -0.59586831 0.42830318 -0.6673377 2.46355288 -1.02134517 -1.72488775 -1.82965291 3.86592542 -2.06427677 0.34341226 -0.08823644 -1.19214711 1.08694366 0.16532814] Distance 10.331135493934426 Each least square approximations [-6.58935569 5.07443039 -5.67038198 1.7792903 -1.16637341 -1.39695707 2.50175707 -1.72148639 -3.79619242 0.09546556 -0.4378661 -0.15552235 0.10096494 1.56490464 -0.56196999 2.30557128 -0.26782488 1.37431787 -1.12014359 -2.10879288] Distance 8.097111910719981 Each least square approximations [ 8.18514646 0.69293894 -0.60459596 -0.34411974 -0.5571942 5.62999294 -2.10064075 -2.02246149 1.44016063 -2.34362849 -0.65601998 -0.7323159 -0.25230967 1.16903849 -0.53284088 1.43699658 -0.02370006 1.251627 -0.60820177 0.1247586 ] Distance 9.499406870002227 Each least square approximations [ 8.86400695 -0.91658737 -1.74136921 -2.07727162 4.60591832 3.65194654 -0.93289349 -2.31018137 0.29946761 1.29546072 2.03171558 -0.13546155 0.15151602 -1.33898212 0.85281479 -0.02934738 -1.9668633 -1.6751166 -0.82781395 0.2442407 ] Distance 8.341504816236414 Each least square approximations [-9.20484359 -2.21676243 -4.00584688 -3.5664312 2.26802913 -0.59450783 0.66014531 0.95262215 1.03962297 -0.14715534 2.18583477 4.56971105 -0.54076919 -0.13613901 1.28304707 -1.10825826 -0.63743885 0.04754608 0.06587471 -0.94565846] Distance 7.514625127540167 Each least square approximations [-12.2981695 -0.50230904 -3.47657818 -2.03391605 1.13577497 0.55713612 2.28547044 -0.72676267 1.14941012 0.39125567 -1.03700875 0.38192123 0.50155463 0.68641573 0.53771053 0.85621385 -1.13008475 -0.56267535 0.56347815 -0.04441301] Distance 5.616818536517182 Each least square approximations [-9.54580029 -4.25957738 3.37618945 -0.7645173 -0.78240549 2.10725889 -0.57407934 -1.01812594 -0.46234929 1.94341044 2.22708616 0.90040536 1.73819319 0.06554562 1.78824026 -0.3901859 0.03014439 -2.04449445 0.01005216 0.30877036] Distance 8.055643453434252 Each least square approximations [ 8.2711722 -1.18076452 5.06233054 -1.09275928 3.05795793 1.50816044 -1.10373252 2.39966623 0.62473086 0.78795848 2.1391909 -0.77793645 1.05386903 2.08268713 0.32943971 0.11447101 1.64537364 -3.03598569 2.07228938 -1.11264727] Distance 8.278021234457784 Each least square approximations [ 1.10684260e+01 3.11687383e+00 -1.09356818e+00 -4.76374216e+00 -1.46924474e+00 8.63938906e-01 -1.18957388e+00 -1.46300461e+00 1.01771495e+00 -4.86607978e-01 7.20906717e-01 8.02165712e-01 -2.50068906e+00 7.05584356e-01 1.95473864e+00 -4.11901630e-02 -3.69189393e-01 -4.33787392e-03 1.52228819e+00 -1.78496836e+00] Distance 5.634783111645573 Each least square approximations [11.03924814 -0.56670915 -1.84180133 -2.55620919 -2.11005304 -0.15883994 -0.0789014 -0.99516325 -0.55864563 1.54179197 -2.18314948 0.29729198 1.74979739 -0.27146319 0.39275185 1.43649151 0.11743745 2.53901271 -0.92766875 1.18468217] Distance 7.332583548886959 Each least square approximations [-12.53845655 3.59834903 1.10355275 4.00426063 0.86302214 1.42709481 2.33404954 -1.16875402 0.42409375 -1.14915797 -1.73378693 1.3546806 0.14259255 -0.31161558 1.01349313 -0.14551016 -0.47494461 0.10966152 0.07890732 0.07561368] Distance 2.865286268809152 Each least square approximations [-5.24710388 3.20083723 -7.88157644 1.81436694 -1.82034061 -2.00790957 1.3001425 0.60805684 -2.41556228 1.32403401 -0.96615375 1.72716289 -1.74600652 0.80314984 1.60425557 2.72794766 -0.87419228 1.61352756 -1.04345335 -2.36059837] Distance 8.802938442376407 Each least square approximations [10.1872231 2.28909889 -3.01561899 -0.84232189 -0.58990143 4.99591475 -1.16797801 0.01317589 -0.44398953 -1.90915548 0.83775344 -0.39037678 2.14601458 -0.15577292 0.15578989 0.10273348 1.8227318 2.09478598 -1.9304233 1.6769133 ] Distance 7.4982656067711195 Each least square approximations [ 9.67225822 1.35213393 -3.51973772 -4.24078242 3.01763044 3.84814654 -1.47673737 -1.3940413 -0.73329712 -2.0417573 0.57719292 1.61618058 1.15620731 0.08136049 -0.65806676 -1.09982708 -1.78813101 -2.50394538 -0.05427804 1.91118308] Distance 6.911989506595189 Each least square approximations [-10.5295653 -1.80285868 -3.61361302 -0.36416188 4.14985531 -1.83788546 0.62768103 -2.79266781 3.28638225 0.52771657 1.828417 1.72523434 -1.78444914 -0.31776971 0.80117008 -0.36027491 -0.19650574 0.03498953 -0.02663106 -0.25812777] Distance 6.903680328070082 Each least square approximations [-11.17463814 3.11789824 -2.52344135 -0.8103509 -0.77200191 -0.99721254 -2.34200207 -3.37679562 2.38328693 -0.3783073 0.86291876 -1.12795282 0.63025902 1.12693306 0.60717825 1.41927718 0.58581843 -1.02478198 -0.41788941 0.29515606] Distance 7.1893239573382735 Each least square approximations [-8.76688162 -3.38024949 4.00330796 -2.09567478 -3.86051021 1.2523238 -3.5980439 -1.30584199 -1.36607014 -0.10987348 0.06661365 0.03810249 2.18514535 0.17213158 0.99971446 -0.17091955 -0.09515151 -1.13173785 0.43299242 -0.27178048] Distance 8.731213146080393 Each least square approximations [ 8.06344664 -2.32893726 4.29988 -3.30377053 5.00136066 1.03790477 -3.29350798 -0.72193829 0.81444129 2.52098864 0.34606823 -0.44551786 0.74435264 2.30403462 0.06275793 -0.15217855 1.8645853 -1.79779714 1.61191781 0.1702461 ] Distance 8.090689134030148 Each least square approximations [13.6162378 3.49438866 2.78083468 0.49627819 -1.91353328 -0.03343416 -0.67692502 0.05687131 -0.62710327 2.64268218 -0.10843844 0.66003883 -0.46158511 -0.06353351 -1.013106 0.11178336 0.488189 -0.09159337 -0.5767848 -0.87854599] Distance 2.276031006986216 Each least square approximations [10.58342546 -2.12784662 1.43275412 -3.3458148 -2.1526838 -1.180262 2.45026915 -0.11578769 1.98736015 1.88767822 -1.04773888 -2.51536917 0.61539027 -0.87128278 3.25278687 3.40937167 -0.24629614 0.48190683 -1.18744085 2.55299556] Distance 6.082701600556656 Each least square approximations [-12.75879318 -1.55930967 3.44129232 -1.21674363 0.90738424 1.90488954 0.39268763 -0.31131032 -2.03597347 0.7553168 -2.02084124 -0.16018428 -1.46749971 -1.46758744 0.26048966 -0.38359414 -0.0773648 0.2449638 -0.52841738 -1.38911486] Distance 5.144077090462209 Each least square approximations [-6.43871202 1.49099455 -6.15333285 0.73852445 -0.90892359 0.80067124 -2.86417578 0.13579027 -1.69390826 4.67477979 -2.21311952 0.06275546 0.80770431 1.73696519 0.39625052 -0.46924145 -1.06174795 1.00953363 -0.80854185 0.5385338 ] Distance 8.695722943954356 Each least square approximations [ 6.98087974 -0.65096169 0.108702 -0.83343564 0.6625297 1.1538682 -3.39114651 -1.87453398 -2.75914005 0.03773548 -3.74465443 0.15542714 0.48595349 -0.33448766 1.06522858 -0.21026811 0.6368584 -0.43049493 -1.68005385 -0.14507781] Distance 10.530242142247982 Each least square approximations [ 9.16456416 4.61937338 -6.55357281 0.47241843 0.80782067 -0.03724656 -0.50184544 1.32670681 0.94613317 2.28201059 2.23157252 -2.92812558 -1.61949818 0.99233232 -0.11020069 2.55585046 -0.73933748 -0.64361358 0.34655989 -0.09724151] Distance 4.700003704747494 Each least square approximations [-9.81026889 -0.10327567 -1.06581259 -0.6573518 -0.1634405 1.44340995 -0.8510548 2.66532186 1.62480831 0.60906798 1.3404123 -0.78445665 -1.74104105 0.67693791 0.82825584 2.3634249 -0.44099662 -0.25625663 -2.82935111 2.37232074] Distance 8.20483276021649 Each least square approximations [-6.34839283 4.21419675 -0.09442023 -0.48334436 0.84954878 1.29771635 -1.16929154 -2.01223467 1.1936177 3.86542124 0.47465121 2.28776916 0.2648761 -1.69265462 -1.24163791 0.6624028 0.89760193 0.86827772 -0.01116033 -0.55872388] Distance 10.460218536815901 Each least square approximations [-8.31085054 -0.84007316 -0.05177384 -0.4690055 -0.63817668 0.5542777 -4.67016433 -0.59560883 -1.81036883 -2.34712556 -0.696497 0.7232415 0.7338135 -0.48466236 0.35376759 -1.80641405 -0.20691764 0.12245464 0.5291479 -1.18691776] Distance 9.776205670951665 Each least square approximations [ 6.22427139 -1.71029182 3.40609981 -2.71783771 0.91835479 4.47665853 1.94723224 0.61637734 -1.10254638 -0.99776965 -0.63317635 1.12990619 1.41774873 0.28493295 0.19105091 -0.6408394 0.45399123 -1.90601617 1.11002444 0.78903534] Distance 10.31136221008426 Each least square approximations [ 7.0756913 4.78251965 0.08761938 -0.67231539 1.10949137 -0.97618572 -1.59141902 3.46715322 -0.3255025 -1.98463283 3.03094185 -1.26156058 1.09002245 0.60652695 0.40727088 0.63198375 -1.42477839 -0.41142683 0.22934404 -1.39353931] Distance 9.637536398787097 Each least square approximations [10.31488173 1.63500963 0.49314527 -0.67238545 0.84710816 -0.87231217 0.77683786 -0.72713246 -1.62156719 -2.13561655 1.10624754 -3.32068455 -1.70715767 -3.17312531 -1.12513371 0.28794907 -0.30579841 -2.17844127 -0.94412306 0.2356737 ] Distance 7.226357403835327 Each least square approximations [-7.59672746 -2.17744468 1.45441932 -0.5753166 -1.8964757 1.07008318 0.57259654 -3.60248089 2.23357993 0.92151753 -1.6110185 -1.68776936 2.1213578 -0.05507127 -0.99187779 -0.7207941 0.80862417 -1.24123255 -1.59914115 0.87345135] Distance 9.920018959065493 Each least square approximations [-9.42007882 -7.3834828 -2.63645048 1.61668215 -1.68252684 -1.95723183 -2.8922312 2.01315417 0.77886958 1.49421179 -2.22150785 0.97270031 -0.49527676 0.71051483 0.89404354 0.14469871 1.69382965 0.10227313 0.80690971 0.88333154] Distance 3.8618990249920278 Each least square approximations [ 3.03314707 2.86110239 0.06486167 -1.3688947 -0.5163518 1.42408979 -2.03679563 -2.37297999 -3.01058744 -2.46917199 -2.53944601 -0.25485055 1.69215998 -2.34220648 1.04135573 -1.13554075 0.45212845 0.22816729 0.08597165 -0.62197552] Distance 11.705873084054927 Each least square approximations [ 5.22374876 3.08521892 -0.4464767 -2.9957096 1.5848603 -3.31840512 1.65427488 -0.70791002 2.67728414 -0.21656564 3.23800691 -0.77109288 -3.22997148 2.60900206 0.36281277 -0.60152758 1.08913336 -0.65225876 4.27081498 0.97665376] Distance 9.046557614843017 Each least square approximations [-6.21030204 0.81309714 -0.67018734 1.0290762 -1.03576492 -0.3425817 1.89780853 1.59105043 1.52899969 -2.02779919 1.1305208 -4.21024932 -0.56753449 -2.34674538 -2.48978081 -0.13053958 0.63839608 -1.02790006 1.09792779 1.58872076] Distance 10.519520099859678 Each least square approximations [-2.9036177 0.5923562 1.84070278 1.57098714 -1.81223202 0.54936636 -3.64316407 -2.16100944 -1.36747949 -0.82289595 -1.05954935 0.93741832 2.19124833 0.44969169 2.37990492 0.42318426 1.15132525 0.33290364 -1.25611294 1.91023945] Distance 11.966140535716365 Each least square approximations [-5.34897227 0.15014886 -2.10812305 0.8382416 -2.67821566 3.72462708 -3.44631005 1.61984849 1.72579081 -2.14963087 -0.4089075 -0.86847855 0.99860156 -0.86355954 -0.9621127 -3.27202782 0.91006131 1.00354246 -1.01463752 2.80183397] Distance 9.973749394077878 Each least square approximations [ 4.58021697 3.88483325 0.23308617 -5.35757301 1.20599515 -0.28257684 1.99428919 -0.49522423 -2.90059591 0.61828439 0.58638405 1.73023302 0.68509485 -0.60493203 -1.0332184 -0.64408754 2.35475824 2.07890098 -1.36819633 0.04211384] Distance 10.22924264224425 Each least square approximations [ 4.53693466 0.37810301 0.1278357 -1.29622004 1.34794963 0.34914146 -1.33878821 4.10151366 0.20975153 0.94823105 2.65036874 -2.7335906 1.81121154 -1.47798649 0.27684102 2.75349443 0.30626179 -0.68532737 -1.19977073 1.86993574] Distance 11.152303638500461 Each least square approximations [ 4.2961403 2.03958714 0.49515919 -3.83977969 1.02305857 -2.11592048 0.6185483 -2.28800789 1.27404521 -2.95241953 0.3944697 -1.1251038 -1.52483047 -1.25270345 -0.38560591 1.25039699 1.45906692 -0.0447577 0.1734243 -1.6315929 ] Distance 11.422589339410598 Each least square approximations [-3.31509146 -0.69317703 4.10132819 -2.05430932 -1.58305881 -0.44792508 -0.08489883 -0.70516591 0.52587691 1.99601017 -0.1818591 -1.9554908 3.96177605 -1.77969131 -0.6719014 -0.76322339 1.41065553 -2.04154748 -0.30869381 1.55788728] Distance 11.357661102504302 Each least square approximations [-4.77682618 2.38018633 -4.6381003 1.90382376 0.96514053 0.64640938 -3.00799509 1.38307909 1.04578673 2.78880454 -3.51976558 -1.78591804 -0.99683987 0.87296036 1.04610087 2.06813674 -0.23584416 1.57671506 -1.07732143 0.74942878] Distance 10.181019211161928 Each least square approximations [ 6.19857227 -0.56498477 0.31709609 -0.54984008 0.24729973 0.55199682 -3.89995673 -2.54024919 -2.57764334 1.52200924 -4.29073309 0.68154964 0.44153366 -1.88391731 1.08101188 0.27573102 0.62803824 0.96405878 -1.04527854 0.43683182] Distance 10.43165581424329 Each least square approximations [ 8.82493915 2.93951603 -5.70130267 1.79716688 -1.78448207 -1.94058593 4.98662848 -0.76249721 -0.14885527 0.84583735 -1.33109043 -0.49782776 -2.19339224 -1.5938143 -0.6898648 -0.61449619 -0.44021078 -1.09699373 -0.01497802 -1.47057998] Distance 6.0206967914469525 Each least square approximations [-7.93594892 0.31181305 -0.45355719 0.09935335 -1.43206874 3.55352215 -0.60083002 -0.93748582 1.37096214 -1.14838776 2.97515215 -3.60093063 -2.88502792 0.85884991 0.75570868 0.94272919 -0.83674539 -0.01970365 -3.44213533 -0.13217038] Distance 8.837976634924319 Each least square approximations [-4.41126543 4.55846649 1.01800566 -3.0316697 -0.05972077 1.64937289 0.00723981 -1.57948044 0.94375417 1.66171646 0.93269334 0.46708104 -1.50141866 -0.3303309 0.45704455 1.64118896 1.05168913 -0.14714656 0.15137331 -0.16574337] Distance 11.77093429221733 Each least square approximations [-6.09812419 1.71879577 2.01080866 0.6400218 0.01668342 -0.02012473 -4.92201612 -1.72396321 -1.67822369 -1.27630358 -0.64286243 0.88137407 4.22005359 0.11187444 0.50582031 -1.01908262 0.25057179 1.69037353 0.1238094 -1.54812079] Distance 10.17581105772575 Each least square approximations [ 5.82067154 -1.74514433 0.88612682 -2.35267103 1.44898673 1.37584671 1.61525501 1.46443868 -0.72368161 -0.04736506 -0.82855183 0.77393712 0.21510314 -1.80638885 1.43364951 0.77942035 -0.45992432 -1.05402668 -0.3092807 1.71045302] Distance 11.88714748425364 Each least square approximations [ 4.70628116 4.47891225 3.41610581 0.12269707 0.77941183 -0.99641707 0.31056376 0.30057245 0.36192506 -1.67049318 3.57276126 -2.56881872 0.72934303 -0.3475041 -0.81610397 0.96747538 -1.97460638 -0.53671264 -0.48714498 -0.62059499] Distance 10.972367567293944 Each least square approximations [ 7.44227464 0.4297413 1.22673532 -1.20543364 4.57488097 -0.90356977 -0.78671486 0.46746352 -1.01009779 0.14314441 -0.12104612 -1.9360778 -0.80944562 -3.04308688 0.15228062 -1.36832512 -0.48302672 0.47424798 0.30354638 1.73034507] Distance 10.20543832900727 Each least square approximations [-4.97303436 -3.49507135 0.99051212 1.60764518 -0.72267776 1.97073086 -1.26669095 -3.00971139 2.50628235 2.56036411 -1.02228717 0.49040162 1.18130455 -1.43833927 -0.90462811 -0.67129032 -0.61158416 -0.94813392 -2.46186505 -0.46018202] Distance 11.110418564935069 Each least square approximations [-6.15767963 2.15872733 -3.7138638 -0.14085693 -4.52611824 0.14519778 2.07282812 -0.73611678 -3.55641878 2.1030018 -0.16013075 2.63099236 -0.87028119 -2.16546162 -0.71199213 1.5817819 -0.20151855 0.26382795 -0.96024 0.34222855] Distance 9.23730040200872 Each least square approximations [ 4.48462658 2.36656268 0.88671237 -0.03020298 0.47223255 3.88039054 -2.10521443 -1.23537616 0.56983397 -3.34724902 -0.37005182 -0.60982327 -0.39643158 0.66560091 0.47157551 1.07522013 0.26011971 0.30989925 -1.57806122 0.22303395] Distance 11.671678200567877 Each least square approximations [ 5.06811787 0.41514471 -0.6301745 -3.36527947 5.68017979 2.38595734 0.79618553 -1.40153382 2.22420387 -0.84845987 2.83448521 -0.76264872 -0.04067414 0.55639342 1.42336668 1.47594418 -3.56995795 0.82264332 -1.48959234 1.17737598] Distance 9.31265033528607 Each least square approximations [-7.71915967 -0.33993982 -2.5421237 -4.04005441 3.10856894 -3.20684954 1.75374851 -0.46406035 -1.85265855 -0.07128535 0.65928469 2.32569707 1.51266129 0.63274427 1.03698465 -1.84104787 2.11501611 0.91345293 -0.35191346 0.30372876] Distance 8.544280237595094 Each least square approximations [-9.29598654e+00 -5.31325191e+00 4.32523382e-01 2.33137612e+00 -6.21756898e-01 2.45590822e+00 8.43525815e-03 -2.63732819e-01 -7.96026118e-01 -1.40133526e-01 1.57582321e+00 1.31006217e+00 1.58832913e+00 -8.29504524e-01 -1.49519480e-01 9.40871660e-01 -5.05863424e-01 -5.22290569e-01 -1.21772108e+00 -6.56285660e-01] Distance 7.906748585827043 Each least square approximations [-7.10568508 -4.15675651 0.20283751 1.24444785 -3.15560872 2.60234414 0.73545741 -2.04269978 1.18988021 -1.95310877 2.19266929 0.14127448 0.44466718 -1.12716791 1.33664853 -2.8798311 0.12247735 -2.12498067 -1.49190415 1.86728279] Distance 8.833681205218571 Each least square approximations [ 4.96192472 -1.17213567 4.3035396 -1.2691776 2.53451517 1.09338527 -0.98234927 1.77526188 -2.10085375 0.54394884 2.93868737 0.66638898 0.34125589 3.09207136 0.57840789 -1.81968033 1.16676136 -2.01631486 0.20399538 0.40937132] Distance 10.49170755921989 Each least square approximations [ 8.38818701 -2.67167538 -0.52817293 -4.07756207 -1.03784268 0.56733628 -2.50411657 3.0736936 -0.79878345 0.48369946 2.87119584 0.61555822 -3.42764033 -1.38881203 1.54540047 2.56243835 -0.0577873 0.10918854 0.65147917 0.53719813] Distance 7.503947172056737 Each least square approximations [ 7.47375442 2.16729305 -3.25757211 -2.27769064 -3.50443167 -2.94621387 -0.71718015 -0.32099445 -0.3440072 0.67993641 -0.31391905 -1.13320595 2.22436222 -0.25177799 0.36841074 1.32642425 1.35980152 3.83122622 -0.29035957 -1.37268398] Distance 8.682640416056573 Each least square approximations [-8.49287539 7.43249287 4.64660844 -0.14978816 -2.90166187 -1.40306878 0.36447484 -1.16886375 2.05841908 -0.89320095 -0.86030618 -0.31705988 0.19766261 -2.55621623 -1.25737546 -2.72748489 0.78665009 0.12178324 0.03265972 1.07143529] Distance 4.069755839092886 Each least square approximations [-6.36094737 4.04823173 -4.59567807 1.60346783 -1.90565801 -1.05214158 2.52011517 -1.43454483 -4.48341886 0.67970758 0.62814621 -0.03428296 -0.42096768 -0.66840153 -0.36743407 2.89262081 -1.14884393 0.31225548 -1.29187808 -0.06252415] Distance 9.105123678327407 Each least square approximations [ 7.17909879 1.1892639 0.36263314 0.37635334 -0.82079253 4.68203687 -1.65400374 -1.83248347 1.10944718 -2.55238423 -0.13177386 -0.98369722 0.01220583 0.56844827 -0.25729631 0.44241782 -0.3058787 0.34272797 0.24911336 -0.05151526] Distance 10.874731165389182 Each least square approximations [ 6.66103296 -0.4722408 -0.98510583 -2.97420324 5.4070791 0.61560792 -2.42080926 -2.30281027 1.13104754 0.41112508 0.11857641 -0.23231294 0.03271644 -0.85300289 1.23938421 0.42537688 -2.92923717 -0.17538378 -0.84525958 0.37688012] Distance 10.05733576607969 Each least square approximations [-8.72503704 -1.3391311 -2.87010717 -2.82532383 2.31206965 -0.9813792 1.81902986 -0.88236896 -1.43175619 -0.33089954 1.01362826 5.54442667 1.76461976 0.37289836 -1.37809496 -0.12680555 -0.67454153 1.77725934 0.74447333 -0.37649907] Distance 7.862955583520872 Each least square approximations [-10.99770377 -2.88877416 -3.87205174 -0.96381491 -2.64662435 -1.03973946 0.55741486 -1.40011308 -0.93426428 0.7526515 0.03751017 0.75717597 1.02396206 -0.91435225 -2.44738029 0.2454371 -1.84108151 0.4712634 0.82463146 1.28388083] Distance 6.189156916833594 Each least square approximations [-9.90519079 -3.15928208 0.75298083 0.2073908 -3.54786207 1.08278713 0.96844271 -0.09277399 -0.75923885 1.73961834 1.09000581 -1.06636774 -1.00545078 0.70967988 2.890318 -0.4615381 -1.75759123 -0.89404804 1.74513675 -0.23984369] Distance 7.959652175151393 Each least square approximations [ 7.26743334 -1.06369805 3.63192929 -2.15668937 3.14789718 0.62660422 -1.55971467 1.72971283 -0.08843361 0.66863142 2.92985057 0.46808444 0.86120838 3.45381323 0.56439717 0.02185452 0.52333145 -2.08327949 1.76312472 -0.44681176] Distance 9.595918491033746 Each least square approximations [10.45668339 -1.53404265 -1.82239425 -5.6384456 -2.33786185 2.38535185 -1.43108343 -0.6274148 0.0729805 -1.98724309 1.10034856 1.04274631 -1.36710572 0.44252626 0.34296164 -0.50103878 -0.54701288 0.55217956 0.57445188 0.63467978] Distance 6.272027470597231 Each least square approximations [ 9.30219104 0.83793342 -2.17644059 -2.44558397 -3.92584902 -1.35299563 -0.99558512 -0.99389338 0.28989469 1.33943757 -0.19168734 0.79260768 0.86872178 2.3964248 0.54867416 -0.05740388 -0.0720041 2.86833998 -1.52476177 -0.32063057] Distance 8.519937872624512 Each least square approximations [-1.13999905e+01 7.16120560e+00 6.11798215e-01 8.01616874e-01 1.08013158e+00 -1.31297679e-01 -1.36130068e+00 1.40798250e+00 1.68438614e+00 1.42904139e+00 7.89412541e-01 -1.99505537e-01 -3.27315822e-01 2.24548682e+00 -6.14693630e-01 6.01021009e-01 1.11073955e+00 9.35515042e-02 -3.77209757e-03 -1.12648057e-01] Distance 3.130849081945278 Each least square approximations [-7.10699558 3.93885422 -3.27628467 0.6418166 -1.96231233 -0.94927986 -3.74157838 -0.62273564 -0.9606023 1.62658057 -2.40681611 2.21661777 -2.79584805 1.45930486 2.08244137 2.56483848 0.95203551 2.20765622 1.26079569 1.23164194] Distance 8.451285181657598 Each least square approximations [ 5.79219146 0.6718438 0.2812774 -1.53944673 -2.03115272 0.90977877 -2.54998611 -2.51104996 -1.64900349 -1.47216 -3.52317818 0.43482468 1.30003866 -1.08660375 0.33157472 -0.69669002 0.15883943 1.94245331 -1.57188506 0.62280452] Distance 11.398830483785797 Each least square approximations [ 9.59292904 7.00855184 -0.04027437 -3.44006083 2.80358574 -0.62497662 1.58346418 1.07993396 -3.20022511 0.37200411 -0.49307844 1.12313824 0.16659138 -1.24630193 -0.27771906 1.06639916 0.20661996 -1.01320575 -0.1408027 -0.15842148] Distance 5.572954118470673 Each least square approximations [-9.28563007 -1.42433392 -0.31129516 -0.62129778 -0.75515243 0.37947415 0.19523945 -2.37749733 3.78091513 -1.0475729 -1.83738825 -0.94513342 -3.06053551 -1.52075857 0.44476067 1.77767631 1.60400363 0.05169204 -3.05545743 2.63234133] Distance 7.942058457612176 Each least square approximations [-6.2405931 -0.59824555 0.36187939 -3.23877205 0.56907408 -1.04412664 -1.27521479 -2.97603113 1.11702389 0.24046899 2.60584726 0.4006518 -1.15335284 2.03997473 -1.10565707 2.07628808 0.17865407 2.1283507 -1.94451961 1.81854463] Distance 10.90887552430329 Each least square approximations [-6.98617295 -1.33001712 1.51258697 -0.78480768 -1.34828371 0.08945167 -2.36501739 0.29337524 -1.04925763 -2.41426345 -1.05571944 1.59183089 4.16082622 -0.8784055 0.02431457 -1.17722807 -0.47452202 0.86982652 1.90114656 -1.14832275] Distance 10.714838921916627 Each least square approximations [ 8.14436732 -0.1668024 1.26684857 -0.86281518 1.55760295 0.24089381 0.28145724 -0.64942896 -1.10802036 -0.26333215 -2.01090457 -0.72273108 2.70640344 2.00430201 0.28456696 -0.40548839 -0.1620439 -1.27541018 0.93845991 -0.41646095] Distance 10.950128673555076 Each least square approximations [ 8.31559138 0.28074965 1.03956977 1.3856869 -0.6025006 0.21862071 -3.10507355 -1.85792171 0.5245662 1.61985479 4.07955919 -2.7995824 0.31577848 0.22457899 0.96282795 0.91630344 -2.03861026 -0.51829881 -0.49660497 -1.11241612] Distance 9.529843243983256 Each least square approximations [ 8.05746578 1.85663299 0.41787858 -2.75398627 0.25248416 0.60438447 0.2428767 0.80819702 2.31006473 -2.35037744 -0.6815325 -0.20589585 -0.06396512 -4.39040105 2.58220984 2.35294416 -0.58969544 -0.53614891 -1.64252296 0.94288323] Distance 9.349447552196999 Each least square approximations [-6.65891339 -0.17029541 1.32367181 -0.34558837 -0.04598924 -1.17215493 2.88332802 0.63247246 1.90171843 4.28076372 -2.26669034 1.19009753 1.267912 -1.9959245 1.40884299 0.10144203 -0.57433193 -0.51523493 -0.36573354 0.69951233] Distance 10.86848351467277 Each least square approximations [-5.84215075 4.42571725 -5.03767225 1.72702937 -1.51776523 -1.43631734 1.73145204 -1.3376267 -4.38055069 1.70945986 0.31905694 -0.51213427 -0.50366799 1.0347664 -1.21447308 2.74557407 -1.07250248 1.60248223 -1.00285426 -2.25989927] Distance 9.08513642674414 Each least square approximations [ 8.44699402 0.22391612 -2.13211935 0.24320511 -1.11429832 4.70579935 -1.00805605 -0.83684106 1.3462457 -2.17029043 0.09025816 -0.31242357 1.40193014 0.55841399 -0.34616829 1.22483109 0.89506605 0.7154983 -0.39219932 1.2356277 ] Distance 10.088967907224502 Each least square approximations [ 7.97409753 0.38395184 -1.66935632 -2.24982359 4.22016629 2.25918832 -3.03880718 -2.83286034 0.56911425 0.68256295 0.91433462 -0.93929431 0.81157107 -1.09349009 -0.55655367 -0.26197181 -2.20619906 -1.29328384 -0.54109223 0.76200656] Distance 9.618040468544361 Each least square approximations [-9.6829997 -2.32491364 -2.03320902 -1.24326238 1.67346466 -1.06554508 0.63155393 -0.54309017 -0.13605726 1.10527475 3.20939815 5.75643027 0.37201267 0.73264104 -0.43446432 -0.19427443 -1.16781807 1.22789203 0.9353245 1.01019667] Distance 7.5230139092716115 Each least square approximations [-1.14696965e+01 1.12929685e+00 -5.92785194e+00 -9.12486826e-01 -6.76890678e-01 -2.53179241e+00 -3.02870754e-01 -1.49679295e+00 6.31111212e-03 2.84614717e-01 -1.61025199e-01 1.01193844e+00 5.85714697e-01 -6.82811129e-01 -1.23090591e+00 -5.08747800e-02 -1.27047265e+00 3.80598725e-01 6.75637375e-01 1.91122618e-01] Distance 5.7187919140692784 Each least square approximations [-9.78579294 -3.18998998 1.48325787 -0.58058818 -3.89887774 0.91860443 -0.77292546 0.37724657 -2.24319905 2.12620792 1.0826876 -1.13336083 0.07686157 -1.34694109 2.45389765 0.306225 -1.25445755 -1.80521764 1.71170516 -0.85652982] Distance 7.919305042408232 Each least square approximations [ 7.32630207 -1.27034979 3.9436731 -2.20331249 3.69467435 0.40584679 -2.28882078 0.72415254 -0.03416394 1.17870925 1.25729877 -0.28838833 1.66480872 3.08274332 0.54788744 0.319083 1.08082889 -2.67922315 2.68376231 -0.76477747] Distance 9.448640329333298 Each least square approximations [11.77476137 2.71151506 -1.55393504 -3.52206741 -3.16744461 0.03575998 -1.37396459 -0.26175988 0.9558041 -0.47237395 -1.34251408 0.71714374 -1.22208037 1.40481013 0.08898386 -0.83129305 0.28140658 0.34386132 0.57524074 -1.01172409] Distance 5.8683618514528275 Each least square approximations [10.98652114 0.02922298 -0.70906593 -1.46309837 -2.11678997 -0.67242657 1.8485061 -2.5259037 0.61414915 1.8845817 -1.13886154 0.06783077 0.48337777 1.82909214 0.49332061 1.06140026 0.18762179 2.07132681 -0.93596883 1.25647406] Distance 7.834419007162747 Each least square approximations [-13.54743619 2.57779459 -0.98158354 -0.69385486 3.42294753 1.47045995 -0.23017573 1.01803582 0.05405825 -0.78157492 0.58976333 -1.09030334 0.31125596 0.90615732 0.23003707 0.23337169 -0.04952349 0.43912643 0.36818089 0.15738174] Distance 2.5087027557749746 Each least square approximations [-6.93998215 4.87112527 -4.18133792 3.57294191 1.21395801 -1.58772802 1.46259382 -0.54405855 -2.90407736 2.77451599 -0.29632482 -0.02578125 1.95583274 2.01190545 1.07590644 1.13042201 -0.72004045 2.6174561 -0.44720551 -2.22367492] Distance 8.391019441306167 Each least square approximations [ 1.00470382e+01 -7.39570822e-01 -1.90582310e+00 1.58865301e+00 -1.01069127e+00 5.02775413e+00 -1.25711037e+00 8.59158537e-01 7.00605451e-01 -1.66363319e+00 -1.07128843e+00 -1.65619440e-01 2.48267859e-01 -1.95474142e-01 -8.12338449e-03 -1.44842631e-01 6.26383601e-01 5.83044799e-02 1.27342937e+00 -3.58124312e-01] Distance 8.663610017995378 Each least square approximations [ 9.18746623 -0.03645375 -1.77657517 -1.06783348 3.71206245 1.23967356 -2.40643366 -3.73697468 -0.54366052 1.79901382 0.87681936 -0.32582703 -0.11302242 -1.74156362 -0.09034265 -1.42392946 -0.03712229 -0.58944038 -0.24567947 0.23260407] Distance 9.181024069744236 Each least square approximations [-9.71065775 -4.13426731 -2.84838875 -0.10783221 -1.09800682 1.66106155 1.50324316 0.74071898 0.77338935 1.40731185 1.36100508 4.21148863 0.62910544 -0.43918713 0.13869651 0.02104705 -0.54058675 0.97833965 1.86473584 0.15856819] Distance 8.012965474833894 Each least square approximations [-11.00144812 4.04030799 -3.53645405 -2.83021941 -0.99872545 -2.29580491 -0.05268874 0.27583817 0.12960117 -0.40028406 0.4431644 0.16418778 1.14303628 -0.27178461 -1.27183402 0.19893813 -1.75943411 0.74969253 1.47578724 -0.53705194] Distance 6.651384650552908 Each least square approximations [-9.71893049 -1.31498897 4.23423273 -0.32903924 -2.50674691 1.43953869 -0.82844284 1.32204201 -1.34318408 1.59990189 -0.8806882 -0.2673668 0.19878509 -0.29382268 1.73229886 0.58726928 -0.94403985 -1.60580561 1.87690657 -0.81814944] Distance 8.755799991892538 Each least square approximations [ 8.02032229 -1.96455293 2.64372137 -2.06977451 3.09023552 0.44822595 -2.27985018 1.13704244 0.68343292 1.67430339 1.07236879 0.79229184 1.52862669 1.34955457 0.28940869 1.46930572 0.61198156 -1.82635896 3.2228496 -0.66005336] Distance 9.815393409288326 Each least square approximations [ 1.14273713e+01 3.91874133e+00 -2.19111684e+00 -3.10519790e+00 3.91609022e-01 -1.33024329e-01 -4.71754565e-01 -2.82535104e+00 8.73909314e-02 -7.40005725e-01 -9.01917744e-01 -1.69690557e+00 4.08727494e-02 1.89263392e-01 4.88045232e-02 -1.21257219e+00 9.38601708e-01 -3.25347811e-01 1.05829808e-02 -1.15400384e-01] Distance 6.5194346877333045 Each least square approximations [10.62629911 -2.10845589 -0.63700056 -1.26170146 0.70560592 0.35060039 -0.96057444 -3.03646388 1.32709483 1.17820375 -0.01559348 1.62486672 0.42279016 0.27962558 0.73536127 1.33471221 0.63438647 -0.09694133 -0.91316219 1.27775562] Distance 8.755003486767542 Each least square approximations [-13.13894475 -1.16189835 -1.90564978 1.4644631 2.98145293 -1.65600606 -0.08273481 0.72207446 -0.22748467 0.89586765 0.17704614 -0.85796427 2.12609864 0.02854811 -0.08129452 1.45838004 -0.47676913 -1.99192875 -0.3103717 -0.67756943] Distance 3.6163397182111394 Each least square approximations [-4.33169803 3.00538367 -7.3304674 1.30633117 -2.56415995 -1.84038651 0.76628532 0.1291121 -2.14078814 1.59316126 -0.95339121 2.05789474 -1.99035744 1.45742027 1.86285089 2.84466438 -1.74177713 1.60755267 -1.51092956 -2.87081832] Distance 9.038481238972723 Each least square approximations [ 8.80733376 2.14098099 -2.83976211 -1.73327701 -0.37338436 5.00385534 -1.05220091 0.66674012 -0.65317132 -2.17035094 0.75947774 -1.07945719 0.6244317 -0.56294543 0.35731143 -0.06395041 0.52061345 1.72860597 -2.74751313 1.40288171] Distance 9.006044008160284 Each least square approximations [ 9.03405466 2.43449247 -2.4599216 -4.26846554 2.42671982 4.47275811 -1.35623581 -1.26503905 0.06779551 -2.76354001 0.30650091 1.49360221 1.6404988 -0.42180941 -0.5126498 -1.36648156 -2.11257972 -2.31234683 -0.73796404 2.36099109] Distance 7.0365381404419685 Each least square approximations [-9.7881408 -1.07251804 -2.63622069 -1.12041111 4.47986404 -2.95583174 1.7264104 -2.7715462 2.90454273 1.33869242 1.63172523 1.55177959 -1.80219855 -0.68290996 0.38058305 -0.66759017 -0.10758635 0.15438932 -0.28674088 0.28373721] Distance 7.557816290577279 Each least square approximations [-10.17841937 1.96355147 -2.74153802 -0.07514781 -1.03478767 -0.74803213 -2.83903407 -3.00446802 2.88945297 0.58953187 1.31232016 -0.21184295 0.41274457 2.37077351 0.34509893 2.12194806 0.75791677 -1.37306056 -0.02704887 0.86055948] Distance 7.98634043584728 Each least square approximations [-7.95859157e+00 -3.54971094e+00 2.66316470e+00 -1.98198962e+00 -4.16676619e+00 1.00883528e+00 -3.85827332e+00 -1.32855624e+00 -1.17136966e+00 4.52372094e-02 3.95179955e-01 6.28421092e-01 2.14693836e+00 4.80026194e-02 8.98204452e-01 3.10005069e-01 -1.94559494e-01 -1.47711776e+00 6.85257961e-01 -2.47681370e-03] Distance 9.456910284067494 Each least square approximations [ 6.82700541 -2.21046644 4.28915001 -2.7831568 4.92467068 0.86066418 -3.96445608 -1.46433355 0.81600479 2.13596987 0.22941235 -0.38202935 0.20442349 2.3919198 -0.16032517 -0.82431182 1.57847697 -1.64043172 1.9113757 0.01890613] Distance 8.96275457540544 Each least square approximations [13.63601543 1.51780935 2.34447966 2.66317842 -1.91231969 1.11002634 -0.16307753 0.32157677 -0.11649156 1.65396894 0.34126677 1.72821225 -0.67815849 0.6962119 -1.21151581 0.78313976 0.1099997 0.21762143 0.18606061 0.16208927] Distance 2.588880797519981 Each least square approximations [ 9.67962873 -1.27342963 1.48577914 -2.77470163 -3.16017964 -1.11893781 2.80270982 0.29642912 2.83936734 2.33685523 -0.01226462 -2.68510409 0.84674523 -1.22517801 2.78692042 3.28031186 0.77855388 -0.07922023 -0.98918038 2.13306655] Distance 7.03770798439637 Each least square approximations [-11.98290228 -0.74322576 3.29819406 -3.09927815 0.68895248 1.15404019 1.26589681 -0.11244689 -1.66691319 0.97508261 -3.13611179 1.49488442 -1.119674 -0.10452448 -0.78412569 -0.55230824 0.21834584 0.78156684 -0.1656133 -2.03778117] Distance 5.539296304341198 Each least square approximations [-4.77882351 1.68031934 -2.5291192 2.52648278 -2.76274061 0.28838691 -1.27868345 0.40237225 -0.95733539 3.99092222 -2.46824447 -0.51662288 2.30809115 3.13048182 -0.88393253 2.48613718 -1.37039373 0.54073003 -0.97525041 -0.66364973] Distance 10.68722291947952 Each least square approximations [ 6.7149008 -2.85555463 -0.47568868 -0.54071604 -0.72044458 -0.03555689 -2.37162257 -0.65002624 -1.11794079 0.57048913 -4.58733436 0.5767172 -0.72476744 0.35005485 0.91076127 1.83431192 -1.99184539 2.20856481 -1.36781 0.20238472] Distance 10.589779240979802 Each least square approximations [ 9.86211915 5.21738527 -3.00207071 3.96277925 -0.86971793 -1.1820809 0.66645894 0.1381675 2.38443541 -1.55385355 3.59983344 -0.2319447 0.91825506 -0.23967296 -0.40849118 1.93502624 -1.64748756 0.23754641 -1.07098642 -0.1969924 ] Distance 5.41551038881763 Each least square approximations [-8.33074691 -2.10483207 1.14006519 -2.36033455 -1.96192556 -0.17485333 2.04784007 1.68831671 1.31561465 1.36607026 2.95303606 -1.01583462 -3.07354786 0.65003124 0.85572163 1.56615807 -3.00972862 0.39325825 -1.88157966 1.90112474] Distance 8.75364918387266 Each least square approximations [-5.03982039 4.5746579 0.33942036 -1.54126595 1.19175141 -0.30955396 -0.99163282 -1.55028654 0.90932595 1.71852358 2.26412214 3.17864803 -0.83286885 -0.79859647 -1.46155795 1.64927816 1.8010627 0.98576985 -0.34656122 -0.76350338] Distance 11.27771249466192 Each least square approximations [-6.95150304 -0.79183059 0.83439872 2.36655744 -1.1953848 -0.35860321 -2.9943343 0.58092204 -1.89038672 -2.93087065 0.22295261 1.2218938 3.71961255 -0.8290292 -0.42755299 -0.24458692 1.18294008 0.82517304 1.59183216 -1.75003355] Distance 10.429160030935162 Each least square approximations [ 5.59175718 -1.37020589 3.05113266 -1.6249262 -0.55409309 0.93786701 -0.1724018 2.78019866 1.43260096 -2.15943527 -2.64546311 0.97411825 0.39993163 -0.94938059 -0.15686536 0.20710869 2.01926988 -2.30060379 1.73871003 2.64617967] Distance 11.036124902944785 Each least square approximations [ 6.4927341 4.13630973 -1.18908597 1.04354805 1.51251263 -3.74999419 -0.81810411 2.15641846 1.83889511 -2.26478228 3.6642673 -0.94873721 -1.14818348 0.39846021 -0.00748941 -0.12528609 -0.87022396 0.31038328 0.08641851 -0.40199631] Distance 10.111069804549818 Each least square approximations [ 9.10959561 -0.62968135 -0.25245724 1.8112931 0.36822328 1.04178334 0.47831632 -1.68281128 -0.1740193 -1.38142731 2.05913879 -2.88173416 -0.02583641 -3.00543318 -1.33590803 -0.51211365 1.92980035 -1.51774933 -1.42382795 0.81014338] Distance 9.25971336991169 Each least square approximations [-6.94139762 -2.61886588 -0.47078625 -0.18353502 -1.83781979 -0.36033244 0.08468243 -3.00154356 1.89045726 -0.31902834 -1.64796685 -0.23942801 1.65368526 0.27286758 0.97890015 -1.79301959 0.70717855 -0.03438612 -2.11265193 0.11181087] Distance 11.17118697550411 Each least square approximations [-6.04109451 2.51271999 -3.9448659 3.21585837 -2.30677432 -2.24132896 -0.66914854 1.20955166 -1.67772343 3.84589121 -1.79176949 -1.3909239 2.78634712 2.35764295 -1.36778388 1.35219628 -0.67200669 1.61900886 -0.6359549 -0.2427807 ] Distance 9.577801045362987 Each least square approximations [ 9.79579045 -2.72620286 -0.88228199 -1.07789933 -0.10519265 0.41381154 -2.62568991 -0.60968833 -0.54954226 -0.95501531 -3.96007612 0.02612514 -0.73142839 0.67787554 0.53691674 1.64457774 -2.13851382 1.30835641 -1.23876378 0.17078774] Distance 8.631288523280793 Each least square approximations [11.3401192 2.64480399 -3.36705875 1.37346055 -1.17075232 -1.01019898 -1.25417476 -0.93372924 2.14014107 -0.40498705 4.03880904 0.27637083 1.95452429 0.46179853 0.05104416 1.9614555 -1.79919 1.20436909 0.33108848 -0.79708765] Distance 5.28292367721246 Each least square approximations [-9.57806074 -4.92911429 -0.71071451 -1.92124638 -0.65629162 0.50683341 2.20657323 1.87440843 0.15263908 1.07386656 2.27255047 -1.09735998 -3.11924407 -0.58804836 0.42418669 1.72899109 -2.91778375 0.6496207 -0.33344511 1.21254367] Distance 7.443244217340678 Each least square approximations [-7.70577701 5.64379177 1.69683256 -0.95022108 -0.76085915 -0.92323714 -0.49297411 -0.21771125 -0.01153256 3.15764863 1.08380662 3.58304262 -0.11425293 -0.2676373 -0.75024375 1.7901511 1.57606887 0.68752792 -0.27215714 -0.36574793] Distance 9.39546822594127 Each least square approximations [-8.62878937 -2.4175968 2.36246976 1.59950754 -2.64005642 0.71780902 -2.32585595 0.74762229 -1.99025591 -2.02815043 0.84345063 1.01360413 2.85710992 -0.9953301 -0.7714732 -0.49111651 1.28907216 0.70391582 1.16040951 -1.24459097] Distance 9.447757906953207 Each least square approximations [ 7.67314395 -1.18864645 4.94807939 -2.38555064 -0.16320269 0.72036774 -0.48949651 2.36451595 1.02616596 -1.04752418 -2.96377879 1.28416326 0.71373995 -1.33204095 -0.80061817 -0.04014426 1.0658789 -2.73304833 1.04297482 1.3814181 ] Distance 9.594713063336297 Each least square approximations [ 8.43475591 4.13397531 0.14399359 0.63662046 3.86463923 -2.80230625 -1.91803518 2.15320312 0.45679583 -4.16676862 3.20074972 -0.91280125 -1.0706364 0.22472968 -0.20173559 -0.88778601 -1.13993903 0.01249912 0.05905597 -0.82971873] Distance 7.973726902658846 Each least square approximations [11.06758531 -2.5403402 0.66928754 -0.14233954 0.7852952 1.45379968 0.31007238 -1.9575021 0.36439796 -2.13177914 3.22998814 -1.35984448 -0.51641741 -1.39844694 -1.83007061 -0.93240816 2.2248747 -1.1557632 -0.31761152 0.93363905] Distance 7.020025891075602 Each least square approximations [-9.19341219 -4.00783776 0.43673796 -0.12889817 -3.86045487 -0.84133493 -0.19073572 -2.27708269 2.69054069 0.69398407 -0.30805319 0.36681321 2.73805072 1.23311112 0.40272793 -0.6005697 -0.20021121 0.38130951 -2.00361069 0.30033944] Distance 8.52106406078402 Each least square approximations [-7.56845947 4.40799594 -3.92859538 0.84514201 -1.5547051 1.3529199 -2.03775769 3.23134282 -0.90856432 -2.00314365 1.12165807 -0.62963615 1.84323222 -0.32279188 -0.66275372 1.70963215 -0.81696117 -1.04768417 0.86243959 0.05935972] Distance 8.87326820615758 Each least square approximations [ 7.23340723 -1.1492956 1.78007484 -1.00148659 -3.16637909 2.6982802 -1.78777707 0.46435777 -1.4564791 -0.22885444 -2.15796259 0.59665383 0.39816918 -0.73467434 0.25701152 -0.47449507 0.649065 0.42276422 -0.35746038 -0.77822982] Distance 10.874869696479053 Each least square approximations [ 6.91730723 1.54630211 -2.55057561 -3.50426091 2.10827402 -1.75570587 -0.47206287 -1.28498968 0.40292293 2.66279784 2.60533569 0.41078651 -0.1724777 -1.13124744 2.26161348 1.02370986 1.3132127 -0.1560176 -1.31547902 1.55536764] Distance 10.014904012924019 Each least square approximations [-10.9406791 -1.3108389 1.14533876 -1.48836015 1.31314838 -0.43832649 1.53620769 1.16391865 -2.63639973 -0.31017332 -2.42953431 0.20593876 1.14825031 0.41059178 0.05785049 0.7112604 -0.80690099 1.03127904 2.10779127 -0.68882246] Distance 7.3559780870848455 Each least square approximations [-7.4167914 0.30147989 -1.62141014 -3.71304748 -2.69691702 0.28476304 -0.6043344 2.95873882 1.58973176 -1.0565756 0.8200824 0.85800609 0.68744523 -2.31776582 -0.97481401 -0.32947641 0.95918964 0.08947224 -0.13539945 -0.21251942] Distance 10.264934892462723 Each least square approximations [-11.52585988 -0.31930161 -1.12798965 -1.25685346 0.08996789 -0.34672189 3.6801791 -0.20904814 -2.46934474 0.70178671 -2.10102092 1.27929474 2.11929693 -1.43559156 -0.25637571 -0.42014759 1.06187985 1.11505309 -0.83051092 1.35150346] Distance 5.698008895188468 Each least square approximations [ 8.86195872 -0.03045309 1.74781825 1.28126952 0.98073788 0.6168827 3.00296656 2.49998639 -0.92990288 3.23074155 1.14147493 1.1949594 -0.60843067 1.40867083 0.36911997 -1.54576305 0.36962219 -1.77863871 0.61418267 2.0395998 ] Distance 8.928193107796213 Each least square approximations [ 7.88107026 0.91766157 -0.02060749 -2.76083714 -0.45138508 -1.37494635 -2.47730684 -1.76400914 -0.52690678 -1.87473692 3.12782849 0.16102355 0.80468764 0.35209063 -1.3825179 2.83526942 2.41858988 -1.67168106 -0.65626308 0.04457274] Distance 9.538683034360897 Each least square approximations [ 8.85955874 0.87482747 -4.11735333 -3.9216458 1.20718065 -0.04682535 0.26241515 -0.4760511 2.97475865 -1.04533406 0.89463652 1.37021871 0.53248048 -0.29784327 1.82776949 -0.81766996 -2.64705804 -0.36987102 -1.07736701 0.712724 ] Distance 8.19436506653085 Each least square approximations [-8.3564 0.8791794 -0.56317217 2.53533683 -2.05166364 -1.93633404 -1.19252352 0.20598309 -0.62408115 3.36424572 -1.38852091 -1.33316637 -2.11826117 0.74075532 -1.73133858 -3.13206499 0.74341183 -0.26777194 -0.02776653 0.03372839] Distance 9.254852944167308 Each least square approximations [-6.47111419 3.48774798 -8.33129982 4.21954536 1.53161187 -3.45462374 2.61374854 2.44357098 -1.28059048 0.45015758 0.38480729 0.35679268 0.62404869 -0.4472029 1.01320452 0.17230686 -1.73190309 0.8397626 0.73936082 0.77711319] Distance 7.454926633727357 Each least square approximations [ 1.45479088e+01 3.71985568e+00 -2.78508624e-02 -3.69781344e-01 2.37205134e-01 1.01410511e+00 -1.64152803e+00 -1.13332764e-02 -3.66588405e-01 -4.91422853e-01 -6.49005248e-03 -2.40106448e-01 -1.15900310e-01 -5.38899296e-01 -7.03013654e-01 2.19345509e-01 -2.16025409e-02 4.15200980e-02 1.87031028e-01 -4.00094909e-01] Distance 1.2882922663852951 Each least square approximations [11.3346998 -3.74862391 -4.79854114 -3.21901557 1.68363099 -0.47290422 -1.77070879 -0.73049198 0.54576347 -0.43050475 -0.32357613 1.78561788 0.79621058 0.57257105 1.87690296 -0.84309147 -0.56957128 0.39566087 0.38264852 0.27521014] Distance 6.34152006920337 Each least square approximations [-9.62564593 -4.01244039 -7.00638018 0.63055844 2.55248228 1.74305719 1.62390078 0.39635696 0.39761566 -0.73078162 0.69339975 0.56112602 -0.5224648 -2.09443585 -0.6045004 -0.53517338 -2.17821623 0.38539106 0.39515528 -1.45714954] Distance 6.926289984341674 Each least square approximations [-11.48049559 4.82687861 3.07473762 -2.45372481 -4.61357264 -0.74558717 -1.15889127 -1.73930839 2.73070082 0.92389588 -0.86138917 -1.10778184 0.75514348 -1.27666337 0.83590921 0.9414674 -0.75714593 0.66264003 -2.02553329 0.82293351] Distance 3.9863596756148136 Each least square approximations [-10.22532628 -2.20126931 6.65449299 -1.47028463 -2.69601965 1.75265428 -2.77904268 -1.63403657 0.79863821 -0.30378872 -1.37832966 -0.52149132 0.63738248 1.73802857 0.67328563 -0.25187813 -0.41296781 0.61681993 -0.18185769 -0.23529638] Distance 6.961837981052436 Each least square approximations [10.8405668 -2.82648036 4.2528923 -4.32413202 3.36756736 1.13809461 -1.647018 0.20211905 1.48332869 2.76968628 -0.76903358 0.46997861 -0.47282201 -0.72670284 1.15706266 1.20744884 0.18070357 -0.15086946 -0.17305071 0.98753373] Distance 6.289558742096013 Each least square approximations [11.25103066 3.2802553 3.89835839 -3.21125273 4.45320075 0.93796999 0.86554483 -0.35513486 -0.63795479 -2.11706074 1.3206262 -1.02295594 -0.40921512 -1.15943764 -1.49213582 -1.63400443 -0.23456152 -0.95530415 -0.20546866 -0.33605587] Distance 5.734199365587891 Each least square approximations [10.41457594 -5.09349182 1.76438521 -5.68414378 -0.23200116 -1.16182847 -2.20253414 0.60641925 0.36056346 1.48546639 3.03658773 0.20840437 -0.3199478 0.5741924 0.58256969 0.97569379 -0.37057369 0.03240722 -1.12056337 1.3372878 ] Distance 6.2907654858722 Each least square approximations [-11.25218223 -3.73033643 4.35085942 2.89471581 -2.27233105 0.36131196 -2.31445694 1.00259313 0.29688975 2.71834549 -0.04670119 -0.79890645 -0.81670212 2.10095306 -0.22175474 0.24314443 -1.47926187 -0.11505524 -1.96704728 0.74869685] Distance 5.753412211336577 Each least square approximations [-11.26582709 5.20094504 -2.59065202 -1.05616919 -2.67926013 -2.32858785 0.11212802 -2.51075772 -0.01149488 1.4559028 -2.08029478 0.0754349 -0.26872383 -0.52791596 0.56596363 -0.95460317 -0.58044465 0.98874899 -0.65957124 -0.10966697] Distance 4.301331415585459 Each least square approximations [ 6.11300006 1.99439598 0.19989249 -1.88656202 -0.65761374 3.21297692 -3.32680101 -1.89645324 -0.96071126 -3.30287943 -3.81522511 0.2826764 1.55273749 -0.06298601 1.15610069 -0.79632072 0.40894657 -0.49884227 0.82125709 -0.37267473] Distance 10.32295258670754 Each least square approximations [ 8.52438153 2.06406335 0.01930638 -3.7310247 4.92867144 -1.49404368 0.07816214 -1.20186005 0.58069884 1.94817936 1.68817913 -0.95188367 -2.20448357 0.70621598 1.04468064 1.23010389 0.2234531 1.5428017 0.69479286 -1.18942821] Distance 8.367278244370546 Each least square approximations [-9.18182054 -3.26834649 -2.52768612 -0.70595177 -1.87228376 -0.29767611 1.97809485 1.32092944 -0.15968729 -1.47063 -0.84472848 2.13123683 0.97671513 -0.85446709 0.81013759 -1.05837265 1.74579493 -1.37441526 -3.07036453 1.53992789] Distance 8.381193271105243 Each least square approximations [-8.9963873 -1.76918409 0.27545887 -2.18100454 0.28008631 -1.96981866 0.20026207 0.19367098 -0.38772536 2.1525819 -1.45525142 -0.34056262 -0.39417603 -0.49323758 -0.57591309 1.60221669 -0.27298798 0.07750557 -1.52780831 -0.59593787] Distance 10.148529700461395 Each least square approximations [-9.33238929 -2.59720906 0.68084598 -0.1560547 -2.31083413 2.64617577 0.33994971 1.14229524 1.17571132 0.51488453 1.86826153 2.19752912 0.80853493 -0.40673776 0.73026661 -2.09488725 -1.17852556 0.81252953 0.94069884 0.54995583] Distance 9.054148653993877 Each least square approximations [ 9.13126298 0.84231816 3.2547261 0.88634592 2.90202679 0.8478816 -0.15692715 1.22436435 -2.25626049 -1.93174746 3.00367347 0.49474031 2.27228409 1.91864301 -1.88455602 -0.50117366 -1.63524879 -0.74685728 0.55236277 -0.54291006] Distance 8.26503495772164 Each least square approximations [ 8.47804942 0.37461597 -1.56163978 -4.40871505 1.64702228 -0.13756449 -3.94272499 0.2746154 0.17059875 -2.08488945 2.53658147 -1.54413531 1.25031562 -0.93363352 0.89602353 2.42377963 -1.23159867 -1.99308758 0.17361094 -0.83044689] Distance 8.261372903606798 Each least square approximations [ 9.51270479 2.33535821 -1.08683744 -3.08298261 1.57850679 -0.81813387 -1.8316585 -1.77347048 -0.71933258 -1.92448346 0.14453629 2.67283746 0.18317998 -0.84026681 0.54998825 2.89027527 2.32856307 1.17476347 0.76960308 -0.20842499] Distance 8.031131972395867 Each least square approximations [-8.82115468 2.08084601 1.96550109 1.62745753 -1.69104692 -1.78087546 1.98303787 -0.05336892 4.34355617 2.93198956 0.16221931 -2.11405096 2.09764233 -1.40288929 0.67479301 0.94526921 -0.08164978 -1.53456286 1.84815052 0.47162966] Distance 8.044581808695101 Each least square approximations [-12.45569295 2.79122594 -1.42999698 -2.54052133 -0.89696007 -2.65346537 0.41589863 -1.30637903 0.60686204 2.34306309 0.30348972 -0.62635207 0.61544826 -0.59547945 0.8852008 -0.02008344 0.52138121 0.04416645 0.20103368 0.2916954 ] Distance 3.8581725289580113 Each least square approximations [ 5.33295068 1.72665803 0.269799 -1.74681117 -0.66733223 2.88239203 -2.49284855 -1.81521377 -2.39088447 -2.74621247 -3.19426521 0.06939656 0.96730837 -0.25813536 1.20092356 -0.30398431 0.71874653 -0.8630274 1.32081984 -0.43752871] Distance 11.058706986498445 Each least square approximations [ 7.71707558 1.81443029 0.65611654 -2.95498439 4.87928463 -2.43729268 0.09299454 -1.02305825 0.36568667 3.24244612 2.16567838 -0.41677998 -3.19153415 1.26276256 0.90821563 0.97391899 1.45147942 1.2795724 1.68313099 -0.46461177] Distance 8.10157089543851 Each least square approximations [-8.74063648 -2.01937835 -2.40421464 0.1225378 -3.42267875 -1.21164996 1.97574587 2.46490941 -0.04567098 -1.91899681 -1.21249537 1.33510459 0.62621817 -0.54828294 0.70437127 -1.18588173 1.71691638 -0.81368763 -2.0085205 0.48604425] Distance 8.800984840846368 Each least square approximations [-7.76783375 -2.16433263 1.11474514 -1.55311796 0.43986179 -2.77434264 -0.54848878 0.42511024 -1.29509503 0.53449884 -2.46629027 -0.18754159 1.34633685 -1.29349405 -0.53539504 2.07098386 -0.3406766 0.65195554 -0.78955639 -0.58289192] Distance 10.469354778082772 Each least square approximations [-9.03053093 -0.71248423 -0.47756778 -0.25350211 -2.16416688 3.45890945 0.92237022 2.24001815 2.2406162 -0.21804769 2.07332074 1.7234869 0.93230377 -0.4725398 0.62203544 -3.40270709 -1.160972 1.49571851 1.04730242 1.18598961] Distance 8.243442970751676 Each least square approximations [ 8.81763577 3.81316392 2.30517272 0.4361797 2.39385921 1.45316587 -0.06921337 1.53034556 -2.76420761 -1.20448642 2.14394898 2.62531778 1.83487375 2.34298026 -1.3067998 -0.25266261 -1.1703324 0.28550869 0.30717461 0.45416126] Distance 7.959902156333622 Each least square approximations [ 6.95384284 1.03141546 -2.33675691 -4.8843962 1.79924887 -0.21890255 -3.73273722 0.1749091 -0.23729204 -1.78367968 2.11896247 -0.60878941 1.40997621 -1.82713297 0.38668346 3.52955745 -0.55467661 -1.79248444 0.43666411 0.07731673] Distance 8.863860094293974 Each least square approximations [ 8.13629456 2.47509012 -2.24923952 -3.93077349 1.90808778 -0.33550932 -2.65751866 -2.72494844 -0.44979483 -1.31552007 -0.52419477 2.18718936 -1.36282728 -0.74633844 0.27660059 1.75001544 1.59319453 0.43431716 -0.12126666 -0.9384793 ] Distance 8.77840662912894 Each least square approximations [-7.45732266 1.48365971 1.6019235 2.24086008 -1.89208833 -1.86611917 1.38033806 0.14821548 4.14083523 2.02547652 0.34037575 -2.80937928 1.72163964 -2.19276319 -1.02634526 1.66343595 1.13561392 -1.41520776 1.87240386 0.88519159] Distance 9.02673053832629 Each least square approximations [-6.01927854 4.4836114 -5.68534113 2.75745036 0.3931476 -3.25320574 1.77266066 -0.62553755 -1.69795889 0.73217088 0.09374385 -1.17201505 -0.55968897 1.68287904 -0.52949584 -0.22401109 -1.56572716 1.5047905 -1.73108135 -2.02473748] Distance 9.27081669094491 Each least square approximations [10.23056856 0.73054177 -2.01809058 -2.17978827 0.1423172 3.95005723 -2.1884474 2.28587698 -0.4032028 0.95836041 -0.18442126 1.30704832 1.27467452 2.74225527 0.20646072 1.0608173 0.05141031 -0.22045699 0.4331027 0.36581851] Distance 7.962494307831926 Each least square approximations [ 9.59126284e+00 -1.80457340e+00 -2.92395680e+00 -8.81769054e-01 2.34278469e+00 1.84697964e+00 -3.13164352e+00 -1.91190924e+00 2.91171621e-01 9.60257333e-01 2.50381673e-01 2.36355143e-01 5.02016487e-01 -9.96333970e-02 -4.64044684e-03 6.66118349e-02 -4.85868037e-01 -1.22093503e+00 1.81699941e-01 4.64672539e-02] Distance 9.299357823746305 Each least square approximations [-9.34655254 -3.30588778 -3.77342516 0.49875191 0.88242971 1.00824576 1.39054648 1.17891416 -0.19561404 -0.23094589 2.11055193 3.40785234 -0.65250808 -0.25971223 0.20700568 -0.58186869 -0.65669978 1.28126295 1.02718455 0.45547924] Distance 8.849153090099676 Each least square approximations [-11.26794622 4.56775384 -3.25174257 -1.12547352 -0.89742891 -2.53407637 -3.27834823 2.28658304 0.46777985 0.97531464 0.10710859 0.44973535 0.230033 0.41946518 1.39822452 0.66714387 -0.70094466 0.70256681 -0.71569796 -1.33820044] Distance 5.137613302181429 Each least square approximations [-9.76138744e+00 -1.77329931e+00 3.26948088e+00 -1.09586771e+00 -2.99629794e+00 1.94749137e+00 -5.52842500e-01 -1.19491155e-03 -7.16991077e-01 3.01622360e+00 -1.91327091e-01 7.79767562e-01 -1.25190140e+00 -1.21183293e+00 1.58708772e+00 3.34916069e-01 9.73098595e-01 -1.40239252e-02 1.12236381e+00 -8.77487834e-01] Distance 8.618260816832349 Each least square approximations [ 7.93273191 -0.78111371 5.63745853 -1.68773079 3.81764541 1.72456919 -2.57768112 0.25028439 -0.412718 1.21048193 -0.3177436 -1.54240457 -0.21393642 0.38181556 -0.90937417 0.36444832 0.69360008 -2.72370837 1.56035998 1.05580099] Distance 8.799478484934756 Each least square approximations [10.98825712 5.33445797 -0.11187187 -1.46467656 2.64237852 -1.03232661 -0.9361777 -0.48067365 -1.38468257 -2.94906606 -2.01905625 -0.08721126 0.44004483 -0.27671579 -1.37703769 0.23833248 0.84344888 -0.50551182 0.57397383 0.25844042] Distance 6.146047206622196 Each least square approximations [10.86260797 -3.01111924 0.46784534 -3.31063758 0.03887775 0.98038281 0.43542636 -2.09323658 0.23486501 3.45510819 0.62870238 0.45079888 -0.69601018 -0.62053036 -0.67485033 0.20237308 0.3353763 -0.38149544 -0.0192801 1.18662849] Distance 7.561102814044662 Each least square approximations [-12.51038705 -3.68121032 -0.50573308 0.91328903 -1.1316094 0.21559754 -1.61259042 1.74326957 1.59069388 -0.03509964 -0.42155269 -1.25364919 -0.64925569 1.18752857 -0.01712757 0.04108361 -0.09631078 -0.12292982 1.77916373 -0.20739602] Distance 5.394938961351789 Each least square approximations [-6.64082707 5.99733471 -4.92403222 5.02111619 -0.74274245 -2.6047888 2.63844329 0.01529048 -3.07337887 -3.31691596 0.66141937 1.23655025 -1.13988374 1.88929396 0.71702684 1.60041888 -1.56464914 0.68034056 1.15296336 0.76385335] Distance 6.431707520100576 Each least square approximations [10.53356206 0.97780673 0.53275968 -2.44900654 -3.7527736 4.64487507 -3.12729162 -0.34641247 0.79961086 -0.54521298 -0.02680715 -0.96517482 -1.83561202 1.0898871 -0.26908359 -0.0500692 0.40125477 2.50828697 0.30267904 1.72772216] Distance 6.371152900835439 Each least square approximations [10.78064576 -2.63711869 -0.53524811 -3.90008115 3.19970013 0.53348082 -2.17212072 -2.40259378 0.3685445 -0.6150258 -0.85001702 1.04125719 1.79211984 -1.78467246 -0.08597611 -0.85540928 0.08864344 -0.30263354 0.70979234 -0.77835517] Distance 7.072527931572249 Each least square approximations [-7.80089952 -5.48414363 -5.94251591 -1.13082068 1.61571818 1.61248021 1.11008397 -0.67602274 0.2077505 -0.82152164 0.59775224 2.71538573 -0.54519377 -1.96775018 0.76727479 -0.67457152 -2.81163088 1.41825823 -1.75637747 -0.28337954] Distance 7.694664674420049 Each least square approximations [-11.04130131 1.93600062 2.07445892 -4.01654976 -3.11586169 -0.96492681 0.06122998 -0.49060023 2.42301024 -0.41955939 -0.41182314 -0.42989636 -0.83767518 3.21106915 -0.2560314 0.82367845 1.78680108 1.22823807 -0.43056438 0.66040267] Distance 6.31776032928135 Each least square approximations [-9.69062832 -3.99349059 6.22462108 -0.93510536 -1.28311798 0.56158708 -0.67442991 -0.81600214 1.39649702 1.39966265 0.19315774 -0.2547111 2.03881131 0.69973454 1.29893925 2.19541564 1.11550471 0.60847118 0.10104027 -1.42032984] Distance 7.000528986781041 Each least square approximations [12.03846138 -2.73352594 2.5453734 -1.28774166 2.49176757 -2.33699528 -2.20574249 -1.2926459 2.74243982 -0.42064734 0.6790264 -2.22625996 -1.45237984 0.24770422 0.29570222 -0.5236805 0.40382855 -0.29010049 1.43268397 -0.90730795] Distance 4.781444473717729 Each least square approximations [10.55858556 1.43829715 2.61673357 -2.81177121 4.03600887 0.96089315 -1.36395892 -2.30855464 1.67487392 -0.67432211 1.22044486 -0.38086971 0.31340189 0.47370899 0.21240144 -1.18319425 0.4852801 1.02530338 0.90861381 0.73638445] Distance 7.638620328611657 Each least square approximations [ 9.74528205 -4.03513093 0.61165429 -3.99293555 -0.255314 -0.11988584 -1.91879464 1.19143033 0.71337816 1.22601782 1.50265968 2.73693152 1.50904192 1.25516316 2.74139898 1.44623924 0.90936787 1.00915867 -1.8550391 2.92310952] Distance 6.969275973175843 Each least square approximations [-10.49954721 -1.66882815 2.10897566 3.11757802 -1.60428245 -0.89561247 -0.2121523 2.6911126 -0.54763753 3.45722996 -2.21040094 1.29789248 -1.0886852 0.87457097 -0.19998089 1.9176877 -1.5546458 1.68001035 -1.10965797 1.23830547] Distance 7.072733587559378 Each least square approximations [-7.01680991 2.26984525 -6.18667202 2.68794477 -3.02609745 -2.04082502 2.0745324 -1.38740315 -2.58153517 1.65506728 0.15341367 0.69013428 -0.20495331 1.30621999 1.8834187 1.76715151 -3.36392034 -0.16027444 -0.18561514 0.85108016] Distance 8.139178441201317 Each least square approximations [ 8.39690095 2.88568879 -0.27876776 -0.47849859 -1.03183387 5.25286202 -1.23787801 -1.50396214 0.01136833 -3.33713964 -0.48098152 -0.90880899 1.46449573 0.06473952 0.08959256 -1.05610526 -0.42104484 1.12602467 1.85262057 -1.40470072] Distance 9.0662458597107 Each least square approximations [ 8.61744498 0.28047922 0.32924582 -3.49351253 5.56503974 0.04084038 -2.52124991 -1.20228575 1.80126679 -0.41066629 -0.60151491 -0.25988259 -1.33034161 0.40245023 2.21029315 -0.74651628 -3.60366317 -0.28429075 -0.14768305 0.65995436] Distance 8.120330884278847 Each least square approximations [-8.48682694 -1.50338179 -5.412867 -2.84793195 1.92546779 -1.15179121 4.32577061 0.29224771 0.65060336 1.39607778 -0.41495101 2.64910856 0.62975056 -1.5132801 -2.16525518 -0.8539885 0.35030902 1.06013797 -0.12733162 0.62422025] Distance 7.826875590509524 Each least square approximations [-10.77217884 -1.53776208 -2.2591513 -0.50432124 -2.66673943 -0.50478033 -0.80004203 -3.11770804 0.60967984 1.61912424 0.47407254 -1.56762382 3.10072134 -0.15381484 -0.25592131 0.50422039 0.4197871 -0.15295748 -1.09222625 0.79571188] Distance 7.547102604780967 Each least square approximations [-9.77438056 -3.0981733 1.99229704 0.68134606 -3.57355233 1.29581076 -2.9139411 -0.17634797 0.81706913 1.94378609 0.08447521 1.32740296 -1.64936693 2.10491357 1.42168591 -0.43422033 -0.12695984 -0.2872148 1.08701239 0.21543265] Distance 8.164695264566374 Each least square approximations [ 7.62752399 -1.52063929 3.99010003 -3.62390974 4.29588699 0.4136843 -2.44666289 0.55588191 0.32811215 1.00872846 2.30519951 -0.27568264 1.08759207 1.95506519 0.4960981 -0.03379613 0.95300538 -0.71316215 1.61062241 -1.25745142] Distance 9.18048357543615 Each least square approximations [12.48128468 -3.11456735 -2.53961514 -4.21229293 0.20168683 2.08301428 1.28359945 1.03255878 0.4941319 -1.18632433 0.75363944 -0.54834544 1.21770492 -1.09166647 0.44154033 -1.28626608 -0.94221087 0.32702824 -0.39150332 -0.60921489] Distance 3.282402693870581 Each least square approximations [ 9.00272894 -1.13710958 -0.3040333 -3.12311783 -3.86575399 -1.22606074 -0.50201662 -0.10006029 1.27915277 0.55606221 1.79549602 1.45589741 1.39925768 0.84409164 0.46345135 1.53407553 -0.05577353 1.84453284 -0.73037095 -0.68832981] Distance 9.501003419067942 Each least square approximations [-11.05791902 4.26525943 3.70366736 0.26438189 -0.18032845 -2.69068724 0.20904342 1.95925338 -0.98491369 1.91775983 0.31203957 -1.71118047 1.45409107 1.81039248 -0.11589597 0.26963299 -0.3976168 -0.42067616 -0.76321516 -0.46689817] Distance 6.033923733281745 Each least square approximations [-13.02258166 1.46241592 2.4208255 -2.04628945 2.81561561 -0.52090361 -1.24186019 0.28396351 1.62096943 0.25165105 0.70461032 -1.31826103 0.47446816 1.12563537 -0.28917839 0.32052273 0.30469006 -0.49535949 -0.10706466 0.51521523] Distance 3.0642960986738936 Each least square approximations [ 3.71426711 0.13183157 0.89483223 -1.33410902 -2.01288289 1.02252093 -2.77144376 -1.42023009 -2.93945904 -0.41418812 -3.97856412 -0.10143068 -0.23664297 -1.30353143 0.50380439 -0.29388496 0.67734212 0.13596034 2.36471213 -0.13081668] Distance 12.007614413492371 Each least square approximations [ 6.41520784 2.10941737 1.77298848 -1.33766892 3.32032851 -4.40613008 0.97144088 -2.13275893 0.38321606 4.78539038 2.68496446 0.9731441 -2.23118973 1.00284656 0.61855898 -0.53567288 4.29706471 0.38188038 1.82171287 -0.67701192] Distance 7.8417085053188815 Each least square approximations [-7.06987472 0.20690308 -0.39310136 1.11144267 -5.74642614 0.02098411 2.8021423 2.3574655 -0.1078557 -2.80269304 -1.83488366 0.29775405 1.06736244 -2.13627784 1.84745494 0.07462891 -1.22257959 -0.22303734 -0.23463523 -1.13508471] Distance 9.328753093004897 Each least square approximations [-4.91204792 -2.11025532 1.26039611 -3.25132536 0.01359056 -4.15540223 0.07737832 2.45710742 -0.20900116 -0.95147076 -1.59335952 -0.53228701 -0.08195523 -1.57954845 0.41176517 2.23160933 0.43564304 1.02678168 0.72998402 -0.43157083] Distance 11.435338245825214 Each least square approximations [-8.18281172 3.11892825 -1.23847341 -0.04414782 1.17749973 4.53165728 1.49651012 3.84052259 2.09427072 -0.30484839 2.16413418 1.09832506 2.50912591 -1.54900921 0.58066665 -1.5324992 -0.24052537 2.06283265 -0.16088941 1.49435928] Distance 7.921454648009991 Each least square approximations [ 8.73852481 5.7919188 -1.93003497 1.19804914 0.20246363 0.87357299 1.32326142 2.62508146 -2.85727767 -0.25520236 0.30472813 1.65175785 0.27453236 -0.16400784 -2.63848115 -0.56264427 -0.28705586 0.58797478 0.31974799 0.45986316] Distance 8.03226859809321 Each least square approximations [ 3.8424898 1.67662032 -2.78369386 -3.80043938 2.11284342 0.55456292 -3.89020555 -2.10715729 0.11749981 -1.94925266 1.35213837 -1.01068666 0.95800288 -0.77519776 -1.15211749 3.68436029 1.47357958 -1.83593277 -0.32326153 0.69244435] Distance 10.718267703737435 Each least square approximations [ 5.81620955 3.42337886 -2.87422683 -3.4919213 3.33163069 0.73661478 -3.97314509 -3.81845201 1.0727325 -0.45226884 -0.53821826 2.05922168 -0.62993374 0.12991385 -0.15226586 0.48255381 -0.59918523 -1.49677418 0.56650837 0.51049304] Distance 9.51090254924943 Each least square approximations [-4.80779147 0.22428352 -0.6299708 2.84731782 -1.54255609 -2.09657048 2.13600907 -0.35601245 2.56944217 2.83573499 0.56003698 -1.73747493 0.70061871 -1.35033994 -1.92590707 2.24853814 0.78917689 -2.22439025 1.97405691 1.38047254] Distance 11.164338860187677 Each least square approximations [-5.35722585 3.89065877 -6.22504982 4.50581089 1.45226658 -2.51978921 2.00875145 3.04159852 -2.243163 1.34821722 0.34958773 -0.49475864 1.59869592 -0.18167319 0.76911458 0.71655301 -1.19011313 1.71262181 1.7067903 0.64762255] Distance 9.289289262415762 Each least square approximations [15.00056853 -0.28468239 -0.9187858 0.98046356 0.01657276 -0.12077836 0.60935186 -0.75268416 -0.10216386 -0.43180791 -0.31896949 -0.15646389 -0.61131671 0.35507659 -0.02150078 -0.49960461 -0.10092905 0.34653084 0.18060822 0.05124706] Distance 0.6510713188134215 Each least square approximations [10.90605781 -2.80773686 -4.39214745 -1.70149936 0.3183275 -0.43154739 -2.05158654 -0.34330382 0.53823254 1.04866443 0.88684844 2.25291504 1.97314579 0.02741863 1.52918845 -0.49737806 -0.26026818 0.02294849 0.17853845 0.46650936] Distance 7.864066502424115 Each least square approximations [-9.11443829 -4.7451168 -5.25918949 -0.75848414 1.25530054 2.47803643 1.30602576 0.06729137 0.20757366 0.33499448 0.85150595 0.88664461 -0.96604918 -1.75650142 -0.09095041 1.40104763 -2.86263969 0.95877759 1.01791274 -1.96046763] Distance 8.038575343146919 Each least square approximations [-10.81079393 6.20192179 2.52566611 -1.92096812 -4.3494002 -2.25744562 1.10963829 -1.65389012 2.10036468 0.33043529 0.92094638 0.11751718 1.20637337 -1.81936139 0.04997644 0.70965964 -0.68400438 0.89293629 -1.45430232 0.97659673] Distance 4.598296663836115 Each least square approximations [-9.7318417 -1.84142942 6.68309712 -0.29835249 -1.82038642 0.58672865 -2.44455372 -0.29851775 -1.54604907 -1.65968773 -1.14777454 -0.61925493 1.39057457 1.69643065 0.61474001 0.77658116 -0.08444992 0.11314287 0.01843658 -0.44095427] Distance 8.00564042117134 Each least square approximations [10.36149129 -3.15618148 3.33101464 -3.69126053 1.25876017 0.44836663 -2.28855768 0.96918378 1.58575358 3.53220044 -2.65815864 0.81638841 0.11323944 -0.33228642 1.71130459 2.43592929 -0.06455321 -2.11398847 0.29651561 0.75870453] Distance 6.5320534372949615 Each least square approximations [10.54392602 3.73929269 2.1369051 -1.69543756 3.6989052 -0.41155884 0.50801514 -1.13455114 -1.26400673 -2.92356919 1.57966303 -1.58354017 -1.42858635 -0.72753708 -1.48868037 -2.87247584 -0.09495609 -0.74941417 -0.65953064 -0.72808251] Distance 7.197461837650814 Each least square approximations [10.87045332 -5.45279004 2.00947361 -3.08909849 0.05022449 0.64370513 -2.92114019 -0.04085268 2.14972121 0.81039314 2.43770544 -0.10757745 -0.13103692 0.93333615 -0.17177517 0.34515946 -0.88505396 0.34090306 -1.0555144 1.50103651] Distance 6.523125287891307 Each least square approximations [-11.20497854 -4.11382254 1.281467 2.16494997 -2.72184776 -0.7031399 -2.46771554 -0.44064695 -0.27890302 1.83234104 0.614743 -0.39305853 -0.93781685 2.37066517 0.48689338 0.47978387 -1.52859177 0.19424146 -3.06097522 1.18904058] Distance 6.514259892231383 Each least square approximations [-8.919607 4.60833355 -4.49951617 1.57979542 -3.67316828 0.46807424 -1.46745928 1.30998743 -0.35374295 3.69043238 -1.96790664 0.15341204 0.37162321 -0.94056209 0.57887961 1.67163802 1.21714518 0.54014723 -0.08760271 -1.02162585] Distance 6.813505623888905 Each least square approximations [ 7.06613691 0.22656284 -0.10937219 -1.6312763 -1.2723238 2.5055894 -2.62472971 -1.56066114 -1.09734089 -1.76904957 -3.16155375 -0.13399514 0.69736314 0.26749961 0.35958051 -0.43805763 1.42484369 -0.75700789 -1.26006619 -0.60784965] Distance 11.067821456577724 Each least square approximations [ 9.14355382 3.9009507 -2.68645075 -2.12734572 2.87810726 -0.4378855 -0.39144889 -0.52796099 0.86105725 0.69205741 3.20397651 0.11600194 -2.64999385 -1.38515609 0.27362143 0.22579228 -0.34746758 0.80553709 -1.74069274 1.72735907] Distance 8.083198667529356 Each least square approximations [-12.82020034 -1.97573735 0.02793191 -1.62130413 -2.52108948 -1.84237483 -0.41561602 -0.41125244 -0.1875385 -1.37252784 0.46543856 0.34668557 0.04099615 1.90310204 -2.37193695 0.35771085 0.95518442 -0.8162823 -1.47141506 1.68181321] Distance 3.601584677086858 Each least square approximations [-7.97300184 0.75984912 -1.85275371 -2.8651117 -1.27006682 -0.45108221 -2.31939676 -0.58466419 0.23186911 0.51820847 1.23897645 3.75496847 0.40694799 -0.37334454 -1.62903071 1.34784993 0.1415975 0.59587793 -1.1227028 -0.92018231] Distance 10.27711157296272 Each least square approximations [-10.45912047 -0.30861615 0.21930189 0.14806447 -4.34156248 -1.96362322 1.04341364 0.13267853 -0.0750512 -2.05976335 -0.93465882 1.24297607 2.27798042 -1.95644742 1.04279574 -2.533157 -0.28926111 0.37564231 0.41703216 0.51789566] Distance 7.411808439949457 Each least square approximations [ 8.5346122 -1.71017022 3.15447301 0.18421028 1.58185032 1.19320514 1.13191473 0.58333008 -2.54663991 -0.13553253 2.30129552 2.37795066 1.08029684 1.89358224 0.593549 -0.56438813 -0.39831208 -1.15994841 -0.6859211 2.34990186] Distance 9.512551605349008 Each least square approximations [ 9.12396771 2.74348427 -0.65177514 -1.22634261 -0.55052414 -1.19438489 -1.6653147 0.38060825 0.88209147 -0.73846863 4.2464206 -1.71015874 -0.55314479 -0.13395796 0.78234607 3.53987827 -0.10653961 -2.08197721 0.49851685 -0.72590474] Distance 8.59891286183931 Each least square approximations [11.1123554 2.3414264 -3.64991296 -1.70255776 2.36557223 0.6730257 1.32489872 -1.12824372 -0.31695593 -1.20357525 0.77357969 -1.09793246 -1.16624656 -0.96018556 2.05079418 2.35448275 1.00671208 0.57261728 -0.44709335 -2.22501516] Distance 6.001567197031573 Each least square approximations [-9.55577245 -0.16920191 0.32835657 -0.45915762 0.52771078 -0.64439079 -0.13646307 0.07113298 3.89486765 2.29349378 -2.10406102 -0.69673944 1.73148333 -2.42443755 -1.59368814 -2.19112606 2.11280793 -0.91617927 -1.21254241 0.30538942] Distance 8.447238503284561 Each least square approximations [-9.46703195 -5.21869467 -1.78392705 -0.99745464 5.00839923 2.09823956 -0.11510485 -2.3238428 -2.6433749 -1.8178512 -1.41021318 0.10772697 0.52170009 -0.83945036 2.40966768 0.8303484 -0.58188352 -0.6879544 -0.13221807 -0.25599939] Distance 5.064422679244442 Each least square approximations [ 2.70421533 2.18838737 1.7143666 0.25903294 -2.11281033 1.8852567 -1.02111954 -1.94009134 -5.62824955 0.56766577 -2.12183219 -1.06233487 -0.90940047 -1.08783702 0.27751585 -0.60215541 0.94413312 0.24177368 1.09030049 -0.36954619] Distance 11.487264842119783 Each least square approximations [ 3.50998882 1.08837405 -1.58654504 0.08075761 5.42377701 -2.78131599 1.48204576 -1.19443648 2.55906012 3.98401583 -0.25010281 0.83266866 -1.22916697 4.02221103 1.32688821 -1.04026295 3.53161977 -2.74603692 2.17447058 -0.46645403] Distance 8.762025126346552 Each least square approximations [-4.55297714 4.50319337 -3.60188607 1.04086078 -2.11354586 3.59813101 2.22159976 1.39286602 1.30993902 0.40178852 0.65248787 1.05373341 2.15290931 -1.58449107 -1.09310106 -0.95570423 -0.61986597 -0.92015891 0.25549345 -0.71714883] Distance 10.412155388668294 Each least square approximations [-2.90183577 -0.74074449 0.85750726 -1.89002248 -0.86074644 -1.87819684 -1.56790511 1.33037005 -0.4226962 -0.72523525 -3.43398405 -2.00542654 3.74180271 -1.58201301 0.51717896 1.12172227 -1.33846234 0.6422491 1.78514193 1.34606993] Distance 11.777986677044167 Each least square approximations [-6.35654154 4.60972165 -0.67317345 -0.71758163 2.73137307 3.14207196 -3.04035117 1.67635568 1.03057196 1.3932421 1.53294472 -1.1044531 -0.81635383 2.08435224 0.82699329 -4.09167139 0.09151578 -0.60570109 0.7067846 0.82759753] Distance 8.925575424057369 Each least square approximations [ 5.15140271 5.46061905 -2.43370078 -5.10566404 -0.51468912 3.0441409 1.55246749 0.83309299 -0.63463336 0.35475486 2.41517358 -0.95329646 0.06913144 1.82427932 -1.87657731 2.25540994 0.03758963 0.92741755 1.17730506 0.9883625 ] Distance 8.878478430878545 Each least square approximations [ 3.11773924 1.07382438 -1.90865519 -4.00781226 1.52083403 1.39494304 -2.85970218 -2.02539901 0.88854521 -0.576019 0.92344591 0.60421057 2.20929429 -3.47063354 -0.49950407 2.56388581 1.31026731 -0.82909682 0.3336191 1.71631958] Distance 11.116555737606628 Each least square approximations [ 3.05419839 0.23951246 -2.67432402 -3.55139049 0.0695266 -1.56555353 -1.47556534 -3.08126069 0.5216498 -0.69693908 -1.84722153 0.39716809 0.62385805 0.20373261 0.00590832 -0.21870681 -1.18327127 -3.58796802 -1.24817898 0.07770539] Distance 11.761131111963367 Each least square approximations [-3.29881584 0.31663776 0.98167809 2.82321855 -0.87508034 -0.71459003 1.67555206 0.44719165 1.16691118 1.96660661 0.3058478 -2.48108486 -0.17430416 -0.23135324 -0.45475766 1.15544551 3.94905473 -2.79990411 -0.12526948 0.52059368] Distance 11.883571658514263 Each least square approximations [-7.88350172 0.22277514 0.34899631 -0.78580568 -2.44494149 3.74599948 0.89878595 -1.03657359 -3.08415637 3.70404906 -0.28212441 0.64764995 -0.47436717 1.19189 -0.15005434 -1.28315221 -0.07118553 0.51039071 -0.15660604 1.65441082] Distance 9.062892954219723 Each least square approximations [ 2.53758845 -1.28196759 0.53017388 -0.80474712 -0.12894638 0.0196899 -1.10483596 -1.57466562 -1.06276934 -1.81553325 -2.11024291 -1.11179261 -0.32915365 1.76867759 0.35309477 -0.66239681 2.39640645 0.58238278 -0.90584378 -1.21619433] Distance 12.728500019829838 Each least square approximations [ 4.43055513 3.28914455 1.5379774 0.02336889 3.90622724 1.58994844 -0.83605473 1.60729866 2.8367989 2.18958311 3.8152523 -1.1264721 -0.89625475 2.08545961 4.66176706 -0.63586355 1.20835668 0.08374503 0.19540675 -0.62828944] Distance 9.235859721571265 Each least square approximations [-5.27423245 2.24402921 -1.88514531 -4.61713058 -2.88188523 -1.16812902 0.81217315 1.69932822 -0.4433944 0.78781915 -1.91037255 -0.63672161 2.58245715 -1.30086896 2.87788811 0.619077 0.63100496 0.72884782 -1.45589001 0.72090555] Distance 10.031460277273798 Each least square approximations [-4.97740326 -3.55582084 3.2503478 3.10784245 1.32102533 -2.26140601 0.993142 -0.47565321 0.98369741 0.8680104 1.03315412 0.81516719 1.17000702 -0.70655893 -0.56232567 0.28250585 -0.27002626 1.7615605 1.656652 -1.25824321] Distance 10.867639466082098 Each least square approximations [-5.49085261 -0.27996711 -1.81935291 2.57704692 1.61574136 2.74573215 0.20802466 -1.09908795 2.12707044 -3.69887219 3.94208532 2.22143529 0.8998375 -0.26590228 -0.01801385 -1.40695537 -0.90727467 -0.78466338 -1.3034231 -0.16435841] Distance 10.037629850581313 Each least square approximations [ 5.22388527 1.33876574 1.85169586 0.95117901 -4.7225656 3.25150823 -1.5416247 -1.40774971 -2.3352443 -0.60217126 0.93311641 1.27444773 1.0025012 1.51782755 1.13964128 -0.90336317 1.55387515 -1.45303184 0.90711699 -0.80246394] Distance 10.327857879022261 Each least square approximations [ 4.64173926 -1.38350511 -4.32184025 -0.28275383 1.75854147 0.43519869 -3.15665364 1.54486793 -0.33607438 -1.24851728 2.02518443 0.30010973 -1.9549077 -2.00611751 2.3933583 0.04550181 1.16580649 -0.76716852 -1.15348904 -0.14834452] Distance 10.791159470967374 Each least square approximations [ 5.85494251 4.10011218 -2.7318248 0.18967541 -3.07814062 0.63086316 -3.82408753 -1.96580152 -0.41951312 -3.03261559 1.29593874 0.0319141 2.99194895 -0.08556928 -0.83437112 0.78705019 0.97831934 -2.31916752 -0.06846004 -1.20721634] Distance 8.99795665001618 Each least square approximations [-4.34944322 3.68577364 1.09012596 -1.01013628 -5.53492831 -2.47165987 3.28219321 -0.71610545 0.80524776 -1.966909 -1.23694017 -1.26586471 1.7613791 -1.8440326 0.52790678 1.22779402 0.99694006 -2.7612403 -0.73401032 1.61496587] Distance 9.305620622453029 Each least square approximations [-6.12948557 8.46033941 1.24652524 2.00332585 0.26365234 1.19553562 2.47284058 0.73323909 -1.85977444 -0.3151617 0.18846405 2.75512578 -0.55936532 1.09049943 0.18089256 0.08962209 -0.59992433 2.34718737 1.55633788 0.47301064] Distance 8.08373392175467 Each least square approximations [ 5.39660064 -1.70787722 1.9358169 -0.61808374 -1.98462596 2.92389634 -1.94957604 1.82656559 2.65231585 0.46760294 -0.4089888 1.65623438 -2.2106896 0.08387947 0.34114501 -0.28652414 0.50870743 1.40112382 0.62017224 0.37364763] Distance 11.647240879664983 Each least square approximations [ 7.63401867 -0.55825555 2.80968221 -0.77074008 5.70699103 1.70588454 1.25612167 0.85171461 -2.72179911 1.10683207 1.7120448 -0.20724658 1.40008821 -3.5620255 -0.33654155 -0.78579303 2.54437598 -0.2181143 -1.84953394 0.56208931] Distance 8.206689607002865 Each least square approximations [-6.46890208 -3.1504015 -2.19638824 -1.54407255 -3.71975252 -0.8292938 0.49910079 -0.77278 -0.34370406 -2.12037157 -1.83923471 3.4546582 1.20948713 -0.64778143 3.75894927 0.0372303 -0.13966524 1.94024905 -0.07317236 1.4084392 ] Distance 9.663678291808987 Each least square approximations [-8.00376103 -3.33530808 1.87245945 -5.55970333 2.73143186 -1.56884451 -0.86576469 2.04775808 2.68275703 -2.21367747 3.49850321 1.82333553 -2.38231908 0.42115995 -1.3254003 -0.59607614 -0.22235688 3.75934262 1.31276709 -0.69908093] Distance 5.741878184748759 Each least square approximations [-6.73182927 0.07550569 4.96842556 -0.32611565 0.95509353 -0.04771964 3.12202335 -0.01380166 1.31344872 -1.67826495 0.56438829 2.79578358 1.650856 -3.16858248 1.49464376 2.67032062 -0.76988644 -0.2809472 0.2207754 -0.85902628] Distance 9.61322945944712 Each least square approximations [ 8.56749736 -2.61720523 0.13264049 4.17733178 -0.87830145 0.66542672 -2.07843539 0.47872224 0.43892187 -0.36529578 -0.09491478 -0.95200974 1.04336985 -0.64232369 0.72265161 0.05589529 1.32773576 -0.11527048 0.19756903 -0.62671448] Distance 10.024810115739747 Each least square approximations [ 6.00458891 2.26279136 -1.97056826 -2.31855046 1.08549285 0.86133183 -1.94209329 -4.16441441 0.86198878 0.96499677 3.35494994 -0.50400847 -2.52919793 1.0881722 0.76685223 0.1989763 1.53322009 -1.11484232 0.23577326 0.16960209] Distance 10.53169301425281 Each least square approximations [ 7.48128608 1.03411641 -3.98262944 -0.18109278 0.246194 0.91517627 -3.13359331 0.13086937 1.05147492 2.26159031 -0.63850085 2.34058677 2.3518205 -0.98199725 1.47259126 2.41292172 -0.9449079 -1.08295987 -1.50451778 1.39393 ] Distance 9.639650665025625 Each least square approximations [-7.01593296 1.06042984 -1.30859094 3.29113511 0.36758325 -3.05630721 3.10923148 1.21403611 1.37901986 1.43224471 -4.27744032 -0.34984981 -0.78717639 -0.94203957 -0.5457391 1.03608378 -0.50319206 -1.57797712 0.33342087 1.565175 ] Distance 9.76687841147878 Each least square approximations [-5.20138713 6.85642591 -4.26168746 3.6022607 -0.03125792 -0.20437772 2.11564526 2.16608922 -1.92554346 3.35304412 -2.30375403 2.72702834 -0.10113734 -1.03700377 -0.44856593 1.93871942 0.3890303 1.41873783 -1.59194099 1.76702028] Distance 8.277610385965156 Each least square approximations [ 7.1385324 1.2429533 1.18851321 -0.02296976 0.59316456 4.75715181 -3.77107435 -0.84155814 1.95569298 -0.02306161 -0.85523356 1.6291163 -0.34026769 0.86842849 0.70886665 -0.71502132 -0.83419368 -1.11780334 -0.05456111 -0.51184243] Distance 10.970898863752598 Each least square approximations [ 8.36625342e+00 -1.57986133e+00 -2.04913268e+00 -2.83192221e+00 4.30615035e+00 1.69210458e+00 2.19218199e+00 -2.25536697e+00 -1.25918487e+00 2.46217057e-01 2.18695859e+00 3.51856785e-01 -1.24249554e+00 -2.64492894e+00 -1.74694766e-01 1.55041344e-01 -2.53193887e+00 7.70845692e-03 -2.63584819e+00 8.40008764e-02] Distance 8.886727094782927 Each least square approximations [-10.38654307 -3.33128746 -2.33847186 -1.35678716 0.10396009 -0.07876862 0.31967935 -0.56735383 -0.26350804 -1.05976714 1.25781432 1.47593723 1.16087345 0.31351684 2.03271201 -2.15320975 2.00761816 1.94778517 0.50269734 0.19394672] Distance 8.572252385021908 Each least square approximations [-10.7692023 -1.27444053 0.93304263 -3.09321561 1.93011507 3.54504321 -2.62462335 1.886893 -0.21589483 0.61737986 3.60198431 1.46531429 -0.5535669 -0.62009546 -2.31468787 0.07490672 -1.20724035 0.03862891 0.26728594 -0.17133769] Distance 6.74908545917256 Each least square approximations [-8.64395514 -0.65557422 5.60642683 -0.14131348 -2.23028061 0.80748269 1.84318341 -2.83465383 0.33911457 -2.24002677 -0.44691409 1.06115602 -0.22837492 -1.47020098 0.41913767 -0.12072405 -1.0702173 -1.37715894 1.14736796 1.00067119] Distance 9.252727052632979 Each least square approximations [ 7.1798118 -4.77567567 2.61569255 -1.25265036 2.97522746 1.76682377 -0.74220049 2.23375348 -1.8751319 1.28711728 2.7705574 0.04239402 1.47797001 -1.04968856 1.70414268 -1.70734739 0.41544773 -2.14617243 -0.43931542 1.91094783] Distance 9.624569475176973 Each least square approximations [ 8.36238100e+00 2.30511350e+00 9.24661398e-01 -4.00005133e+00 9.27061045e-01 1.18673174e+00 -1.32041550e-01 -1.82985127e+00 7.50793812e-01 1.65438715e+00 4.24514580e+00 -1.26205654e+00 -1.70157423e+00 4.30647598e-03 -4.03380884e-01 8.64087711e-01 -1.89830042e+00 -9.04397741e-01 9.43582267e-01 2.91799301e-02] Distance 9.681399166072573 Each least square approximations [ 9.19870696 -0.32905302 -4.11510192 -2.00565157 1.1274756 -2.62796463 -0.66615515 -0.21262685 -2.11086537 2.76852689 1.03612318 0.4413039 0.32693386 -2.01527913 0.30278476 1.28353039 -0.08925304 2.42960156 -2.56489445 0.20786932] Distance 8.793010883142856 Each least square approximations [-9.42422161 1.83953911 1.8461144 3.27440125 0.99011508 -1.10984604 0.71783543 0.84337238 3.6793528 2.37884796 -2.44442953 -1.46881805 1.37554902 -2.03866341 -2.26652432 -2.21031081 -0.97069662 -1.4351261 -1.1306372 -0.68286374] Distance 8.098064157669594 Each least square approximations [-6.65330362 6.03902785 -1.03747794 2.39290311 1.15680132 -0.6601029 2.58630642 2.77914917 -0.69175873 0.36579744 -1.87832544 3.15153529 -0.55037543 -2.84655061 1.16475066 0.79420036 -1.5855508 1.92443249 -1.68116247 0.49661568] Distance 9.330136586720633 Each least square approximations [ 5.80421867 1.89001591 1.71296747 0.05671295 -0.71208866 4.11232952 -3.46887698 -1.28306251 1.65810166 0.64209634 -0.13559777 1.25175526 -0.49112156 -0.68348632 0.32894835 -1.51576973 -1.25103787 -1.47947586 2.1331894 -0.66776072] Distance 11.688678396876607 Each least square approximations [ 5.62394532 -1.34488959 -0.41719913 -3.95335129 6.10623896 -0.2989541 0.31424227 -2.27464191 -0.71049156 -0.3228874 0.50274422 2.38546664 -0.92400622 -1.36895107 1.24165344 0.46287048 0.34850275 0.28158993 -2.09641072 1.34593961] Distance 10.733160717422862 Each least square approximations [-8.62849239 -2.81169539 -1.64299596 0.53060352 -0.34662204 -0.46416724 2.51544753 -2.06006828 -0.75541842 -1.00988007 -1.59285452 3.04008876 4.72642875 -2.30592204 0.85546346 -2.36857577 0.3449864 1.79670267 0.7454028 -0.84149485] Distance 8.735516674475928 Each least square approximations [-9.7639812 -4.7367631 -0.43341595 -3.85213842 -0.17855242 1.29531231 -3.39486085 2.83941808 0.07593791 -0.34567503 3.43393031 0.16416798 -0.433537 -2.55161422 -3.12946296 0.27956573 -0.69205222 -0.45872462 -0.96733718 -0.44361021] Distance 6.332477668574694 Each least square approximations [-8.47304514 0.60350879 4.53236416 0.33996028 -1.68542846 2.67944442 3.24828926 -0.02198513 1.52468392 -1.27332942 -2.09256603 0.40815137 -1.47071213 -1.67549354 0.29830157 1.08703454 -1.96698693 -1.05953314 1.20461671 1.01674529] Distance 9.430660704851466 Each least square approximations [ 6.99702768 -3.11227881 0.08007147 -0.13677716 3.79412567 1.25562968 -1.03752706 2.50448131 -1.36223133 2.6114753 2.17202955 -1.23376921 1.75205893 -0.97907338 -1.31073366 -1.12545566 -1.14792439 0.13953375 -0.67495793 1.37641261] Distance 10.813255743114023 Each least square approximations [ 7.63670812 -1.03565295 -1.02334259 -4.76194067 1.53693607 2.73402738 -0.51256462 -3.15664853 -1.13746423 2.2129477 4.0292379 -0.09012033 -1.88987601 1.09106549 -3.16958959 2.6051753 -0.10943465 -1.58681176 -0.11468382 0.71234887] Distance 8.618219174739291 Each least square approximations [ 6.83989733 -0.47189299 -3.97692702 -1.9535466 -0.49248441 -3.57085691 -1.61742312 -1.15528611 1.33880521 2.69245761 2.76359378 1.69025485 0.43573933 -0.20122551 0.78422313 3.61797786 -1.81037928 0.87971011 -0.93261822 -1.2655293 ] Distance 10.047654223430706 Each least square approximations [-8.05429826 3.26247518 2.71217551 1.62267844 2.15728576 -4.00457915 1.14757549 0.29350962 3.36190138 4.78956996 -1.30140219 -2.50977647 -0.31796436 -0.72939574 -1.99282524 -1.04288422 -0.75870032 -1.59253801 1.24337626 0.12793241] Distance 8.020818131770062 Each least square approximations [-5.31002839 4.13872024 -2.30750194 -0.15526621 1.59884702 -0.21279324 4.24966211 4.07736159 -0.89558867 3.47289851 -2.9914996 3.06323109 -2.27431706 -0.68408327 -1.18379966 0.94910989 -0.2353105 0.00533118 -1.45311868 1.39935395] Distance 9.26190603219258 Each least square approximations [ 5.48509386 2.41587328 1.27759618 -0.02041603 1.82833512 3.08700878 -2.62333774 -0.0181916 1.42174672 0.48116016 -0.07542892 1.36109574 0.23696006 0.94833696 0.75804417 0.51631427 -1.35719651 -1.63343674 0.34019377 -0.57337237] Distance 12.199753742758592 Each least square approximations [ 6.32222361 -2.70478648 -1.11268858 -2.70998623 4.3271187 0.84724111 4.56193559 -0.01306888 -0.43969646 -0.40401547 3.49542709 1.13545862 -0.45944943 -0.21392566 1.31489465 0.81067523 -1.13769641 0.71404578 -1.64078658 -0.14865339] Distance 9.992969935273205 Each least square approximations [-8.53979722 0.5922897 -2.094725 -0.35840025 0.53377651 -0.98462728 1.9806292 -0.45197287 -0.28206132 -1.92668863 0.76075633 0.60969966 0.88841582 -1.01336731 3.86122403 -3.60011167 1.68460204 3.28961496 1.94363709 -0.31580611] Distance 9.047899435157516 Each least square approximations [-8.66188024 -2.40882076 3.51559686 -1.24809698 1.94057277 1.31850585 -4.39435043 2.46313337 0.58924668 -0.11519861 2.77907922 -1.63756185 -0.29617064 -2.38065492 -1.60661174 -1.02534237 -0.53082524 -0.6460193 1.05128265 -0.84629899] Distance 8.288752475430856 Each least square approximations [-5.99844282e+00 2.18930644e+00 4.86965373e+00 -1.09039585e+00 -1.42260049e+00 3.70012905e+00 1.97931583e+00 -4.26379614e+00 8.85654346e-01 -2.14309826e+00 1.18807766e+00 8.76745031e-01 -3.35215965e-01 -2.74631568e+00 -3.40425367e-03 8.31957739e-02 -9.89206241e-01 -6.81590305e-02 1.35453637e+00 1.95691979e+00] Distance 9.573437328384223 Each least square approximations [ 5.04376373 -2.04667566 2.46124817 -0.60607236 3.15792937 3.66100875 -1.13637983 2.59170725 -1.82124695 1.54087133 1.60786215 0.51699351 0.75625292 -2.34328651 2.18547105 -1.88721058 1.12989885 -1.6516992 -2.06260465 2.13679182] Distance 10.667692813821958 Each least square approximations [ 5.90626939 1.45900738 1.7391418 -3.03818748 1.80678953 0.92161121 -0.42559034 -0.98461189 1.27850482 0.8655612 4.42357368 0.05313986 -1.66012793 -1.58121841 -1.49667859 0.65173064 -0.25000178 -1.06288914 0.36740246 -0.40952893] Distance 11.45004341701462 Each least square approximations [ 6.39084281 0.83887724 -2.72452303 -3.43944792 1.44746879 -2.55265549 -0.38832972 -1.37933722 -2.51196292 3.40844841 1.52000719 -1.39438179 2.11394827 -1.04976962 -0.24956554 -0.80662967 -0.32969268 0.61258359 -3.0111805 -0.11857077] Distance 10.368766060796633 Each least square approximations [-6.62767216e+00 1.56938101e+00 3.01494513e+00 2.97052798e+00 -1.33328285e+00 4.30560106e-03 3.93683845e-01 1.30286393e+00 2.95811302e+00 1.75452374e-01 -1.67070746e+00 -2.70853452e+00 1.25331442e+00 -2.35007885e+00 -2.11762842e+00 -3.57966661e+00 -4.88270258e-01 -3.81316871e+00 -1.16759174e+00 -1.47465035e+00] Distance 9.35180395163202 Each least square approximations [-10.10606742 -0.40838925 -2.16915114 2.12706295 4.4956269 -0.31704281 -0.50185291 3.03407671 1.71403909 2.96612922 1.72555596 0.21221592 -1.97265994 -1.97382325 -0.67681577 1.96185509 1.26561299 -2.01229589 1.30278564 -0.95445281] Distance 6.022846189652184 Each least square approximations [ 6.75275342e+00 1.42103405e+00 -1.05515437e-03 -1.78832791e+00 -7.83067376e-01 9.37943121e-01 -1.75087586e+00 -2.69578558e+00 -3.16336774e+00 3.11912657e-01 -1.63632422e+00 -4.68677143e-01 -2.29409351e-01 -1.01370663e+00 4.97107147e-01 8.42241845e-01 8.99701076e-01 -1.97439734e+00 1.35524638e+00 -8.00998235e-01] Distance 11.305636297407233 Each least square approximations [ 7.23488858 -0.47533647 -1.15321009 -2.27628904 2.01282323 -3.86516091 -0.31273094 -0.43796791 -0.49592212 3.026206 1.98761289 3.70991127 -3.14773976 1.86372028 1.03140519 -2.35084131 1.50494283 0.71953497 0.51848209 1.54738041] Distance 9.043630996826064 Each least square approximations [-8.41453718 1.28140671 -3.42980565 2.89492864 -3.7777764 -0.05593981 3.34149543 0.83235595 1.07217476 -2.2981911 0.64011174 -1.7572108 0.65226551 -1.71730845 0.36440481 1.75682278 -0.46166263 -0.90514555 0.21900068 -1.99242857] Distance 8.508109428084333 Each least square approximations [-5.22609991 0.35236599 3.04838055 -3.94406916 -2.24806505 -0.93644103 -2.24197084 -1.04205636 -0.23775734 -2.54165858 -0.91668622 -0.08425291 2.14063096 -1.43991051 1.44786983 2.05377934 0.51945216 1.44743008 -0.13753801 1.10393299] Distance 11.154388393284568 Each least square approximations [-7.80926841 5.37936645 2.76191691 -2.95393078 -1.86211628 3.15964742 -0.67202572 2.35937122 1.78752048 -2.49351459 1.40577017 -0.57150507 2.31697893 -0.09730794 0.09150894 -2.93953303 -0.32548424 1.66489071 -0.56759619 2.84116402] Distance 7.065709451345399 Each least square approximations [ 8.52751539 3.01791093 -0.22370636 -3.09814135 0.40662324 1.6998577 1.93294635 0.79610444 -2.77116698 1.92634882 0.71666605 1.82669726 0.26835537 -0.11698527 0.20978344 2.69638331 0.37030533 1.72804454 -2.09076554 1.93678455] Distance 8.93857687030618 Each least square approximations [ 4.94341998 2.15731123 1.41387116 -3.37912991 1.91531815 0.82949632 -0.52706375 -1.81963534 0.65892464 -1.03483117 2.51732218 -1.7745787 -0.47669341 -0.88767875 -1.44787523 3.02030706 0.58125743 -0.73953151 -0.53819623 1.04959298] Distance 11.693123015943963 Each least square approximations [ 5.68780883 -0.4401421 -2.66819135 -5.06384511 2.22182472 -0.06900444 -2.99574128 -0.08863417 0.17915489 0.08854163 -0.10849655 -0.96537918 -2.77383647 1.45029021 -0.51024659 0.4754876 -1.90508723 -1.48591454 -1.22692663 0.16598162] Distance 10.715239166743672 Each least square approximations [-4.80679250e+00 -2.04611159e+00 2.89780852e+00 3.30358982e+00 -3.21917907e-02 -1.07703698e+00 -3.96957632e-01 1.48946281e+00 9.31879197e-01 2.66910712e+00 4.15033625e-03 -2.74376921e-01 1.28299934e-01 -1.27286611e+00 -2.95022955e+00 6.82829835e-01 1.04599699e+00 -2.11982889e+00 -1.22162099e+00 1.19062152e+00] Distance 11.626356232939386 Each least square approximations [-6.11462889 4.02123056 -5.69026643 2.74063673 -0.79762445 -1.94325647 2.25594467 -0.6254997 -3.60131591 2.11591662 -0.13405354 -0.40929302 -0.1440198 1.3770893 -0.41925715 2.39326771 -1.43271368 1.51381163 -0.72997465 -2.14967408] Distance 8.68514749581433 Each least square approximations [ 9.39722044 0.42589708 -1.89695371 0.20444501 -0.71395459 5.43010187 -1.04894543 -0.71143214 1.2643778 -1.30306399 0.02614598 -0.61895106 1.06920192 0.45480294 -0.31025649 0.85064741 0.37593012 0.6125327 0.14332836 0.53827209] Distance 9.127775556426275 Each least square approximations [ 9.021235 -0.27505938 -2.01049149 -1.77163457 4.01349157 1.88373934 -2.72129554 -2.66857109 0.49708077 0.57500404 0.58133871 -0.15101236 0.25849789 -1.12196603 -0.42407003 -1.02182747 -1.81289382 -1.56604306 -0.29877042 0.54047406] Distance 9.01631792325381 Each least square approximations [-10.02953826 -2.78528812 -3.06980631 -0.48691455 0.74942261 -0.4994472 1.21913217 -0.0682273 0.84604372 1.43810756 2.95907884 4.97178152 0.04115583 0.14127538 -0.76655088 -0.89507542 -0.87540875 1.43720913 1.08938446 0.83899755] Distance 7.142894493089633 Each least square approximations [-11.66584751 2.41480579 -5.11682388 -1.94717183 -0.45604746 -2.00907572 -1.24871721 -1.59377926 0.21081452 -0.0382005 -0.29265103 0.92509426 1.61546003 -0.45824629 -0.35114941 0.01884295 -1.15354209 0.77601899 0.17856062 -1.01173075] Distance 5.154166274755532 Each least square approximations [-9.97089438 -2.27413867 3.07890913 -0.76405938 -4.17297858 0.82530446 -1.43604531 0.40788757 -1.52284097 2.14199896 0.359589 -0.38101407 -0.27805072 -0.84556631 1.69233333 0.05431495 -0.20824698 -1.65887772 1.71209046 -1.03593116] Distance 7.817095053642641 Each least square approximations [ 7.79066161 -1.61560555 4.09930314 -2.88697261 4.05984916 0.58544163 -2.48785863 0.62466856 0.42654082 1.30180588 1.12699998 -0.01719089 1.4596858 2.17980758 0.74154466 0.71010615 1.39488117 -1.94883356 2.5921153 -0.15727041] Distance 8.849055733405178 Each least square approximations [ 1.21422444e+01 3.61763596e+00 -1.33905768e+00 -3.65071533e+00 -1.58098056e+00 -4.73716340e-01 -3.83351434e-03 -9.63402611e-01 9.44480337e-01 -3.69391205e-01 -1.09611254e+00 4.47700481e-01 -6.07710512e-01 1.03363078e+00 7.45213550e-01 -6.63849763e-01 4.28830765e-01 5.46480200e-01 6.64776701e-01 -3.44359592e-01] Distance 5.340738703095158 Each least square approximations [11.12792699 -1.66155078 -0.5862401 -1.69436416 -1.10096809 -0.33164376 1.83530445 -2.27653743 0.76961768 2.85457003 -0.73609602 0.42715671 0.21223897 1.04323559 0.53204906 1.13706118 0.24434897 1.21931199 -1.18431802 0.67993968] Distance 7.64590603138193 Each least square approximations [-13.55756693 0.52499077 -0.23411146 0.44962142 3.81024224 0.39196799 -0.18719049 1.56412475 -0.02138339 -1.3925299 -0.0489426 -1.32913128 0.93959117 0.49185412 -0.12248667 -0.27354323 0.40102812 0.03092268 -0.52748796 0.34928405] Distance 2.597388301010008 Each least square approximations [-5.55672825 3.742662 -7.24511591 4.18247626 1.4479099 -3.41527307 1.94202756 2.82299585 -1.73539129 1.34248095 0.40611433 -0.35161942 0.58018424 -0.66498653 0.75556936 0.32542145 -1.12907348 1.60596978 0.96449839 0.69759246] Distance 8.937536342016806 Each least square approximations [14.91937191 1.70712465 -2.10543893 -0.01576158 0.55273527 0.04274872 -0.62783167 0.027252 0.02689654 0.10639277 -0.07054292 0.09062712 0.3821708 -0.02094212 -0.40035496 -0.45095879 0.48388921 -0.07156732 0.05160031 0.22200128] Distance 0.7844536129559063 Each least square approximations [11.13208086 -3.14658265 -4.59298144 -2.45048961 0.28732713 0.05652597 -2.25972579 -0.63948001 0.21896786 0.50457251 0.33289596 2.12774257 1.66157766 0.7104108 1.48523575 -0.70978849 -0.59485494 0.12405648 0.76327278 0.61382727] Distance 7.301310241482294 Each least square approximations [-9.46175921 -4.49003136 -5.80641638 0.01503763 2.05703556 2.20505909 1.01911782 0.02773746 0.46016583 -0.03551298 0.88619379 0.5256727 -0.8931714 -1.94834446 -0.23528528 0.54472389 -2.42353992 0.51878232 0.79122029 -1.68964736] Distance 7.918463623550551 Each least square approximations [-11.30909708 6.17270866 2.54780615 -1.52834541 -4.25030928 -2.10081719 -0.11264786 -1.66164743 2.01667278 0.49870362 0.5144009 -0.78121123 0.68371612 -1.51602103 0.57926295 0.92829495 -0.47846774 0.47744561 -1.81394442 0.57006393] Distance 4.333115791620975 Each least square approximations [-9.77712747 -2.1349128 6.65626495 -0.86042271 -2.4988633 1.12493039 -2.63428511 -0.99500723 -0.78854853 -1.21340112 -1.23483437 -0.72361695 0.98463604 1.48254432 0.57152332 0.23614028 -0.20972322 -0.0609494 0.04695145 -0.49306381] Distance 7.966070128278682 Each least square approximations [10.35439435 -2.85386479 3.90161676 -3.90313864 2.62060363 0.69028633 -2.34397985 0.30860393 0.88784644 3.36564516 -1.88350155 0.2288565 0.21318894 -0.47254183 1.55387758 1.70157695 0.12303674 -1.60740515 0.10113124 0.97026338] Distance 6.96316302933319 Each least square approximations [11.0862526 4.05735088 3.14958951 -1.72203602 3.83772609 -0.14724431 0.6526365 -0.52812348 -1.34424655 -2.42000348 0.8042828 -1.66713077 -0.78797003 -1.17048554 -1.96908479 -2.44452097 -0.16588525 -0.92713678 -0.66427217 -0.70041654] Distance 6.294419911841262 Each least square approximations [10.70910387 -5.08288731 2.24918353 -4.31407919 0.13013426 0.06430509 -2.20374782 0.28273085 1.36931705 1.35601347 2.75542497 -0.25358561 -0.83461585 0.71737867 -0.01821435 0.82719271 -0.5859264 0.37375339 -0.81859431 1.84164355] Distance 6.71714132262952 Each least square approximations [-11.52293231 -4.67799004 2.5093965 1.86820838 -2.69085143 0.09268546 -2.62756666 0.25115055 -0.25078899 1.89607832 0.75447937 -0.73185471 -1.13753436 1.71128816 0.20783848 0.43841732 -1.631796 -0.10709641 -2.3032912 0.57500493] Distance 5.99026026980735 Each least square approximations [-11.88473289 6.64056078 1.24658326 0.61998186 1.51578142 2.65521264 -0.14236087 -0.30325105 2.01748639 0.45197395 1.13291946 0.38759624 1.0225512 -0.38269685 0.09268283 -0.11373841 -0.24428698 0.65373056 -0.57093171 -0.11010622] Distance 2.85059984783852 Each least square approximations [ 4.88626662 -0.59021284 2.13393151 -0.74812202 -2.88151613 2.26093786 -3.43245431 -1.225256 -1.70012766 0.10792707 -3.88800976 -0.09805955 -0.75846489 0.6558175 0.68122639 -1.06331673 1.88293644 -0.74444406 1.89316138 -0.10869425] Distance 11.325015036140273 Each least square approximations [ 6.98550631 1.38570386 0.5048023 -1.55757001 4.66022272 -2.42113824 0.14260819 -2.14024698 -0.60274375 4.67253804 2.22224035 0.69068139 -2.65782877 -1.21363361 0.96499407 -0.67576397 3.15148435 0.56979889 -1.43461233 -0.3144336 ] Distance 8.779898087176111 Each least square approximations [-8.66431944 -1.51674156 -1.564276 0.15365812 -6.22216997 -0.71406601 1.3361811 1.33016623 -1.74299402 -2.49376489 -3.12316656 1.38867937 3.03333638 -0.33571828 2.74180166 0.0106768 -0.85479828 -0.40571685 -2.13311002 -0.88555221] Distance 6.781819201685134 Each least square approximations [-6.62189281 -1.62365494 1.05512371 -5.14897641 0.43369954 -2.41691554 0.54894646 3.22112729 1.00683768 -1.05248783 0.29026525 -0.19615474 -0.90743949 -1.01279442 -0.85596561 2.108731 -0.17496579 1.55691555 0.85016436 -1.15762183] Distance 10.392657949062347 Each least square approximations [-9.67686052 2.68796092 0.83694894 -0.75623007 1.03436077 1.71985579 3.68443873 1.86587064 2.51881678 -1.32342377 1.20089158 2.52086061 2.40978707 -0.97616064 1.24092804 0.05226826 -1.13972019 1.53101732 -1.06443892 0.4592016 ] Distance 7.759472832579484 Each least square approximations [10.41551158 1.03023575 -1.8977272 3.98827662 -0.33615394 1.85936385 0.86737206 2.16769484 -2.57247016 -0.42893581 2.66073853 1.50158894 -0.39998819 0.5645958 -1.29310489 0.22741084 -0.55291514 -0.15876447 0.62158001 0.62970013] Distance 7.422224239611453 Each least square approximations [ 5.19066255 1.83038628 -2.46141835 -4.00002314 1.83438635 0.23243788 -3.16966184 -3.82983888 0.21143621 -1.71147903 2.26345319 -1.60200711 -0.10938656 -0.08098191 -0.7181716 3.24180119 2.05713864 -1.68729703 0.72751132 0.64808448] Distance 10.119017574158157 Each least square approximations [ 7.66304145 3.1053888 -4.48548012 -2.49237528 3.29926092 0.93405014 -5.03030914 -2.24914191 0.15018711 0.06000899 0.41805705 2.69946996 0.6169019 0.18288297 2.12112614 1.60495832 -0.59237908 -1.59880547 0.82075414 -0.02280842] Distance 7.5656741304036546 Each least square approximations [-6.42280378 0.49925581 -0.91233888 4.0945619 -0.61484331 -3.48928277 2.09575869 -0.10988379 2.31871745 3.75623926 -1.0252813 -0.81286374 -0.45290807 -1.69327017 -2.13564456 1.85319818 1.09808752 -2.70230955 1.26018367 1.65816422] Distance 9.562797546352277 Each least square approximations [-5.74213304 3.65402411 -7.63939959 4.08822631 1.49852209 -3.31925537 2.36878481 2.86767165 -1.60312924 0.95414231 0.25126011 -0.10653484 0.73964838 -0.6909802 0.54601147 0.1453703 -1.330012 1.14942932 1.11932489 0.6870817 ] Distance 9.048097962961135 Each least square approximations [ 1.51826563e+01 2.77629136e+00 -5.45512565e-01 2.69538010e-02 4.92245381e-01 -5.27908368e-01 -4.04428199e-01 3.70753304e-01 -6.28735764e-02 -1.64675886e-01 -3.38029785e-01 2.03321860e-01 2.63635092e-02 -4.13250751e-02 -4.66778097e-01 8.35792566e-02 7.61952915e-03 -4.02449683e-02 1.28479376e-01 2.32347013e-01] Distance 0.5002796827485461 Each least square approximations [11.12292496 -3.57439983 -4.9422901 -2.7203194 0.79588064 -0.45809129 -1.80651259 -0.34136635 0.58738368 0.18084728 0.30835238 1.85232619 1.58575161 0.45185374 1.75396083 -0.37349347 -0.59528638 0.29657483 0.20638625 0.22255959] Distance 7.560362654324866 Each least square approximations [-9.48056917 -4.26602012 -6.11646341 0.2857614 2.29083503 1.96147542 1.20999981 0.13961842 0.17687992 -0.42005278 0.98250755 0.65581486 -0.83989096 -1.99704338 -0.3296995 0.07739723 -2.47122956 0.54986459 0.82492457 -1.49562714] Distance 8.25757788897293 Each least square approximations [-11.20357461 5.74454162 2.98855063 -1.65187229 -4.59647215 -1.76991505 -0.60269273 -1.31712814 2.80969139 0.83764604 0.06064581 -0.77116065 0.7053942 -1.73346195 0.6833519 0.82613658 -0.98860798 0.79176432 -2.40640842 0.81355667] Distance 4.651467027038556 Each least square approximations [-9.85509283 -2.08864816 6.63042992 -1.09906015 -2.54303661 1.35993134 -2.62793769 -1.32625771 -0.24049487 -0.97813923 -1.25524742 -0.69922699 0.95942874 1.33499877 0.61036796 0.12796177 -0.30423395 0.30705823 -0.02840701 -0.39738225] Distance 8.362050576173461 Each least square approximations [10.45138272 -2.92103771 4.23120983 -4.03610323 2.677567 0.92978484 -1.86693371 0.39440853 1.2311801 3.12765675 -1.8388134 0.61807206 -0.16983587 -0.83282903 1.56880803 1.72033178 -0.02801468 -1.37956125 -0.14162721 1.13730015] Distance 7.212742207034816 Each least square approximations [10.87781938 3.79712097 3.66123838 -2.22866964 4.16941629 0.28072596 0.4978039 -0.27319135 -0.94760524 -2.65625893 1.11442851 -1.42100093 -0.86183837 -1.33873074 -1.9709116 -2.37931027 -0.15809002 -1.15878074 -0.37945429 -0.79630444] Distance 6.762712247092251 Each least square approximations [10.68507854 -5.09908106 2.29202396 -4.78502463 0.17336557 -0.42208326 -2.24749958 0.3005444 0.87315411 1.50757851 3.0922691 -0.23719109 -0.32595683 0.73726205 0.21058994 0.55563906 -0.44121464 0.07520079 -1.11341311 1.49305876] Distance 7.005762164185017 Each least square approximations [-11.31236076 -4.43421552 3.06265122 2.22828034 -2.84685895 0.37363411 -2.6494184 0.64945939 0.43908178 2.12527269 0.61899563 -0.75937687 -1.23517202 2.05076289 0.23538199 -0.03024445 -1.86760118 -0.15390312 -2.28261169 0.90717833] Distance 6.435325084494705 Each least square approximations [-10.78377018 7.5275756 -2.63638034 2.67458003 0.25739319 -0.445991 -0.33069075 -0.62980381 2.23726909 -0.69447338 1.58476624 0.63080499 -0.24109925 -1.40001866 0.03987478 -0.64108116 0.50980499 -0.94322355 -0.46891747 -0.04147702] Distance 3.1330213932518665 Each least square approximations [ 7.51537025 1.29519738 1.49983185 -1.79125494 -2.52050643 3.02959211 -3.78547331 -1.91678048 -1.01913205 -0.18780661 -3.20099033 0.24343282 0.06668963 0.07870378 0.24661489 0.93360928 1.36199653 -1.23762257 2.30690749 -0.29347724] Distance 9.569484159363954 Each least square approximations [ 8.93519093 -0.35414631 -0.58533348 -3.30401665 4.16538254 -1.92325303 -1.20875532 -1.89547385 -1.40786737 3.37409703 0.76237833 1.10007644 -3.38121185 -0.43637405 1.37004066 -0.23627391 1.22364914 1.56027823 -0.50195307 0.22119348] Distance 7.718290484045269 Each least square approximations [-9.49079366 -3.46901689 -3.58490766 0.08259387 -2.44456096 -0.49314461 1.46245872 1.47303501 -1.40109529 -2.64804753 -2.15594967 1.66883548 2.10215275 -0.64725832 0.86679377 0.18754282 -0.0382569 -0.68419296 -3.01394816 -1.44816013] Distance 7.117946657601472 Each least square approximations [-8.89775931 -0.99024811 1.26748051 -5.42331601 -1.42228384 -0.69571419 0.51537269 1.43734344 1.5522862 -0.54733307 -0.46947313 -0.42241985 -0.36778604 0.02417858 -0.03891734 1.82336608 -0.19410084 0.61744863 -0.84395971 -0.40840748] Distance 9.271887086559216 Each least square approximations [-10.37437759 -0.48673994 2.91709859 -1.92662469 -0.56911681 1.61671058 2.74372944 0.83632558 2.62782191 0.29580183 0.03910758 2.31780217 1.97437686 -0.6480668 1.0909106 -0.87657976 -0.89299029 1.61478127 -1.09947355 0.56218434] Distance 7.417525936576592 Each least square approximations [11.65787782 -0.37631911 1.74268068 3.10481479 2.13452822 0.50932502 1.97457957 0.57447654 -1.45185104 0.04005155 3.17238642 0.29941438 -0.23806362 0.91190648 -1.26274178 1.29866766 -0.76806629 0.428069 -0.30604669 1.1441043 ] Distance 5.785027126787816 Each least square approximations [ 7.42449004 1.49068148 -0.0820217 -4.86970425 2.82789472 0.95412811 -2.25387084 -2.94160655 0.42435231 -1.52651164 2.13686579 -1.79764444 -0.80491735 0.36222148 -1.08162816 2.79009736 0.48681062 -0.89063853 0.88081533 -0.20617072] Distance 9.17864060212803 Each least square approximations [ 9.10443917 0.9169075 -2.91177353 -4.35298151 2.38271128 0.34507899 -4.02504277 0.16898069 -0.4113801 -0.20216501 1.05416891 3.41664336 -1.42266056 0.33721155 2.18589881 1.77369177 -0.17309067 0.23949143 0.60010546 0.38083255] Distance 7.280832721396921 Each least square approximations [-8.13963487 0.15152339 1.31851838 4.6561931 -0.683123 -2.30971571 0.37578102 1.0856283 2.47685608 4.36328349 -1.54477121 -0.54840688 -1.17147189 -1.26401738 -1.89174206 1.61651913 -1.33621435 -0.95768319 0.62392842 2.12707848] Distance 8.269768264780971 Each least square approximations [-9.90290442 1.64022071 -2.19364234 -1.04181775 1.65472293 -2.26291334 -0.2195641 0.65034682 -1.0269298 -2.82455828 4.08904935 -0.35041643 0.4893562 0.59854648 -0.47618758 3.52655095 0.61434202 1.14153785 0.91066163 0.78491737] Distance 6.829842771064338 Each least square approximations [ 7.2057424 1.3767978 -0.0465685 -1.22215324 -2.75933288 1.71898511 -0.26321005 -1.87735404 -3.22406034 0.13982832 -0.57445122 -0.89110713 -0.16150757 -0.16987654 -1.00079365 0.84606723 1.45783182 1.37946212 0.34791793 1.15787774] Distance 10.752568858139059 Each least square approximations [ 7.97007097 0.17640837 1.84570869 -4.14396211 2.07762505 -1.30771797 -1.559406 -1.67051512 1.10413535 3.44044066 -0.4150256 1.62669207 0.34023388 1.00046668 0.8032066 -0.23403734 3.11193643 -0.44750761 2.52654119 -0.22619643] Distance 8.631566400268408 Each least square approximations [-7.45554593e+00 -1.30613320e+00 -2.67268925e+00 8.48447677e-01 -1.15138497e+00 -3.75972026e-02 9.52042871e-01 1.81612050e+00 -1.74411919e-01 -1.17642063e+00 -2.04941617e+00 4.83080507e-03 -1.91000842e-01 -1.84843228e+00 2.81380031e-01 6.36757344e-02 -3.02623223e+00 2.44471448e-01 -1.31176976e-01 -1.50317485e+00] Distance 10.609585668604678 Each least square approximations [-7.5103783 -0.42504604 2.29498699 -2.47983956 -1.62476112 -4.62927096 1.14565466 0.5584042 0.79077508 -2.13238329 -3.52493691 -1.90995089 0.67873543 1.22192112 -0.42048456 2.23016425 -0.05697742 0.97047822 -0.17272699 1.06417153] Distance 8.9297521105109 Each least square approximations [-9.21180632 -0.03208393 0.13509313 -1.40340479 0.16888527 2.09674621 1.10058798 1.01510071 1.45352703 0.22287772 0.91006733 0.64132806 3.36182976 0.07780176 -0.50720965 -1.41713566 -0.48779113 1.30593413 -0.39644245 0.17651419] Distance 9.553791939808342 Each least square approximations [11.1711279 6.76228764 -0.18639221 -0.58997238 0.105404 -0.69038489 -1.08366332 -1.32492274 0.53529018 2.49265292 0.46803115 2.36537236 -0.22419925 0.99434762 -0.73941542 0.37596709 -0.72464946 -0.19503745 0.6829288 0.66843792] Distance 3.748949985984413 Each least square approximations [ 6.75101395 0.90475093 0.63467798 -3.19005159 1.8022767 0.58369385 -3.29779883 -3.28380706 1.31427996 -0.84456366 0.08310488 0.0568123 -0.18517087 -1.71239712 -0.11943006 0.27185931 0.42596638 -0.16029476 0.37200019 1.25982959] Distance 10.688072704221279 Each least square approximations [ 6.30121514 -0.59576223 -2.31501066 -6.51153867 0.33589402 0.25819321 -2.22916299 -2.11858161 2.83739721 -1.07999468 -0.3891532 2.82329486 -0.71706633 1.79775751 1.43593998 -0.19483684 -0.87633271 -0.48393322 -2.2691339 1.39196956] Distance 8.669708279002794 Each least square approximations [-6.94163588 -0.71455511 0.56349835 3.18223157 -1.66998456 -0.62065697 0.67424902 2.76739973 -0.15394343 2.22197775 -0.32427216 0.40307758 -2.51344488 -0.14402475 -0.07648073 2.57407128 0.56697093 0.12264803 -0.29746602 1.47057828] Distance 10.61511895096419 Each least square approximations [-5.52894241 3.88969487 -6.92493772 4.31882241 1.688456 -2.51711711 2.39479517 3.29871557 -2.11878211 0.8030498 0.3579355 -0.10613948 1.52474277 -0.47101552 0.47981855 0.25804303 -1.55902044 1.06436173 1.8730477 0.46501335] Distance 9.179489738537296 Each least square approximations [ 1.52374097e+01 1.42878993e+00 6.80079419e-01 1.29926562e+00 -5.00004668e-01 -4.13889099e-01 4.51533996e-01 3.73737119e-01 1.38963836e-01 1.23732581e-02 -1.78813570e-01 -1.10123089e-01 2.14470699e-01 2.45824077e-01 -5.77673127e-02 7.47886940e-02 9.65723300e-02 -1.33009176e-01 -1.99415597e-01 -6.19553598e-03] Distance 0.629241486244244 Each least square approximations [10.74706007 -3.59017976 -4.80722522 -2.39110712 0.96387214 -0.84453771 -1.54074679 -0.30462603 0.7340804 0.70966736 0.65563391 1.69507746 1.83416006 -0.32576545 1.9129195 -0.3866409 -0.20344843 0.10294643 -0.45544651 0.36543959] Distance 8.027149919735281 Each least square approximations [-9.17526932 -4.41046604 -5.67597431 -0.12941135 1.87988004 2.06567433 1.27190062 0.32329705 -0.29789298 -0.19874614 0.96708456 0.96400342 -0.61192434 -2.10167045 -0.11402769 0.69743427 -2.74366202 0.84518241 1.18778709 -1.53656867] Distance 8.548991553793059 Each least square approximations [-10.84774823 5.8373281 2.8267183 -1.89865971 -4.7954604 -1.8904705 0.21112942 -1.08928699 3.17579576 0.49141279 0.43897617 -0.47450455 0.98003802 -2.17809043 0.41874062 0.26884693 -1.06209734 1.31457636 -2.07672103 0.93931401] Distance 4.678043564510714 Each least square approximations [-9.82982147 -1.90103542 6.70604861 -0.92963712 -1.81773094 1.09032828 -2.30575418 -0.91800525 -0.78586352 -1.21251287 -1.33753807 -0.82489447 1.28477469 1.27583275 0.64433956 0.65049702 -0.48415496 0.29744501 -0.13523727 -0.24962011] Distance 8.483690102748367 Each least square approximations [10.51830988 -3.43260412 3.52819428 -3.87600564 1.67818503 0.61395918 -1.72702938 0.80389915 1.67550524 3.51730709 -2.27215195 1.37489924 0.01909008 -0.29783159 1.86372187 2.13675096 0.09303116 -1.44088584 -0.02752923 0.99335088] Distance 6.901709969416413 Each least square approximations [10.46955068 3.68234444 3.08122892 -2.34912442 3.87145238 0.0834427 0.46465526 -0.79111439 -0.77460492 -2.84344175 1.18062143 -1.56437675 -1.34924172 -1.15053391 -1.91676772 -2.53163415 0.3588061 -1.02519027 -0.39366177 -0.80396816] Distance 7.4847923135921 Each least square approximations [10.71629119 -5.18113822 2.14431025 -4.02933984 0.34667839 -0.12349127 -2.72244754 0.31155181 1.38897683 1.2247567 2.9334079 -0.0149604 0.34255288 1.16823109 0.37344104 0.27195814 -0.72505773 -0.23119158 -1.39592391 1.44544503] Distance 7.01920996034458 Each least square approximations [-11.16525158 -4.14157696 2.17412238 2.48904152 -2.62700841 -0.14524428 -2.68284734 0.27130343 -0.07736357 2.10963076 0.85426158 -0.69080728 -1.47026368 2.22610525 0.33568928 0.07711462 -1.71816129 -0.17645075 -2.68180676 1.35866434] Distance 6.7768315019485845 Each least square approximations [-8.57980078 1.63496079 -3.69576935 1.78838056 3.70657054 2.29480091 -0.35372294 2.2069577 0.28341523 0.82131372 0.57501724 -0.605722 -1.17209389 -1.05657792 -1.23580602 4.52516091 -0.66891369 -1.21684388 1.70327658 0.64092997] Distance 7.969450745335478 Each least square approximations [ 7.51162503 0.02317285 1.50248471 -1.17896034 -2.35973472 1.72808019 -1.55040633 -2.6641724 -4.08350393 2.2945492 -1.40115368 -1.1592687 -0.77338341 0.03959453 -0.10876074 -0.19035016 1.04711453 0.79321889 0.33806446 0.41236099] Distance 10.286365602984823 Each least square approximations [ 7.87168459 1.3482432 -3.12161543 -1.23353719 2.16207067 -3.38348692 -1.20180683 -0.51646514 2.19269761 2.80037339 -0.27196182 2.78651726 -2.03099403 0.21527549 0.41408286 -2.34037376 2.20119936 -0.99315421 -0.43141356 -0.3569924 ] Distance 9.083388621975457 Each least square approximations [-10.1148914 2.99375395 -2.49029771 2.56352896 -3.44077264 1.72542139 2.44150931 0.02553292 -1.09302692 -0.63123489 -0.55646963 0.02180203 -0.84521498 -1.3950277 -0.83823961 1.6197955 -2.89206668 -0.25109216 -0.42242441 -2.89072536] Distance 6.4935586188337115 Each least square approximations [-5.83245532 1.49308085 0.74837999 -4.79636056 -3.51197252 -0.63022903 -1.47373884 -0.14877206 0.81281905 -0.59786875 0.24656323 -0.4987942 2.00170217 -1.13135262 -0.6215715 2.18170478 -0.02399505 2.21597894 0.30435161 -0.89829019] Distance 10.933172668946789 Each least square approximations [-10.15597856 6.39934761 0.82561557 -2.66405389 -1.33816242 0.55340463 -0.85309231 0.84263002 0.57642874 -1.4063483 -0.84469862 -0.61546505 3.34703557 0.99215328 0.81911752 -1.74491772 1.66391672 1.02519552 -0.83497496 -1.07766727] Distance 5.6080635154588245 Each least square approximations [ 9.48528074 2.13065235 -0.46699123 -2.69324226 -0.02906828 2.20807945 1.4472044 1.32304229 -1.11560623 2.49890351 0.48035513 1.09199933 -1.65786823 0.70870497 0.95255167 2.22349216 -0.78893236 -0.31676869 -0.10584288 2.45892452] Distance 8.737561517116733 Each least square approximations [ 6.000537 2.09030232 1.50929106 -3.19910603 1.25693213 0.19813573 -1.08219891 -2.55354472 1.52215633 -1.66059553 1.8986124 -0.61612856 -0.65193401 -0.97059609 -0.19850342 1.35979042 1.64315333 -0.53217639 0.4901229 1.71416767] Distance 11.45284701635101 Each least square approximations [ 7.15635219 -1.117506 -3.84979953 -5.00693909 1.95906368 0.69812749 -2.36684998 0.03270652 1.70135526 0.70650808 -0.04521079 -2.18822852 -0.14893606 2.22802212 0.44362432 -0.67707138 -2.85205679 -2.06041056 -2.01137773 -0.12380686] Distance 8.904812906014852 Each least square approximations [-6.40362013 -1.99014331 1.61527207 3.07349358 -0.06250314 -1.40406462 -0.91608969 2.50540149 1.04757864 2.46263614 -0.23475722 0.64316256 -2.11351113 -0.17039249 -2.43255197 -0.09278114 2.89438851 -1.35494949 -2.56037941 0.79555232] Distance 10.501155308079122 Each least square approximations [-4.81908802 3.14000356 -5.98828466 3.1244324 0.65568857 -2.77277964 2.95093464 2.75642158 -2.76511892 1.52224329 0.38259613 1.25733155 1.15693699 -0.37159362 -0.25041579 0.67315212 -2.96902465 1.35240677 0.35517753 1.92964606] Distance 9.153201289682583 Each least square approximations [11.12890683 1.12944071 1.81732763 -1.43462369 0.65660731 1.85921172 -0.80238071 -0.95057901 0.78400128 -0.1979468 0.44880502 -1.85059602 -0.82735358 0.15359819 -0.06899316 -0.9220584 -1.70653237 -0.37531095 -0.85004451 -1.1370339 ] Distance 8.26140730145432 Each least square approximations [ 9.01282402 -3.75560282 -3.58362722 -2.88489582 1.19021283 0.67853317 -1.89933773 -0.78732192 2.66287447 -0.55921329 -0.00929107 -0.79330716 1.23159609 -0.99650742 2.47815164 1.35326899 -0.87926422 0.73310563 0.27747205 0.34647463] Distance 8.51226599630571 Each least square approximations [-7.83715772 -3.7854371 -4.89634909 -0.94262501 3.11342543 2.12203611 1.57980754 1.35143854 -2.1524196 -0.59349007 1.21106208 0.26683566 0.68423799 -1.67088632 0.78731078 -0.72758241 -2.54736506 0.18896417 0.77171785 -1.16463511] Distance 8.749039059783406 Each least square approximations [-10.40191403 3.22061893 4.08171134 1.28914392 -3.68137595 2.23420746 -0.37370269 0.11539982 2.22889608 2.23323719 -1.26153127 0.83427563 -0.53330641 -1.66567186 -2.15155628 0.54794038 -0.52311711 1.63026457 0.99474357 2.04749964] Distance 5.581282712029361 Each least square approximations [-8.87900742 -2.79595886 4.18844779 0.27844003 -2.18368429 2.55348872 -1.05850332 -2.71858593 0.10716637 -0.97254536 -0.84641121 -1.63567627 0.14157864 1.79746496 0.36534009 1.12050278 -2.68091361 -0.03482538 -1.62017077 -0.04076827] Distance 8.49751302146626 Each least square approximations [ 8.66546622 -2.55768621 4.79049185 -2.9489262 0.40537016 2.21350082 -2.29707351 1.41501605 0.18067486 2.83426324 -0.58085 0.55483095 -1.3618721 -1.13970385 1.49529862 -1.24362005 -1.56945937 -0.05067154 -0.13318129 -0.71068629] Distance 8.416131066229505 Each least square approximations [ 8.40436588 1.85421364 2.42741308 -2.65593025 5.66062993 2.2333012 -0.92712494 1.77761961 0.14664763 -1.68454678 2.32381477 0.56100665 -0.8858134 0.88731781 0.4128374 -2.12364489 -0.50765775 0.89301087 0.29779647 0.35078271] Distance 8.42174352750227 Each least square approximations [ 9.01700026 -3.09979694 1.06969117 -5.09667065 -2.12513204 -1.72977246 -3.10232189 -0.66868816 0.63809676 -0.556566 3.9954052 -0.24609193 0.63150639 0.65897643 -0.94339325 -0.1529339 0.74538616 0.67521507 -1.92340924 0.67535503] Distance 7.471089550965281 Each least square approximations [-9.12321047 -0.66585118 3.30229992 1.05853216 -4.24660566 0.7428949 -1.49612605 0.82162119 0.45143049 3.38252684 -1.0735693 -0.23017503 1.07951481 2.9207703 -0.72224776 0.01379793 -0.96407311 0.59264929 -2.16317933 1.05536861] Distance 8.230609910404402 Each least square approximations [-8.58658391e+00 -5.47974145e+00 -6.00466626e+00 6.85325386e-02 3.19987572e+00 4.76078569e-02 -9.31489732e-02 -2.51916221e+00 -4.38093772e+00 -1.62867257e+00 -3.87813499e-01 1.07098346e+00 -4.48208272e-03 -9.22805793e-01 -1.08684500e+00 -4.03703643e-01 5.94409982e-02 -7.89357784e-01 -4.52808387e-01 -8.73324136e-01] Distance 3.714668539760752 Each least square approximations [ 4.47791735 3.96297991 1.26161445 -1.55927449 -1.39111968 3.08770907 -0.97167706 -1.35738545 -5.07351956 -0.65800548 -1.26224286 -1.23448141 -0.02255627 -0.08682235 0.07069348 1.30845412 1.07178883 -0.65611655 -0.17005556 0.37306007] Distance 10.504597933996099 Each least square approximations [ 5.07038675 -0.69144973 -2.74293852 -1.86375288 4.51630267 -1.99059221 -0.37003936 -1.44355202 2.11899019 1.97007822 -0.48032287 -1.57246011 -0.67814412 4.44756717 1.47049491 -0.65994354 1.40270282 -2.07561189 1.69454438 0.19274159] Distance 9.501760516600228 Each least square approximations [-6.03772949 3.41749982 -5.03848294 2.07363183 1.30814165 1.58630761 0.4847712 3.14320398 1.75214526 0.22033748 1.94662723 1.40001693 1.22764712 -1.62800793 -1.63620646 -1.06667178 -0.74670626 -0.63869413 0.6447091 0.96927779] Distance 9.264035225425147 Each least square approximations [-4.94666877 0.05180279 0.47026167 -0.8233397 -1.6471556 -0.80309527 -3.01896076 -0.40523668 -0.45903715 0.469571 -4.7680737 -1.17581196 4.29957232 -0.02524887 1.89167849 0.72340977 -0.81994163 0.89042609 1.16966643 0.96054138] Distance 10.404082715038996 Each least square approximations [-7.29671249 0.98613244 -0.73968895 -2.70429569 -0.08058287 3.71858961 -3.43682179 -0.50662785 1.38805387 1.69650657 1.50261097 -1.67407813 -1.2547355 0.8445037 -0.11719885 -4.91660546 0.87238714 -1.19601093 0.53237597 0.40801047] Distance 8.377767936941098 Each least square approximations [ 5.71855978 4.87591501 1.2669507 -7.17126239 0.84867475 3.07305642 3.27391262 -1.56064563 -0.77893121 -0.90313443 2.70454474 -1.01666926 -0.43973054 1.78703273 0.26029787 1.24377854 1.04560214 0.924462 2.16096176 0.16937749] Distance 6.549835018728911 Each least square approximations [ 5.32819027 1.70477978 0.69837911 -4.92853132 0.88679689 1.72846962 -2.6414809 0.67447977 1.44345015 -1.32941046 -0.18547129 0.92327597 2.03369132 -3.63514258 0.57544098 2.17448859 0.86146797 -0.10036693 0.98204905 1.43230645] Distance 9.947341277487649 Each least square approximations [ 4.88745256 -0.69287502 -2.11902461 -5.54465589 -0.81702761 -3.12725507 0.64147887 -2.21436226 -0.96661456 -1.03795046 -1.5718525 -0.48345372 0.23790189 1.24894324 -0.26622017 -0.72147266 -0.35463591 -2.63277745 -1.5398778 -0.06947263] Distance 10.267683274590873 Each least square approximations [-5.61213807e+00 1.48251227e-03 3.57258621e+00 2.37042344e+00 -6.25141058e-01 1.29748195e+00 7.94100556e-01 1.66627027e+00 1.54231988e+00 3.31645956e-01 9.31957268e-01 -1.00699132e+00 1.37080569e-02 2.80521011e-01 2.42700195e-01 5.04674476e-01 3.45076266e+00 -1.85754618e+00 2.23285404e-01 3.60774605e-01] Distance 11.021968785822212 Each least square approximations [-8.49744934 -1.60788487 -4.08655073 0.96210985 2.37696912 -3.40855622 -1.16501044 -1.56529495 -2.87671381 -2.78367248 2.30904659 0.48653034 1.09505531 0.27853508 -2.07353968 2.31003512 0.45663274 0.05861709 0.32356813 0.64220237] Distance 7.113410855822517 Each least square approximations [ 6.30319692 2.66830993 -0.05811209 -1.03941119 -2.50607608 2.75033548 -0.48219618 -1.62614141 -3.21874917 -0.10996663 -0.78805777 -1.31656364 0.25508183 -0.34439612 -0.61584429 1.18748095 0.82226863 0.70987632 0.42131684 0.28393724] Distance 10.795115274460024 Each least square approximations [ 7.05786606 -0.88017021 0.95120428 -3.73159077 1.68462626 -1.93036416 -1.63098136 -2.76930626 1.28636734 2.85714077 -1.48747365 0.41810018 -0.36256343 2.94430674 1.38882835 1.27545148 1.48740637 -1.32955308 2.31403263 -0.66490611] Distance 8.982126576452949 Each least square approximations [-6.14909829 -1.02375429 -3.25225328 1.40059371 0.85692267 1.20989054 1.35320562 3.5435626 1.79728723 -0.6388003 -0.09232694 0.49102834 0.33842809 -1.48749687 -1.24422454 -0.48016192 -2.76052935 -0.15763172 0.44106357 -0.44761411] Distance 10.644698392006624 Each least square approximations [-6.75117561 0.29015286 1.25918174 -0.95598747 -1.84193641 -3.00997623 -0.14784196 -0.28842184 -0.39330491 -1.52111788 -4.96526907 -1.7664567 2.90175426 1.22384223 0.96097376 1.46393944 -0.01565636 1.55385106 0.1669512 1.46690257] Distance 9.422667453898391 Each least square approximations [-7.99959263 -0.70208207 -0.02128377 -1.76302919 -0.6804195 2.9989817 -0.64929495 0.51498868 0.86301582 2.09608963 0.96728284 -0.62922403 1.16675336 1.49281502 -1.70069695 -3.04170452 0.82885674 0.15053317 0.43024109 0.63913167] Distance 9.802140092189644 Each least square approximations [ 8.6250097 6.71397566 1.37078813 -5.45979603 0.10554133 -1.68788182 1.51276404 -2.07539634 -0.24989555 1.01647304 2.98775673 0.9705398 -0.06330803 0.24970706 -0.24835129 1.29640694 1.32639958 -0.88119546 1.21523841 -0.24958013] Distance 4.457312751126582 Each least square approximations [ 6.27275839 1.03147452 0.83095793 -4.74728353 1.42692964 0.78883747 -2.6594109 -1.52498758 1.59426891 -1.29362428 -0.50797432 -0.14582683 1.95577056 -2.38385682 -0.05145785 0.56567998 -0.16916517 0.75777978 0.68551368 1.00690796] Distance 10.257751241106295 Each least square approximations [ 5.17863768 -1.99617467 -1.68609789 -6.05788865 -0.03771991 -0.58506797 -0.67354252 -1.9280255 0.50846576 -1.86387035 -0.68502408 2.33391443 -1.34834282 2.06825085 0.86626582 -0.26277887 -0.60529738 -0.29392542 -3.15744434 1.56516804] Distance 9.645380846028434 Each least square approximations [-6.43940671 -0.4600327 1.82857855 3.4686865 -1.07156971 0.08692217 0.41106607 3.05771857 -0.07400415 1.28038255 1.52889527 -0.12272498 -1.01299768 0.14194295 -0.40284187 2.58026939 1.17089318 0.3703523 0.13939997 0.43594218] Distance 10.771217605664722 Each least square approximations [-5.4482916 3.85468246 -7.18459098 4.49836805 1.89302963 -3.01259541 2.61597795 3.38289837 -1.86082834 0.93788874 0.19263897 -0.13037609 1.30324851 -0.51517223 0.57882076 -0.15179227 -1.67848817 1.32852966 1.49011675 0.72705334] Distance 8.645267375507784 Each least square approximations [ 1.50880056e+01 1.87748578e+00 9.02091996e-01 7.38736409e-01 6.62240684e-01 6.04183219e-03 -1.39423406e-01 4.98441821e-01 5.34896510e-01 1.64543445e-01 -3.68602213e-01 -8.59402469e-02 -6.77232722e-01 -8.81044313e-01 2.78578779e-02 6.14237373e-02 -5.12087312e-01 -2.18277387e-01 1.10493549e-01 -2.23747346e-01] Distance 0.9089863032386136 Each least square approximations [10.95345892 -4.07917281 -5.0165673 -2.30651127 0.92284915 -0.85944015 -1.43866963 -0.29231941 0.61391668 0.20523449 0.49148658 1.5818901 1.61741556 -0.35209459 1.89672316 -0.19227022 -0.25074484 0.40700451 -0.33707143 0.06434774] Distance 7.44311778354533 Each least square approximations [-9.1909126 -4.4772302 -5.95139955 0.2431937 2.00235118 2.24863198 1.37805402 0.23939235 -0.1814911 -0.44671549 0.88224985 0.76590537 -0.63009922 -2.1174797 -0.32409815 0.21576704 -2.63865869 0.91151462 1.26941735 -1.54786635] Distance 8.166013038142278 Each least square approximations [-10.97475816 5.51319057 3.20976162 -2.21352318 -4.76159728 -1.22503179 -0.37315917 -1.06128468 3.02783165 0.83271395 0.06477663 -0.07826995 0.78282392 -2.13598435 0.43231437 0.19485008 -1.17021518 1.1935183 -1.7624548 0.69265484] Distance 4.795799529708315 Each least square approximations [-9.73001795 -1.71665858 6.9745087 -0.81427313 -2.18075022 1.32545508 -2.27771448 -1.30269202 -0.26089912 -0.9223518 -1.59093478 -0.74307189 0.81375483 1.15023583 0.56126599 0.52218278 -0.36296509 0.24247283 -0.07627484 -0.36452241] Distance 8.300871271161496 Each least square approximations [10.23668898 -3.49534355 3.95729139 -3.97358169 2.14967628 1.02626194 -1.71041166 1.08579829 1.70210493 3.16465553 -1.99443981 1.10507763 -0.07578843 -1.27960936 1.75646439 1.78408434 -0.1332508 -0.97719612 -0.51996461 1.02910281] Distance 7.0408141194031515 Each least square approximations [10.28329053 3.70448558 3.40653327 -2.77940894 4.60983826 0.66712315 0.6953429 -0.57123647 -0.94382715 -2.8650874 1.79146014 -1.14964013 -1.1657229 -0.81438997 -1.66371225 -2.41235491 0.06766876 -0.99001815 -0.52969168 -0.71483295] Distance 6.9865905320123245 Each least square approximations [10.51718453 -5.29533358 2.04114671 -4.39125806 0.48860716 -0.38509528 -2.6217295 0.39320041 0.88135997 1.35641139 3.54213826 -0.1921888 0.08802054 0.5748974 0.13148251 0.31077674 -0.81478595 -0.18650723 -1.18276413 1.29026825] Distance 6.8703734469439475 Each least square approximations [-1.09218143e+01 -4.05683091e+00 2.84432860e+00 2.73964912e+00 -2.57574399e+00 8.16359850e-04 -2.65477588e+00 1.81763335e-01 5.44014656e-01 2.34397539e+00 3.21037033e-01 -8.04458032e-01 -7.51974105e-01 2.59525115e+00 -1.01629743e-01 -1.27278118e-01 -1.85156049e+00 1.21341828e-01 -2.72189398e+00 1.01897113e+00] Distance 6.732034621006709 Each least square approximations [-10.20311963 -4.41018958 -4.42677049 -2.18852651 0.64251551 -0.81318865 2.39426022 1.87072496 -1.8522848 0.87945079 2.11055384 -0.83593297 -2.64295311 -0.46945639 -1.1945096 0.46076225 -1.35758832 -0.86099157 -1.8580891 0.71367481] Distance 4.543342672555998 Each least square approximations [ 4.34371257 4.66036886 1.0490821 -2.13511153 -0.42707454 2.83404988 -1.65404924 -3.00786199 -3.24644639 -0.4880328 -0.46047783 -1.24040077 1.62665528 1.12278318 -0.25291783 -0.11813916 0.72452197 -0.88011813 0.64485692 -0.18876851] Distance 10.914612125772653 Each least square approximations [ 5.67746599 -1.09314933 -1.63089382 -3.21713373 3.96146805 -2.68012488 -0.7909908 0.09384029 3.09483899 0.90992546 1.23041804 -0.6585774 -1.39927114 3.01789542 1.72840244 -1.80080829 0.5181843 -0.51369594 2.30350881 1.08024573] Distance 9.850475557275503 Each least square approximations [-6.87252388 3.28696631 -4.79441429 1.76312654 0.08757871 -2.50365165 0.90819815 1.52106381 -0.83109916 -1.1713901 1.84665216 -0.80544158 1.36841752 -3.05346741 -0.55406906 -0.51272535 -1.35996098 0.21492518 0.02918895 0.3681954 ] Distance 9.49583865442141 Each least square approximations [-6.37918322 -1.91491957 1.75172034 0.74962538 -1.18191655 -1.93072414 -3.67188478 -1.37284182 -1.74338787 1.73989648 -3.44068055 -1.33986883 1.93287553 -1.05556113 1.46286854 0.80517663 1.28950694 0.01496787 -0.3414778 -0.00709448] Distance 10.297293794160629 Each least square approximations [-8.22758409 0.85532164 -1.4456136 -1.23423657 -2.02201075 4.43106391 -2.43389462 -0.18985209 2.96349347 -0.96028352 3.2840892 -0.69122916 -1.12071055 -0.19750031 0.60012523 -3.17705026 -1.14919012 1.04309579 -0.13820143 1.10368848] Distance 8.096498022071316 Each least square approximations [ 7.34757114 4.87846216 0.41383015 -4.80454674 2.09377847 4.41910277 -0.37810718 -0.13727808 -3.43520674 -0.89303134 1.38448768 2.04174757 0.45615091 0.91200108 -0.08609683 -1.32770635 1.29457236 1.63589154 -0.01167817 -0.23445085] Distance 7.253955418604819 Each least square approximations [ 5.82659481 0.08675695 1.00766255 -4.76662721 1.19845583 1.95982203 -1.29428797 2.54020356 1.1128126 -1.15225516 -0.36968359 1.8515658 0.7614966 -3.09686075 -0.67807727 2.35427349 0.80745356 0.1207486 0.50827131 1.13712098] Distance 10.393095359876963 Each least square approximations [ 5.76527856 1.89783332 -1.73377016 -6.17934051 -1.58135477 -3.97489987 -0.83658529 -1.52299132 -0.32498632 0.85246685 0.5178888 -0.81264103 -0.59334085 2.12815378 -1.3556002 -0.03231238 0.25595058 -1.85691294 0.16952775 -1.43462944] Distance 9.497606211322486 Each least square approximations [-5.59189295 1.51989773 5.96609215 0.34692781 -1.50119758 1.57985621 -0.07131108 1.38514267 1.27796948 0.05338428 1.93732965 -2.21660673 -0.43792745 0.35475915 -0.6771622 0.46087247 2.68604112 -0.98016863 -0.26132938 1.03721777] Distance 10.34688137282077 Each least square approximations [-7.96678371 1.08829946 -4.72333996 1.30058773 1.11127167 -0.07877147 -2.42907028 5.4586938 1.40765885 1.16804666 0.09055716 0.39042205 1.12693179 0.40662138 0.07617779 0.76844841 -2.11027605 -0.5006602 -0.2090576 -0.02054143] Distance 8.245749661456156 Each least square approximations [ 7.10777972 0.89221381 0.41127633 -0.95071264 -1.53143332 2.50520209 -1.89559381 -1.52643944 -2.93941075 0.74430517 -2.21203147 -0.25877983 0.24302971 -1.03191538 0.8234803 -1.50395577 -0.01718802 -1.6749451 0.95311979 -2.38641425] Distance 10.455212003888997 Each least square approximations [ 7.47222283 1.72986687 -3.31367856 -3.4946347 0.02565549 -3.09279085 -0.38845053 0.05581351 -0.02431522 1.51099758 1.4744268 1.56545497 -2.28526027 -0.24971033 2.33613659 -1.37585642 1.9059812 -0.47422052 -0.18221854 2.8070934 ] Distance 8.989949007150873 Each least square approximations [-10.19903879 -0.15384347 0.02148462 3.1482995 -0.18801589 -0.41050324 3.61223001 2.12323958 0.05283449 -0.16681658 -1.54087166 -2.51178719 0.88916047 -2.9202862 -2.01718259 1.79559078 0.24374871 0.50712486 0.0301801 -1.45359562] Distance 6.663340022813151 Each least square approximations [-5.91415037 2.04935898 0.42605646 -3.55497202 -2.07312417 0.35804501 -2.83401948 -0.39053796 1.20864662 0.98061353 1.02208205 0.55130821 1.56913008 -1.69021737 -0.17354643 1.15544499 1.06857615 -0.31726547 -0.35834065 -0.87730227] Distance 11.254798775962975 Each least square approximations [-9.68958073 2.92423209 -0.07652703 -1.86467751 -1.84539237 2.5113614 -0.61977126 1.43792421 -0.92841707 -1.78000978 -3.78615197 3.3272249 0.69062515 0.24197878 -1.14091969 -1.61021185 0.84823233 0.70401653 0.74170852 2.36843081] Distance 6.674298640863073 Each least square approximations [ 7.81895426 0.2410398 0.1664469 -2.5770737 2.12717214 1.84759373 2.65039958 0.50620938 -2.43235825 3.10858522 -0.19440051 2.4824914 0.24293653 -0.70319113 -1.21523504 -0.77987996 0.42551175 0.65989029 -0.69630979 1.19424924] Distance 9.68731563236792 Each least square approximations [ 7.30191477 0.73453342 0.83170199 -1.10972394 2.03620935 0.31736316 1.57573052 -1.56076756 -1.38579675 -0.78742541 3.69658486 -0.66088203 1.48241091 -0.6362915 -2.00550546 2.87780962 1.26906529 -0.35971214 0.61118707 -0.81786833] Distance 10.227208258537011 Each least square approximations [ 7.06264144 -0.26521917 -2.0795259 -4.17098948 2.36127223 -2.22597605 -1.30045146 -0.67747667 3.51079054 -0.97237136 2.42658153 -0.84420279 -1.84455593 -1.60116275 -0.11058257 0.68461026 -2.65434598 -2.40764497 -1.5078695 -1.23055668] Distance 8.750424953159 Each least square approximations [-6.38784909 -2.25485907 3.11427627 1.04192406 0.20687604 -2.85834567 -0.39968643 -0.61900405 0.28145528 3.80646149 -0.92377842 -1.72812606 0.30142132 0.92252467 -1.59738093 -0.97203376 2.11388567 -1.2723286 -1.28444959 -1.07876898] Distance 10.329389859992073 Each least square approximations [-6.30535065 2.15874054 -4.97008569 3.07094076 2.14601703 -3.15888592 0.73914251 -0.01181877 -1.48257338 -3.59649618 0.63541776 0.43504753 1.50831382 -0.87418886 0.70867841 1.54464905 -1.28461057 0.52602462 -0.69319097 0.44295359] Distance 8.912457116880608 Each least square approximations [ 7.8125139 2.03671177 1.23945307 -1.49081485 -2.77054305 2.81498752 -2.78928559 -2.41835234 -1.66487495 2.13029137 -1.13286292 0.01275179 0.56401121 -0.42302429 -0.48922129 -1.15861656 -1.30121676 1.38787343 0.82684534 -0.2179465 ] Distance 9.174718125249814 Each least square approximations [ 8.66011395 -2.08728734 -1.754837 -1.65335129 2.27426322 -0.52809782 -1.50294586 -1.7556044 -0.57597049 -0.82288827 -1.67671981 0.44686439 -0.40534889 2.62419397 2.53311335 1.67580432 2.4973565 -1.02534285 -0.97978198 0.04245646] Distance 8.536049959389732 Each least square approximations [-5.92878312 -3.84434803 -4.85500962 0.81493898 1.86955373 2.14650074 0.88274294 1.20203569 1.52849492 -1.31475441 -0.86656481 1.04090316 0.72361988 -2.07632262 -1.26130499 0.33170121 -3.49475695 0.10038853 -1.76634237 -0.21544174] Distance 9.222414643937736 Each least square approximations [-7.43517403 1.59956602 2.41703192 -4.32345399 -1.74641956 -0.76213026 -1.42782714 -1.10319193 0.22521597 0.74590614 -2.10412154 -0.81893488 1.00089966 1.20653078 0.23794001 -0.16868557 0.19739244 0.71445516 0.02794934 1.82623672] Distance 9.796680196375688 Each least square approximations [-8.14250897 -2.05034316 4.4744161 -1.32163073 0.15777631 1.23766959 -0.99130694 0.27108578 0.59010187 1.28288554 -1.10325504 -0.15172122 0.01611142 2.31135722 -0.79950656 -0.20369946 0.35233369 2.00408395 0.76676748 -0.97544385] Distance 9.356676231141657 Each least square approximations [ 9.77166744 0.3389813 1.18292023 -3.70980512 0.3270254 1.05218347 0.16585464 0.28905412 2.33954427 -1.04014841 1.25024178 -1.80571236 1.57327561 -0.76056565 -3.11266615 0.343261 0.42405861 1.50343453 -0.69061994 0.7931403 ] Distance 7.582634494706535 Each least square approximations [ 6.36752409 2.5413588 2.10690393 -4.55351263 2.98655959 1.81847529 -0.53416059 -2.11242023 0.31412652 -1.28795962 1.8217211 -0.24909188 0.5447282 -0.33037025 -0.41009809 0.61314531 0.43293354 -0.13552028 0.49083679 0.37424615] Distance 10.07684348594498 Each least square approximations [ 6.69188837 -4.0447217 -0.51783681 -4.28609409 -0.90836864 -0.47341791 -0.69832527 0.85027891 -0.26477882 -1.72666411 1.57210327 1.48746841 -1.95656351 1.84586083 1.67953376 2.11007559 -0.17615296 -0.74813135 -1.83050982 1.38369891] Distance 9.339655015200904 Each least square approximations [-6.24477278 -1.92579764 3.23492888 4.11358852 -0.37947335 0.0762848 -0.28275128 1.16904291 0.54094333 4.12463775 -1.05534703 -0.83320339 -1.25244576 1.482732 0.2081301 2.20554954 -0.3323619 0.93692576 -0.69948847 1.58634607] Distance 9.69011489620199 Each least square approximations [-6.39415061 4.40630986 -4.59529822 -0.99712243 -0.36756388 0.42574224 -1.62851568 3.16434835 -0.09849751 0.43189059 0.08150376 1.74513113 -0.59652176 -2.82264103 -1.82711288 0.68192843 1.4343018 0.72389995 -2.91213309 -2.40947199] Distance 9.141820536725215 Each least square approximations [ 5.26708659 1.53608189 0.78767567 -1.25040324 -0.71371441 2.13346194 -2.22835772 -1.68541636 -2.13946131 0.32273884 -1.36736788 0.06932899 1.28496057 -0.76289559 -0.10114763 0.7327459 0.81094893 -2.02725763 -1.40839519 2.08997491] Distance 12.066489980985805 Each least square approximations [ 4.62657658 2.47802604 -4.56783924 -6.02981527 2.21942931 -0.98925129 -1.62143655 -1.44375564 -1.52918857 0.60074184 1.51372579 0.11135951 -0.18942028 0.63971475 0.48550168 0.85781889 0.24923832 -0.52745056 -1.62598092 1.29417171] Distance 10.234351447004196 Each least square approximations [-10.61278841 -0.74688232 2.09809448 3.98994046 2.39239026 -4.05221984 -0.97408819 -1.4152668 0.18784807 -0.16365577 -1.81030902 2.15175704 3.17139937 -1.17684061 -0.4314325 0.43007697 0.30828101 1.81361892 -0.71681113 -0.57040829] Distance 5.3474437814171045 Each least square approximations [-6.59252617 -1.25452138 -2.16789394 -2.48505364 -1.69912428 -1.14737944 -2.94538588 0.71852664 1.06178442 2.88371651 1.27617166 -0.10338578 1.42869711 -0.298279 -2.87085556 1.43882587 -0.37413335 -0.4462676 -0.15217755 -1.49276227] Distance 10.760458578393898 Each least square approximations [-8.79027079e+00 -2.91235234e-01 -1.19020842e+00 -4.21092496e+00 -3.68631244e+00 1.66884987e+00 1.54060351e+00 1.56246859e-01 -4.71396887e-01 -1.45894241e+00 -2.11715870e+00 1.44182407e+00 6.86628794e-01 -4.02191500e+00 -9.71934755e-01 -1.47548216e-03 -2.21322189e+00 -6.99469453e-01 1.39051535e+00 -5.53602275e-01] Distance 7.8614801056701555 Each least square approximations [ 6.58865821 -0.77877496 1.132625 0.09576477 3.66684295 2.63940016 2.97292964 -0.68564293 -1.38858381 2.01791668 1.35151234 2.56322174 0.51620987 1.40867661 -1.56605099 -1.65952636 -1.22411462 -1.07006944 0.85452926 2.20974921] Distance 10.298926835936854 Each least square approximations [ 7.22571707 0.08432375 2.81311574 -1.4623237 -2.34271483 1.71701795 -3.38384986 -0.92030299 -2.55248741 -0.40042187 1.70693733 1.34090881 -1.24534667 0.58557764 -3.20257656 3.55912022 1.19783986 -0.03816431 0.96118429 -0.91471605] Distance 9.423518185850455 Each least square approximations [ 7.7868426 2.49871022 -1.74296527 -2.78447195 0.99017665 -4.0232164 1.72573829 -1.28987994 1.29946147 0.43410424 1.91272328 -1.81092324 -2.42049025 0.90176819 4.21710516 0.59929488 -2.06641118 -0.18740205 -0.86476573 -0.73800329] Distance 8.514825210496724 Each least square approximations [-7.68797991 0.56005276 2.36463125 -2.27901387 3.20021835 -0.61741761 -1.43184556 -0.31240881 4.31239151 2.54660697 -1.31593383 -0.08005321 -3.21962184 -0.79230333 -1.98374313 -1.16022569 -0.44447619 -1.02049301 1.77298722 -0.48603638] Distance 8.973300163438916 Each least square approximations [-5.42791168 3.94152683 -6.71058288 4.41107627 1.74721234 -2.21591959 2.57756964 3.4106814 -2.29864041 0.58025295 0.29778018 -0.06761252 1.63371619 -0.36089846 0.45795471 0.40594571 -1.71751463 1.09286706 2.0460978 0.47913734] Distance 9.04342700615716 Each least square approximations [15.10614484 0.96704835 1.39993155 1.45575468 -0.45624004 -0.16026857 0.24856076 0.63714789 0.0612467 0.16559398 0.18595094 -0.47749737 -0.21679462 0.22386748 -0.1435995 -0.05163089 -0.23818735 0.03515223 -0.37816277 0.19457594] Distance 0.627688404117091 Each least square approximations [10.63649635 -3.6594135 -4.79518171 -2.30326339 1.05813116 -0.95296292 -1.48587715 -0.24089908 0.84827018 0.63325096 0.69399834 1.64894362 1.98295596 -0.53828024 1.84376492 -0.32639894 -0.08479501 -0.08338232 -0.63998779 0.23591145] Distance 7.956829250142839 Each least square approximations [-9.07233384 -4.36441502 -5.57734095 -0.13609027 1.72243423 2.10471662 1.30278886 0.1376619 -0.43180366 -0.22018369 0.98146593 1.23357305 -0.6507796 -2.03265965 -0.17654086 0.64389337 -2.94598371 0.89752731 1.30235156 -1.5752634 ] Distance 8.484227122483455 Each least square approximations [-10.7147437 5.73944539 2.80621937 -2.0977493 -4.92083794 -1.8130741 0.19245186 -0.95959269 3.2920253 0.48497789 0.55655979 -0.21477953 1.05312472 -2.13190831 0.35786144 0.13877973 -1.0736161 1.59705589 -1.90928755 0.94378161] Distance 4.58333634478083 Each least square approximations [-9.82187891 -1.6750586 6.69080241 -0.89744012 -1.75686488 0.87601379 -2.1607304 -0.83677653 -0.71875828 -1.10837911 -1.35202679 -0.90698069 1.24727997 1.25717013 0.74504561 0.86395853 -0.32303394 0.35008614 -0.29688645 -0.33256123] Distance 8.463394369894877 Each least square approximations [10.51608389 -3.59017045 3.34678731 -3.8378647 1.43118448 0.61785152 -1.7849329 1.11766538 1.89245936 3.46698661 -2.29366874 1.43760964 -0.22733094 -0.40428808 1.82080738 2.04483761 0.10638458 -1.4916975 0.05027579 0.88392189] Distance 6.710027974456436 Each least square approximations [10.28320987 3.6388634 3.06262426 -2.39733647 3.98347347 0.19417938 0.38617764 -0.90398624 -0.65766182 -2.92842968 1.33068715 -1.32809756 -1.41108028 -0.98819902 -1.765522 -2.49248494 0.63161363 -0.91344116 -0.30307958 -0.67496796] Distance 7.573170023242985 Each least square approximations [10.67215478 -5.28229535 1.99284722 -3.86815843 0.32971398 0.02789799 -2.76447631 0.34939141 1.45962024 1.47047871 2.97927972 -0.1344805 0.69130528 1.10010213 0.59854257 0.06431662 -0.87812285 -0.33786927 -1.53945101 1.31854308] Distance 6.791291956179002 Each least square approximations [-11.03618851 -4.07262622 2.06056225 2.51866161 -2.57081732 -0.25338439 -2.66851911 0.339031 0.02381806 2.13933831 0.5771515 -0.63467868 -1.57783299 2.38615859 0.23398925 0.09578809 -1.52043781 0.09011065 -2.87995195 1.43633428] Distance 6.770399704829519 Each least square approximations [-4.90250304 4.58858203 -5.30403901 5.09111938 2.16372281 -1.12045956 2.13489786 3.84345283 -3.08222252 0.8902157 0.37793279 -0.82815267 2.46532282 0.57690319 0.35206661 -0.14981423 -1.5775951 1.70884748 2.67012769 -0.21575096] Distance 8.960772781776864 Each least square approximations [14.33715267 -3.17721624 2.61753814 2.01722971 0.13482338 0.75786184 -1.0327582 1.70202369 -0.5767784 0.29124112 0.32481079 0.08998387 -0.71145126 -0.13959523 0.63173929 0.41091369 -0.41685022 -0.13103318 -0.28155396 -0.44917014] Distance 1.321283487916558 Each least square approximations [ 1.02878401e+01 -3.59372714e+00 -4.90896815e+00 -6.84819641e-01 6.27776220e-01 -9.23938670e-01 -1.23163558e+00 -1.89353135e-02 6.09964278e-01 1.59265028e+00 1.64346545e+00 1.30754668e+00 2.14649278e+00 -1.08106236e+00 1.56394097e+00 -6.13838854e-03 6.99905437e-01 -1.40264079e-02 -8.66468013e-01 -4.93330420e-02] Distance 8.490977593569085 Each least square approximations [-8.59906748 -4.68842881 -4.57775007 -0.69427096 0.5484347 2.7835583 1.11565765 0.48596414 -1.11628923 0.08496269 0.85229223 1.49688331 -0.53563877 -1.51008982 0.24050787 1.85692316 -3.02560958 1.67081756 1.920897 -1.78600727] Distance 8.885694661591858 Each least square approximations [-9.97185468 6.11530636 2.81226629 -2.89800461 -4.41306037 -1.56069957 1.37477491 0.19182692 3.00070228 0.28082061 1.81831836 1.2990698 1.70684896 -2.25226653 -0.18393691 -0.57962167 -0.51129741 1.99031959 -0.20494752 0.71948565] Distance 5.54732069757403 Each least square approximations [-9.47338625 -0.98934223 6.65818129 -0.46211087 -0.74238417 0.41565347 -1.19276267 -0.42525949 -1.25565809 -0.90516898 -1.53253567 -0.31862733 1.43967248 0.61175747 0.96810967 1.6923454 0.38672191 0.14886369 -0.22332936 -0.34137703] Distance 9.270335316727527 Each least square approximations [ 9.89857784 -4.23429012 3.10730718 -2.89739922 -0.1857221 0.90664553 -1.36008043 1.95181212 2.3622972 3.40463547 -2.85176262 1.45846341 -0.33400254 -0.98572871 1.80650628 2.14022426 0.0526778 -2.29065121 0.21870863 0.82502467] Distance 7.221726576658915 Each least square approximations [ 9.13469556 4.18328058 1.90419966 -2.10627004 4.42068983 -0.14263603 0.15111284 -1.3775151 -1.22607903 -3.96968536 2.19427786 -1.23862411 -2.18257772 -0.21634226 -1.62657881 -2.65934081 1.15607617 -0.89252016 -0.68964164 -0.67746882] Distance 7.954435743256698 Each least square approximations [10.81636486 -5.46777766 1.4769783 -2.23556703 1.03999251 1.14092552 -3.49914216 0.12932537 1.65248121 0.7825197 3.12009928 -0.37460665 1.28577971 0.47160501 0.34202703 -1.50146866 -1.51217912 -0.8343554 -0.9966419 1.53209655] Distance 6.516545985927109 Each least square approximations [-10.51966329 -4.17845293 0.41155666 2.93546427 -2.93264829 -1.50522454 -2.61434326 -1.09183976 0.38820209 1.89660044 0.04616971 -0.25189847 -1.33133967 3.14884791 -0.1221658 0.46813971 -1.53902259 -0.0380796 -3.43000689 1.45279334] Distance 6.869127149585572 Each least square approximations [-8.84774084 -5.03726878 -3.0631963 5.06305154 3.97688341 -2.41394252 0.08048652 -2.85924102 -0.3270823 -0.43539194 -2.16006905 -1.61121491 1.20876105 -0.81807169 0.74927847 0.39743399 -0.73797046 -0.67133536 -0.11085477 1.07445809] Distance 4.622221386446985 Each least square approximations [ 5.32007137 2.68775568 0.91379574 -1.29331622 -1.10333408 2.5081229 -2.19705912 -2.23869059 -3.03532169 0.92558394 -1.66238829 -0.52365707 0.14611779 -1.4901809 0.7763446 -0.0464851 -0.60772843 0.85989493 2.18271604 -1.97352738] Distance 11.014982689891944 Each least square approximations [ 6.3992822 -1.41790496 -0.58843867 0.36794898 3.05436445 -3.32296077 -0.74245314 -2.91518022 2.25833838 1.67297346 -0.07245062 1.84835629 -3.10960209 2.15689353 2.46794316 -0.57190727 1.34907617 -2.26822405 2.99707808 -2.00851081] Distance 8.805029713332923 Each least square approximations [-4.77570018 -0.0169142 -4.76255765 0.4074319 -2.20674732 2.8142546 2.52585388 2.14822725 2.44832802 -1.35455376 1.56559156 -1.81425577 0.96505765 -1.99805311 -3.01452775 -1.71783743 -1.81810983 -0.06710495 0.68119682 -1.5922401 ] Distance 9.80565251324744 Each least square approximations [-5.08138423 1.25655567 1.15790685 -0.75903998 -2.18142583 -0.16885705 -2.62526245 -0.32933054 -0.99947447 -0.45982618 -3.77519892 -0.17308562 3.8428738 -0.04732533 2.46518664 1.05218261 -0.3996134 1.63632609 1.24966412 1.29962535] Distance 10.853359614691929 Each least square approximations [-6.75000461 1.90251493 1.4529897 1.66768685 -0.0581589 3.73477357 -2.75576904 1.34656904 3.37335804 2.42383967 0.59468432 -1.48920868 -0.21767811 3.1631026 -1.27312276 -3.06598764 0.71037119 0.17670081 0.43220774 0.24363714] Distance 9.127884764338223 Each least square approximations [ 6.20965021 3.6976635 0.88908353 -6.49796439 0.1427423 -0.26827633 0.98636875 0.15862219 -0.69429114 -0.23265797 3.07566036 -0.72456462 -0.6933962 -1.465273 -0.3489745 2.60482599 2.38463354 1.28969358 -0.99995535 -0.05876515] Distance 8.814092315267201 Each least square approximations [ 4.76358384 2.07656905 -0.9531303 -4.78550689 3.74823068 2.10711185 -0.76899653 -0.58650046 0.00625284 -1.27633824 0.02718913 -0.63388478 2.32234334 -1.75547398 -0.61948898 1.87897225 -0.28190173 0.25479652 -0.24457002 1.80216701] Distance 10.692196162974282 Each least square approximations [ 4.32277607 -2.25474278 -0.76699284 -4.04850072 0.21619564 0.07183099 -2.0464054 -1.95302258 -1.21895539 -0.30974925 1.21974048 1.51140691 -1.26421648 0.29108187 -0.15913094 0.6638041 -0.15499481 -0.84511638 -1.70997371 -0.16581756] Distance 11.934756000266837 Each least square approximations [-4.69143298 -1.17021732 2.50075924 3.33594647 -1.104388 -0.33227452 0.20629517 1.2433897 1.06680873 2.30195626 1.00632162 -2.25339107 1.5341614 0.3469093 -1.84281979 2.09896645 1.39698732 -0.70993691 0.03609816 0.76367792] Distance 11.528688097859625 Each least square approximations [-9.08560833e+00 5.61310249e+00 6.45678822e-01 1.13245829e+00 -9.49042237e-02 -2.82840011e-01 -1.59228243e+00 2.83425109e+00 -1.47425293e-01 -3.16453977e+00 2.82658678e+00 -1.55642282e+00 -8.45575404e-01 7.67500819e-03 -1.34395008e+00 9.64590815e-01 -7.01766955e-01 4.92134660e-01 2.87759926e+00 1.74349593e+00] Distance 7.186908521084614 Each least square approximations [ 6.9175388 -1.7094744 0.90951166 -2.85747304 -4.13641288 -0.02283833 -1.43396586 -1.03194174 -0.52952645 1.21500864 -1.1635609 -0.43013818 -1.03266523 -0.49031978 -0.51110477 -0.01150653 2.13597824 1.27804544 0.99318089 0.53329313] Distance 11.031294169944479 Each least square approximations [ 8.13099723 0.24695978 2.50565866 -3.75210855 0.61382912 -2.12015201 -0.85578104 -1.2051838 0.94980354 4.52257135 0.36387378 1.05714752 1.30721874 -2.23452918 0.98932836 -2.01688771 4.42364937 0.30591022 1.03696198 0.40796982] Distance 8.072960561169698 Each least square approximations [-7.21397384 -3.15491704 -0.34326882 -0.76402706 -3.20166027 0.64010739 -0.16613615 0.75210121 -2.07707791 -1.98510768 -2.92254618 -0.21365787 0.93416126 -2.94555761 1.04552795 0.46525383 -3.6951409 0.49921146 -1.9241873 -0.4866475 ] Distance 9.722410919677593 Each least square approximations [-6.36588546 -0.58659221 2.81607238 -4.37643678 -1.782828 -3.68810771 2.41724113 1.36248967 3.16005656 -2.31207767 -0.66453616 0.83398701 -2.3089794 1.03675363 -0.85650841 1.18618124 2.38661754 2.73043905 -0.76895829 -0.83280718] Distance 9.062808299450298 Each least square approximations [-9.15256469 -0.26643533 1.30685103 -0.07529535 2.01202878 0.08740745 3.00733277 0.97849675 0.73470662 -1.0440271 0.06608838 1.46163773 4.92154087 -1.79997828 -0.11923108 0.95274383 0.41118388 1.89943043 -0.72736008 -0.68221626] Distance 8.802367386324649 Each least square approximations [ 1.24333011e+01 2.25948700e+00 -1.68298158e+00 3.82962609e+00 -1.44257366e+00 -2.88615371e+00 7.24673208e-01 -1.77823299e+00 -9.24540562e-01 1.03359170e+00 -1.60075388e+00 6.52913478e-01 4.48273618e-01 -9.89446916e-01 8.57761938e-01 -3.35923784e-01 -1.82598490e+00 2.86109008e-03 2.73877407e-02 2.71206478e-01] Distance 3.51860856807442 Each least square approximations [ 4.96290945 1.43484383 0.08747575 -1.66120628 2.55732456 0.39618173 -2.57684157 -3.54404933 1.62915941 -1.33478262 1.83687578 -0.95855967 -0.68889075 0.05296154 -0.06238044 0.80674727 1.7315025 -0.35789938 -0.49035383 0.16301091] Distance 12.058628869311596 Each least square approximations [ 6.90487738 1.49303003 -2.56067088 -4.00907449 2.85237628 1.69312289 -4.1596599 -0.44186187 3.70203543 -0.20401028 1.26504289 4.04841074 -0.1516107 2.57949353 1.72263834 1.02664724 -0.88220139 -0.11317509 -1.15694082 2.33257257] Distance 7.9357457551092985 Each least square approximations [-5.60116452 -1.42598739 -1.05527275 2.88408049 -1.93523256 -1.65309238 0.90482323 2.22044876 0.21521773 2.99112768 -0.91155116 0.91127862 -2.34621715 -0.31358308 -0.17898151 2.6318111 -0.51211067 0.25770097 -0.48508727 2.44079698] Distance 11.367317943030526 Each least square approximations [-4.8420201 7.1974571 -1.86017141 3.55230409 -0.50126062 -1.24413546 1.53863851 -0.98883079 -3.83604099 -0.55703612 -0.36603638 -0.30773297 -0.47025583 2.44493375 -0.41640865 1.14244983 -1.04777495 2.12417862 -1.24797484 -0.86508553] Distance 9.560842430706947 Each least square approximations [ 7.07921495 -2.85508626 -0.52514622 0.83138194 -0.35326035 4.55791177 -3.50476321 -0.96639714 3.08495496 1.18389081 0.43135761 1.49177096 0.27604861 2.61678652 -0.4576438 0.86667891 0.36269417 0.8416684 1.79371637 0.88812933] Distance 9.965850608600197 Each least square approximations [ 8.24595624 -1.5075788 0.6952253 -0.40884266 3.43708526 4.15221423 -1.2547373 -1.20147395 -1.1989813 2.84523344 1.93076834 0.37212831 0.3206168 -1.55511087 0.46766748 0.70006286 -1.08601665 -3.18983675 -0.4122076 -0.21906058] Distance 9.356069866728525 Each least square approximations [-7.12353695 -4.14704148 -2.27863742 -3.41660826 -0.35329912 0.58680042 0.34427009 1.35943575 0.7492078 0.21720055 1.50323774 4.81072181 0.21131688 -0.37146619 2.28870067 -0.3965678 -0.52156486 2.12633047 -0.32686588 -0.42303787] Distance 9.737390648212177 Each least square approximations [-11.90807721 -0.02742335 -3.97476186 -2.1311728 4.30742238 -1.14947865 2.26507905 1.63666631 0.54265874 -0.57765553 2.43245833 1.30731571 -0.09074459 0.70543222 0.36474271 -1.49688252 0.28025081 1.41716339 -0.06374275 -0.09063231] Distance 3.9582977997626982 Each least square approximations [-8.2084274 -3.29940294 4.3402879 0.52435267 1.11803647 1.96087654 1.19957306 0.13117754 -0.99209555 1.84591439 1.42678656 2.66252441 0.01024258 -0.82325582 1.24519563 2.73013315 0.42378778 -1.88121338 0.51544319 -0.33403474] Distance 9.354477273309737 Each least square approximations [ 7.7950948 -2.38987395 3.40258139 1.06592261 1.00704359 0.56216949 -2.61560605 1.83735489 0.32803596 1.67399415 0.54780998 -3.69821889 2.54315693 0.87364923 -0.04462638 -0.12072609 2.13846475 -3.91005795 1.72615295 -1.21600119] Distance 8.918451792908217 Each least square approximations [ 9.12160916 4.16330424 -3.75820784 -3.39282961 0.16843863 -0.51259483 -0.32635909 -2.83882876 -0.73410019 -0.74984931 0.43409642 0.09831575 -2.92977482 1.73962993 0.32755286 -0.95406031 -0.67901038 0.42639352 1.02465606 -1.78438285] Distance 8.080638270322343 Each least square approximations [10.4348087 -1.46927448 -0.92306958 0.29944719 -1.40902712 1.5345547 -1.13245683 -1.55974175 -0.05499827 3.04511849 -1.88342948 2.30724537 0.8796895 -1.68233969 -0.76648359 1.86714774 -1.58417712 1.67038091 -0.2584773 0.86765761] Distance 8.169708579922036 Each least square approximations [-11.11711913 1.56671236 -2.00288413 3.74590176 0.6585563 -1.62750086 2.08244661 -1.63691575 0.70632514 -1.46581943 -2.3681353 -0.43681733 -0.47367333 0.14881502 1.3867765 1.18744536 -1.92749962 0.80885151 1.09071584 1.90760069] Distance 6.581649977896089 Each least square approximations [-4.76367801 4.55503486 -4.75665161 5.20432772 1.67454959 -1.80438592 1.23700517 3.8762677 -3.19726799 1.6747244 0.379726 -1.54419055 1.86705487 0.26218991 0.26276599 0.43670811 -1.05750243 2.1607774 2.460394 -0.28904308] Distance 9.148803842462247 Each least square approximations [ 1.44588732e+01 -4.46428133e+00 1.28723647e-01 2.19949314e-01 4.72926004e-01 1.40580036e-02 -6.61190489e-02 -2.63238681e-01 -3.09927582e-01 2.76258969e-02 4.00678457e-01 1.52631956e-01 3.28064132e-01 -4.73424625e-01 -8.21236401e-02 5.17823468e-02 -2.63177909e-01 9.83842933e-02 2.31667943e-01 1.71858880e-01] Distance 0.7920322397202502 Each least square approximations [10.52451896 -2.6306982 -4.37845237 -0.74469504 -0.51143643 -0.60318099 -2.05513871 -0.20591557 0.31888395 2.11097851 1.70113949 2.138457 2.36052844 -0.38848056 1.28119508 -0.11770994 0.28821014 -0.08484554 -0.16167731 0.4478914 ] Distance 8.290934004808205 Each least square approximations [-8.70464747 -5.24490681 -3.92413776 -1.12023763 0.34994459 2.96308477 0.95125776 -0.0390165 -0.40349096 0.57965611 1.08175022 1.22539426 -1.02341346 -1.49315418 0.4647385 2.54772077 -3.09668814 1.42363858 1.36947878 -2.39342826] Distance 8.285264075944983 Each least square approximations [-10.03460044 6.60685364 2.2821866 -2.11053796 -4.08162105 -2.21264347 1.94856458 -0.66518059 2.2509332 0.08422055 2.15762915 1.38096497 1.52342391 -1.70956975 -0.51704962 0.09828467 -0.20872748 1.65718489 -0.2657722 0.58418273] Distance 5.5319918215681705 Each least square approximations [-9.28226273 -1.38537934 6.67692763 0.06204945 -0.92658504 0.25260591 -1.64219941 0.41759281 -2.26560454 -1.60684844 -1.27269698 -0.46643593 1.96142943 0.91245976 0.58970084 1.72687387 0.50555876 -0.20939747 -0.12774546 -0.41386496] Distance 8.732423386509131 Each least square approximations [ 9.92762227 -3.81237259 3.32099891 -3.01626414 -0.38915913 0.32653952 -1.65491107 1.51662512 1.99974251 3.73595627 -3.68807535 0.86882577 -0.02404558 -1.00649556 1.69551062 2.57700489 -0.60876308 -2.97890651 0.13339489 0.45330591] Distance 6.319549950675448 Each least square approximations [ 9.44549144 4.27653939 1.41281485 -0.97570776 4.07390207 -0.66638507 -0.20728045 -1.40058799 -1.43153724 -3.78266747 1.92956421 -1.86441879 -2.23177078 0.27472851 -1.45232205 -2.71103728 0.3652485 -0.59891258 -1.2986469 -1.17010511] Distance 7.722885977968754 Each least square approximations [11.17680499 -5.77643218 1.97031668 -1.44233326 0.78535316 1.70860352 -3.28647905 -0.17014423 2.56632788 0.28414192 2.72889647 -0.58307955 0.35848184 0.98939321 -0.31956508 -1.09752723 -1.64399664 0.30608907 -0.73136545 1.62979249] Distance 5.41209022651955 Each least square approximations [-10.68505903 -4.53400048 -0.30407451 1.92756717 -2.98380108 -1.41957411 -2.28775087 -1.36900966 -0.10606183 1.86319128 0.46707833 0.16840933 -1.04763145 2.3160585 0.29900361 0.47727471 -1.97536119 0.43493754 -3.45092213 1.44244105] Distance 6.753657577819597 Each least square approximations [-4.35205426 4.91803446 -4.0544337 5.54433743 1.31078498 -1.98458295 0.64325976 3.49318784 -3.57795324 2.56678322 0.54113505 -1.974042 1.62875563 0.67011767 0.38464053 0.78838829 -0.52304158 2.54099149 2.10724588 -0.49263994] Distance 9.208110523598014 Each least square approximations [ 1.39096970e+01 -5.72348014e+00 -1.48471469e+00 -3.93024282e-01 6.02717100e-01 4.62615492e-01 1.23303294e-01 -7.64343983e-01 3.42182961e-01 -1.20198424e-01 -1.95494060e-01 3.16437587e-01 3.95019653e-01 -2.01159283e-01 -1.81803313e-01 -2.53410041e-01 -7.36594815e-02 3.83733313e-01 6.97642005e-04 -2.95072821e-01] Distance 1.28664513770836 Each least square approximations [ 1.06917270e+01 -1.87542755e+00 -3.70196891e+00 1.26833158e-01 -1.04609622e+00 2.64319249e-01 -2.54332107e+00 -1.69674236e-01 -1.37142547e-01 2.41779956e+00 1.82064496e+00 2.49481780e+00 2.22848896e+00 -5.17483328e-01 1.05307593e+00 -1.85658960e-01 3.85876030e-02 -1.92597809e-03 1.74890543e-01 5.93243121e-01] Distance 8.417547720845107 Each least square approximations [-8.58315264 -5.62660207 -3.41397381 -1.89604761 -0.24493707 3.11499147 0.91542455 -0.18202866 0.22851374 0.92855417 1.08342172 1.13146447 -1.36301583 -1.02422232 0.4813183 3.36351655 -2.95467874 1.68298712 1.09090317 -2.50501892] Distance 8.010659945184898 Each least square approximations [-10.02664629 6.64533641 1.74272985 -2.03471531 -3.26137534 -2.44197132 2.63869517 -1.18764728 1.50638566 -0.30183453 2.52019077 2.1425294 1.38780854 -1.17534828 -0.76087188 0.38623378 -0.02935598 1.49789544 0.35670911 0.17172547] Distance 5.97068306425333 Each least square approximations [-8.90161519e+00 -1.54317305e+00 6.70373009e+00 6.66866908e-01 -1.05222623e+00 -2.21273053e-01 -1.51601782e+00 8.07014081e-01 -2.93868798e+00 -1.77693145e+00 -9.49159762e-01 -1.44693287e-01 2.28901426e+00 9.15649704e-01 4.93893264e-01 1.74805195e+00 6.16488172e-01 -5.48602876e-01 3.34711853e-03 -6.88111127e-01] Distance 8.824646296268819 Each least square approximations [ 9.5237261 -3.65730702 3.62863089 -2.62783722 -0.96027297 0.09648979 -2.04334955 1.50211593 1.8680428 3.55917525 -3.82829396 0.53854257 0.52083453 -0.99420812 1.59156531 2.5892432 -0.53465929 -3.4956934 0.16371284 0.13872623] Distance 6.82404345864087 Each least square approximations [ 9.50439415 4.59885747 0.44115454 -0.39533044 3.5035881 -1.093447 -0.08817395 -1.66257114 -1.60877336 -3.60170052 1.88691391 -2.17328791 -2.516897 0.82136627 -0.96227183 -2.78720467 0.14056911 -0.31071918 -1.93603381 -1.68442129] Distance 7.609600194718036 Each least square approximations [11.3064361 -5.69071277 1.66595746 -0.41425229 0.46659419 2.73132766 -3.19050609 -0.1657614 2.8314523 -0.34351843 2.29800174 -0.77292115 -0.28576312 0.74817818 -0.79582342 -0.96551777 -1.70573435 0.85332367 -0.69192843 1.73062279] Distance 5.2772215889930205 Each least square approximations [-10.78761945 -4.32084093 -1.14948634 1.64148173 -2.65527703 -1.59168607 -1.92986364 -1.6977874 -0.48428684 1.25844853 0.29235806 0.49030925 -0.49876144 1.81427129 0.28796235 0.97346743 -2.14300057 0.73951402 -3.47886173 1.14378975] Distance 7.191539478267047 Each least square approximations [-4.650426 4.51761552 -4.70960182 5.36163722 1.70333071 -2.06299997 1.41681886 3.89896072 -3.06437541 1.68252361 0.41613531 -1.53774801 1.950789 0.36505573 0.51461126 0.78139401 -1.24881787 2.28458297 2.39763932 0.03251379] Distance 9.073260811367094 Each least square approximations [ 1.44835815e+01 -4.23917101e+00 -4.02921116e-01 8.07296000e-01 1.44563635e-01 5.55335919e-01 2.10230417e-01 -6.03057878e-01 1.02677080e-01 5.12893291e-03 4.90600672e-01 5.99251274e-01 -7.23800571e-02 -5.91570044e-01 -3.99218560e-01 -1.77278657e-02 -2.25836600e-01 1.50267046e-01 4.76263930e-01 -2.69830656e-01] Distance 0.9803075218921435 Each least square approximations [10.61015422 -2.77331355 -4.06515556 -0.68973543 -0.54164034 -0.42961913 -2.05064753 -0.45066325 0.22110104 2.04460165 1.62109072 2.24884491 2.2433629 -0.5699651 1.3506515 -0.33520152 0.07951957 -0.15143048 0.08650839 0.42443763] Distance 8.37709888248403 Each least square approximations [-8.64666714 -5.44925917 -3.93362338 -1.3524984 0.34259683 3.19365411 1.15868614 0.02647218 -0.25847668 0.62120232 1.09373105 1.1982292 -0.97576544 -1.58723174 0.33315222 2.38582847 -3.04942928 1.68242129 1.53997647 -2.31894273] Distance 8.129917537218953 Each least square approximations [-10.35842731 6.5750418 2.13099519 -2.1170104 -4.02540252 -2.15198989 2.09667175 -0.83597944 1.77168291 -0.03491955 2.2051467 1.24053559 1.44931152 -1.71279023 -0.56963083 -0.14190065 -0.1565182 1.41552866 -0.05454931 0.63294887] Distance 5.377941962207398 Each least square approximations [-9.34511724e+00 -1.49204696e+00 6.87246034e+00 4.40139198e-01 -9.64105372e-01 2.76650388e-01 -1.73777301e+00 5.00945315e-01 -2.50502341e+00 -1.54163464e+00 -1.40561750e+00 -5.25759556e-01 1.68723688e+00 1.16830298e+00 6.00747951e-01 1.86860864e+00 3.34796023e-01 -8.94964305e-02 4.54244607e-03 -5.52536807e-01] Distance 8.432262314948058 Each least square approximations [ 9.95153731e+00 -3.82386951e+00 3.10506043e+00 -3.10027643e+00 -8.89304124e-02 4.77235087e-04 -1.95977124e+00 1.60914729e+00 1.94970744e+00 3.81368101e+00 -3.53532528e+00 8.79682688e-01 3.18248433e-01 -8.91183253e-01 1.84379861e+00 2.69149603e+00 -2.68777340e-01 -2.83558921e+00 8.71662844e-02 3.16296820e-01] Distance 6.405598127491805 Each least square approximations [ 9.6362323 4.1677458 1.10886309 -1.18231378 3.9861 -0.71409793 0.28153 -1.6713402 -1.45707572 -3.46825782 1.95494481 -1.89226884 -2.01759106 0.24635039 -1.46377551 -2.96161418 0.21209222 -0.38714896 -1.1948983 -1.16319393] Distance 7.7494595904566275 Each least square approximations [11.10792882 -5.81705922 1.91451979 -1.38911166 0.6920524 1.70693866 -3.32625885 -0.11207745 2.73306756 0.53014485 2.53879669 -0.17998284 0.06477771 1.11517538 -0.48799341 -0.79972101 -1.37352399 0.59495458 -1.00208432 1.56237849] Distance 5.694485347522408 Each least square approximations [-10.86288203 -4.30146983 -0.46182438 2.08532712 -2.70046583 -1.53828863 -2.47446845 -1.23408706 -0.41941148 1.7764901 0.49245022 -0.13084435 -0.73344086 2.35040053 0.30084858 0.71279474 -2.04136153 0.49213657 -3.59382351 1.27072041] Distance 6.647696800094621 Each least square approximations [-1.09512995e+01 7.47444444e+00 3.80654776e+00 1.32385577e+00 -1.27308394e+00 1.26566955e+00 3.33032695e-01 -1.18285382e+00 -1.45947218e+00 4.20711462e-01 -1.19238513e+00 1.11706023e-01 1.01340314e+00 4.18160344e-01 5.77182866e-01 8.50103123e-02 9.57169407e-03 7.85956875e-01 3.78737722e-01 -3.46415910e-01] Distance 3.909100258355274 Each least square approximations [ 4.29766236 -2.36316427 2.3798616 -1.80374062 -2.80472292 0.96334592 -3.85113542 -1.27350385 0.88409252 -1.95046652 -2.97294199 -0.0060898 -1.14967138 0.43240444 0.51325254 -1.19228778 2.58230064 0.88896938 2.39991017 0.32887321] Distance 11.404196559735539 Each least square approximations [ 6.56969962e+00 2.37341429e+00 3.05478412e+00 -1.53476368e+00 5.24739378e+00 -2.49182279e+00 -1.39888900e-01 -1.71971002e+00 -6.42520814e-03 4.09404706e+00 2.46487966e+00 1.17996039e+00 -1.31533779e+00 -2.12764370e+00 8.66291441e-01 4.30702290e-01 2.28104737e+00 4.41394151e-01 -1.52722622e+00 -5.57646882e-01] Distance 9.030679097901336 Each least square approximations [-7.26236076 -3.27847853 -0.5303925 -2.7168108 -5.87716414 -0.47252358 2.50079325 -0.33952145 -0.80577749 -2.48739566 -2.85870113 3.81082777 2.62936265 -0.14426746 2.51660717 0.18578973 -0.72747464 -0.06314374 -2.54013229 -0.5099912 ] Distance 7.473569430998818 Each least square approximations [-6.97722409 -4.00063973 -0.34663609 -3.86267832 0.45247527 -3.40962822 2.20561391 2.63142607 1.19207664 -0.97608627 1.33070257 1.07186957 -1.23152498 -0.80954186 -1.48781985 1.99173034 -0.33067794 2.60320733 -0.36477028 -1.089286 ] Distance 9.64473405987357 Each least square approximations [-8.24999365 0.36213251 1.52931756 2.09678374 0.58607069 1.32213522 4.10873914 3.13070646 1.60674831 -0.57013655 2.03415066 2.85342462 2.63361369 -1.13411253 1.22355908 0.72874082 -0.60020109 0.76242609 -0.61158176 -0.04810662] Distance 9.368092412118136 Each least square approximations [ 9.24539578 -0.23780736 -0.12014486 3.83458908 -1.56281928 -1.32787872 -0.14422327 3.07115963 -1.91402249 -1.20069087 1.61164464 0.34882388 0.21483201 0.68355236 -1.31728188 -0.05759842 -1.55062548 -1.4404832 1.53302504 -0.7096379 ] Distance 9.321964314913071 Each least square approximations [ 5.70676219e+00 -8.44911336e-02 -4.91560170e+00 -3.44075693e+00 1.39026795e+00 7.58656698e-01 -4.51011030e+00 -3.65313386e+00 8.02971807e-01 -1.19732117e+00 2.61625238e+00 -2.18253523e+00 -8.78483134e-01 5.74385548e-01 -2.96362684e-03 2.62747780e+00 1.51569324e+00 -2.04073493e+00 -2.30438543e-01 -1.10230523e+00] Distance 9.166578722532694 Each least square approximations [ 8.05196015 3.15640108 -3.49654984 0.69202785 1.80181865 2.09535845 -4.50586022 -2.37287384 0.30903297 -0.54005897 0.45823212 3.93594925 2.75501116 -0.19594058 1.79430178 2.14439073 -0.89026921 0.94056003 -0.01278272 0.06199492] Distance 7.995667034902847 Each least square approximations [-6.82991521 3.02683089 -2.37795157 2.51801817 -0.90705315 -3.91517928 3.85846524 -0.07493656 2.88238916 3.92652999 -0.57092173 -1.12554541 -0.02628346 -2.39949635 -0.30939148 1.65257946 -0.10703779 -1.76238173 1.75917102 1.73640669] Distance 8.731502404067584 Each least square approximations [-6.15523934 -1.89295149 -3.06921599 -2.0467807 0.21767916 4.26599141 -3.76054056 -0.79232601 -0.11015019 2.63702587 -1.97195034 0.7012812 -0.63527477 0.46000257 0.2628418 3.73835792 -1.64870559 -1.35562112 -0.20015024 -0.04815174] Distance 9.329326712713893 Each least square approximations [ 2.22496762 0.75894326 -0.83459799 -0.11251242 -1.20986646 0.52718737 0.34223122 -1.95133243 -5.2523271 0.10747891 -2.44606391 -1.25371449 -0.79126964 -0.32269115 0.28774808 -0.28463034 1.26123175 0.45573361 -0.82736853 -0.73144771] Distance 12.440581557908674 Each least square approximations [ 4.6259263 6.3984748 -0.92576573 0.10295786 1.49927249 -1.30887891 1.38498408 0.83682978 3.64440448 2.43541817 -0.15348044 0.08097602 -2.37477374 2.24111446 1.30379934 -1.21282196 0.02181037 -2.47606328 -1.16070605 1.8621927 ] Distance 9.587838348007777 Each least square approximations [-8.91870368 8.07332046 1.93481192 -2.49575595 -1.03156246 0.37242347 2.77395537 1.10587059 0.51590424 2.06856985 -0.34106665 -0.70779064 -0.71528928 0.22401183 -2.40285667 0.59932288 -0.35300242 -0.93936967 -0.76965998 -0.20312911] Distance 5.236726968236047 Each least square approximations [-2.51635706 -1.07432069 -3.249627 -0.26430589 -1.20379915 -1.08195018 -1.45622722 -0.19213412 1.3869415 0.84040517 0.5464178 -0.24155485 2.10804631 -1.01549092 -1.99649125 1.74140799 0.56828886 -0.46391937 0.31965143 0.90730582] Distance 12.880157995309613 Each least square approximations [-6.96678406 5.22328947 -4.41070705 -0.04498627 0.45173876 -0.18605019 -2.50230329 -0.66448518 -2.23757787 -0.08931574 -0.68048595 0.48955251 2.63481647 0.04547124 0.44346496 -4.69369815 -0.37216247 -0.58268587 -0.79842317 0.10598652] Distance 8.216013844340463 Each least square approximations [ 3.1963055 3.78748775 -0.2704224 -1.69067286 0.24548166 3.00265082 2.53392009 0.06681308 -1.87083186 2.92565174 1.52959885 0.15479848 -0.56708968 2.6598027 2.07206571 0.16910505 -0.51075212 -2.61012076 0.82816611 2.1322689 ] Distance 11.148729773025151 Each least square approximations [ 5.50520241 -0.7646664 -3.04887485 1.9007968 -2.00192963 0.00702189 -0.78894521 0.40641631 2.62952328 -1.23371957 2.45994026 0.55078734 -0.02489281 -2.53480031 -0.15919888 2.9853887 -0.12361089 -0.20781147 0.81330087 0.50713276] Distance 11.225321029040975 Each least square approximations [ 4.86516922 4.32915621 -3.85365363 -2.54066602 -0.86484523 1.02630896 1.73089998 -2.33303554 2.68322103 -0.23840813 -0.22706549 -2.92040457 0.33205039 -0.28535364 -0.93994829 -0.90821561 -1.99076989 -2.26711723 -0.83128363 -1.91646415] Distance 10.028691026716146 Each least square approximations [-4.63760874 1.90608537 -0.59734152 -1.97508964 -1.03198814 -0.16763062 1.4766038 0.20561844 0.8193702 0.57789691 -0.69569338 -0.05359387 -0.09756447 -0.45086841 -1.68106691 -2.59871968 4.27544198 -2.2420802 -2.15732038 -0.59661799] Distance 11.550803410161262 Each least square approximations [-11.38177903 7.19139498 1.26034765 0.97499479 -0.64387692 2.76265487 0.9096883 -1.04387246 0.15777645 -0.29538321 -1.89080206 0.595397 0.98298409 0.92325455 -0.24894281 -0.02780956 0.29952081 0.02040058 0.22273924 0.07974951] Distance 3.1327985024359393 Each least square approximations [ 4.80291151 -1.30346567 3.32860088 -2.07216858 -2.4913607 1.62160869 -4.49140128 -1.19749827 -0.7286687 -1.19341908 -3.32380271 -0.28873219 -1.29561686 0.87659337 0.43459302 -1.06356412 2.70357732 1.43072875 1.58865637 0.4678098 ] Distance 10.493424545556554 Each least square approximations [ 7.1462355 2.14937612 0.94298139 -1.64361726 6.00961753 -2.43170214 0.71781689 -1.28939177 0.49206595 3.33143869 2.45883853 0.69953037 -1.66258183 -1.47299869 1.35186126 -0.06684766 2.81569416 -0.1061273 -1.42608228 -0.98135318] Distance 8.401447966564042 Each least square approximations [-8.44267746 -1.89681331 -1.42685562 -1.86584384 -5.49174499 -0.88370731 1.68220148 0.24250774 -0.91286092 -3.24479329 -2.08074181 2.5866673 2.97788456 0.10814205 2.76082672 -0.36962571 -0.8605293 -0.13091058 -2.41401396 -0.20539396] Distance 7.055294283269489 Each least square approximations [-6.97205272 -3.05360931 0.3209916 -4.92516031 0.23339826 -2.39692991 0.42416406 2.65680523 1.95635328 -0.5885974 0.97460327 0.28282995 -1.11195367 -0.6116734 -1.00949503 1.63432512 -0.19777486 2.09102119 0.05646301 -0.97474612] Distance 9.92200748174492 Each least square approximations [-9.29705005 1.07679967 1.3026042 0.42251271 1.00238706 0.89219376 3.44457983 1.71983652 2.59265661 -0.7567699 1.9577935 3.05834845 2.27656716 -1.38637164 1.29460619 0.16429034 -0.22722498 2.1333919 -1.06487457 -0.16344175] Distance 8.27657785027841 Each least square approximations [10.12209091 -0.54382258 -0.0412557 3.65705251 -1.29938637 0.7666973 0.72523859 2.0252142 -1.6567457 -1.35760829 2.35044625 0.66540082 -0.93828189 -0.04141023 -1.71714738 0.276367 -0.47429974 -1.26865643 1.34052767 0.32038388] Distance 8.27161197163439 Each least square approximations [ 5.90264915 1.00731883 -2.96523513 -3.46077385 1.72883854 0.65764159 -3.8065751 -3.41239894 1.07924519 -1.47106324 2.76345618 -1.26186135 -0.75085388 -0.380669 0.70795534 2.96085365 1.71012564 -2.26867893 0.3562146 -0.10985609] Distance 9.629215296102661 Each least square approximations [ 8.6943527 2.96263582 -4.09257946 -0.65601336 2.01584674 1.19537937 -4.04384737 -2.0508851 -0.84053557 0.15033466 0.23168629 3.1745218 2.70997158 -0.28955921 2.81225236 1.33270572 -0.62600517 -0.47438659 0.10557443 0.03257334] Distance 7.31066306397612 Each least square approximations [-6.89454174 1.69235972 -1.34726303 3.52215337 -1.14458192 -2.71046319 2.78920922 0.44883234 3.38787718 3.51152807 -2.08542575 -1.00018885 -0.4968034 -2.04163496 -0.61426351 0.83681177 0.80679382 -2.68340712 1.41599593 2.14185718] Distance 8.904821221212682 Each least square approximations [-5.45130327 4.34800689 -4.44127034 2.48833718 1.2803393 -2.73542877 2.31796925 0.92590888 -2.8905827 1.9533712 0.47393028 -0.81366704 1.56068895 0.04941178 -0.91974675 1.12952251 -1.89695987 2.92764235 -1.22830254 0.34351933] Distance 9.802881694690702 Each least square approximations [11.33074334 -0.36170943 -2.50286397 1.89785939 0.07367016 1.71295913 -1.50025416 -0.18067446 0.7933191 0.1694286 -0.75884068 1.07170148 1.40472472 1.341518 -0.60692938 -0.93317215 0.01572211 -0.81609155 0.44002054 0.23221669] Distance 8.092406065226516 Each least square approximations [ 8.91135186 -2.41192525 -3.23907986 -0.92490848 0.97332965 0.70876162 -3.16698712 -2.05512299 0.29326389 1.93577176 1.13226129 -0.46446131 1.32212171 0.1764889 0.652899 1.1560538 -1.04500684 -0.69870222 0.9839459 0.21895131] Distance 9.67741329479096 Each least square approximations [-8.35331689 -4.07698118 -3.32187547 -0.61707836 1.53513496 2.45359528 1.65753025 1.42200141 -2.18100924 -0.60580377 1.33489185 2.61946542 0.3015237 -1.14683075 1.12593211 1.36381489 -2.00609202 1.17570567 1.50376952 -0.42450023] Distance 8.960481391142752 Each least square approximations [-11.3138243 5.61948919 -0.62810523 0.71430207 -2.10245505 -2.71928376 0.69154448 1.66908206 -1.91475965 2.34171728 1.17924761 -0.87637783 -1.07398998 -2.02328863 -0.71774751 -0.19938144 -1.08692818 0.01566893 1.04411723 1.95455293] Distance 4.31665468321127 Each least square approximations [-9.47010455 -2.02229479 3.60443244 0.11322409 -2.14662048 3.00752496 -0.30588774 0.29262112 -2.72362913 0.41586212 0.04737568 -0.90880783 -0.88172566 0.92959905 1.83521279 1.69303813 -2.2224476 -0.17104484 0.7717792 -1.34476807] Distance 8.551239364354638 Each least square approximations [ 8.33121394e+00 -1.75543066e+00 3.08652621e+00 -2.53447615e+00 1.91722044e+00 1.75926712e+00 -3.39090659e+00 2.60379618e+00 -1.69777630e+00 2.33438620e+00 -6.30552808e-01 -7.48748913e-03 6.76549332e-01 1.61122050e+00 -2.19003283e-01 3.29788030e-02 6.10362785e-01 -3.65903755e+00 1.22910026e+00 -8.42713644e-01] Distance 8.723380535874478 Each least square approximations [ 9.70216345 3.90426005 -0.30124202 -2.05326008 2.68958861 -0.08402359 -1.50576185 -0.47375325 -1.46391394 -3.32263464 -1.18377416 -0.78566967 -0.50136336 -0.59290429 -1.82916305 -2.67608474 -0.43968296 -0.60020974 0.89286013 -0.23031157] Distance 8.140708211608986 Each least square approximations [10.53938834 -1.75097671 2.05221272 -3.15500964 -1.17283182 0.51346544 -1.84962015 -2.33689201 0.5146984 1.13380916 1.30267427 1.63069803 -0.53898785 0.99931845 -1.97603727 -0.09759867 0.29527515 0.46311404 -0.31851382 1.44320901] Distance 8.060623278268954 Each least square approximations [-11.89965713 -1.83199224 -1.42483508 0.71984173 -2.78868019 0.48735162 -1.78305628 -0.15104199 -0.02772053 1.84767844 2.22298497 -1.94291224 -0.20747541 2.51528948 0.49275629 0.92110084 -0.99761603 -0.75879272 -0.10755377 0.32540416] Distance 6.115375581936459 Each least square approximations [-5.33453489 3.93154064 -6.36176171 2.98154312 -1.80825916 -2.68590379 0.04020768 0.08845536 -3.20753895 2.84390823 -0.72118243 -0.57671289 0.27084488 2.83444394 1.19294551 0.8202224 -1.26441608 3.05210235 0.05311754 -0.17426116] Distance 8.792182470296808 Each least square approximations [10.80348582 -1.55986587 -2.60189777 -2.32209872 0.97631997 3.35623268 -2.08866863 0.79735949 -0.98568786 -1.35046881 -1.12188282 0.16077306 -0.17741154 1.54144289 0.48727414 0.2685581 0.08247352 0.69408249 -1.44487855 0.43422943] Distance 7.9600931555959855 Each least square approximations [11.57662577 0.36589692 -2.34113773 -1.29888645 0.02594897 3.6593235 -1.35638774 0.02337715 0.43622323 0.58327571 2.28773881 -0.2962494 1.01986973 0.91871895 0.14477361 -0.0441885 -1.51040388 0.04458902 0.94827495 -1.65791455] Distance 7.156041405663537 Each least square approximations [-9.54002775 -4.63735799 -3.82356836 -2.34033139 0.84870805 1.62043383 0.35057203 1.35659342 1.43419542 1.54823653 1.9385701 0.67452303 -2.79151173 -0.82538806 0.79786099 0.67086673 0.57857454 0.72955666 -0.7746254 0.98950462] Distance 7.9280563090925735 Each least square approximations [-10.52521402 5.81427704 1.45363594 -0.19165811 0.69400132 -1.58946901 -0.72196727 0.25924346 1.0983669 2.62549249 1.12927969 1.53486141 0.53466904 2.73535259 0.52482888 0.40573563 0.62561664 0.22846729 0.11663002 0.39669632] Distance 7.110942275575094 Each least square approximations [-8.80782718 -3.80996111 4.0427603 -0.56505501 -1.73565625 0.20253426 -3.25025455 -0.97128052 -0.88748687 -0.35359347 1.01148835 1.83687098 1.17307324 -0.10765828 0.41281575 0.11924354 1.31608561 -0.63255699 1.45557795 -0.15106163] Distance 9.32616035770827 Each least square approximations [ 8.49612713 -2.1802735 5.18704589 -2.80328496 1.52505551 1.37666644 -3.32115016 -1.35939473 1.21113232 0.47884115 -1.1301531 -0.75699363 0.84831656 0.44738943 0.65708039 -0.98294393 0.85978562 -4.60078628 0.30470961 -0.5911112 ] Distance 8.027302714803504 Each least square approximations [ 1.13624015e+01 4.61583116e+00 8.46529149e-01 1.40929475e+00 3.84989259e+00 -2.57251571e+00 -1.65408749e+00 9.59646646e-01 -5.19340322e-01 -2.94317794e+00 1.79828741e+00 -9.22972738e-01 6.38945598e-01 -7.20312753e-01 5.29221475e-01 -1.45763676e+00 -1.66229390e+00 1.02515682e-02 1.60482119e-01 -7.11757101e-01] Distance 4.857629685655734 Each least square approximations [11.49283958 -3.77153732 0.76103708 -1.78766881 -0.20673006 1.48182328 0.31416835 -1.14859604 0.49135464 -0.25561668 1.40236722 -0.93953583 -0.1062825 -2.85780636 -0.92113901 0.31182695 2.2196015 -0.19624221 -0.31502274 2.37147445] Distance 6.688892737341656 Each least square approximations [-11.4371896 -4.36658721 0.97690867 0.17358285 -4.61968841 -1.05962627 0.71375362 -0.55706742 1.28878494 -0.32792099 -1.75285518 0.80726612 1.96057945 0.58544826 0.58490428 0.48428412 -0.57396978 0.62102057 -0.74832672 -0.40959212] Distance 5.967185339415206 Each least square approximations [-7.98020107 5.48784373 -4.09633204 3.51629398 -0.70535807 1.12303753 -1.06902031 3.76696303 -1.46724877 0.18939385 1.52950803 -0.65972585 2.57297707 -3.41101705 0.34785845 3.46091173 0.38060434 0.23724443 2.10091856 1.04902542] Distance 6.302232688109347 Each least square approximations [ 9.85169642 -1.09119004 1.28377865 -0.65414651 -3.38246267 1.53330362 -1.22921819 -2.08715225 -1.36054927 0.49442121 -1.13627011 -0.30371886 -0.83273309 -1.11400535 -0.34923294 -0.75702788 0.91125313 -0.22892225 -0.84047831 -0.89560089] Distance 9.60756816158674 Each least square approximations [ 8.57290031 0.48780909 -2.59934975 -3.91557483 1.64798858 -2.02396535 -1.70750456 -1.95366582 0.97920579 2.8112441 1.96524058 1.92915732 -0.24529566 -1.30236425 1.72978969 -0.5516839 0.34322538 0.4496043 -2.12326746 0.46063967] Distance 9.213160250248016 Each least square approximations [-11.88250304 -3.65320221 -1.02006902 -1.41991917 -0.62705534 0.49137649 0.27277579 -0.44251201 -2.9414836 0.14000455 -2.52074956 0.10791173 1.53041391 0.57444404 -1.81292112 0.98812534 -2.10725848 -0.77781902 0.89095559 -2.34519381] Distance 5.382688246060766 Each least square approximations [-8.52153205 1.34876293 1.17692963 -4.33287543 -4.40771081 0.62221296 0.5996257 1.05058586 0.44378712 -0.53677044 1.14290688 1.99449477 1.15931053 -1.29166581 -2.79972232 0.75885169 -1.3354019 1.89787257 -0.46364715 -0.11942716] Distance 9.061097092698036 Each least square approximations [-12.03709558 0.29622625 2.13648242 -0.27308238 -1.90410365 -2.60262568 3.47196346 0.09894928 -1.03254964 -1.99705476 -2.5103414 -0.52826481 2.86697928 0.4410727 -0.30918062 -1.03605476 -0.94383475 -0.66462824 -1.30349277 0.21079059] Distance 4.940681139635499 Each least square approximations [11.0732427 -1.86413662 0.8816285 -0.11423025 -0.05033101 -0.28534067 1.90239944 2.11616253 -0.83374182 3.42565721 1.55404331 2.17106642 0.27844636 1.67748448 1.81195151 0.27611706 -1.04261226 -1.41859194 -1.33328032 2.39786562] Distance 7.020478746237193 Each least square approximations [ 8.06385802 0.94064453 0.99459854 -3.61385759 1.47012419 -0.62381465 -2.4501002 -2.58925289 0.65659533 -1.27002625 3.8825751 -1.75495298 -1.6311363 0.51794907 -0.62042604 1.79981608 1.08885202 -0.85183251 0.24121008 0.05287673] Distance 9.841027437453475 Each least square approximations [ 9.7035298 -0.53344659 -4.89043198 -4.01252228 1.68840335 0.76483319 -1.64655499 0.33671945 2.66913706 -1.77580517 2.81451238 1.03470909 -0.90049677 1.72390226 2.46801701 0.65350175 -1.7523541 1.48251945 -2.18565142 -0.85719689] Distance 6.302044776466859 Each least square approximations [-8.94834402 -0.0296822 0.43875724 2.51303613 -1.00197818 -2.58172504 -1.33000525 1.57452808 0.89632477 4.54579424 -0.66040753 -0.23738153 -1.38471077 -0.07894145 -1.88442609 -1.45531721 1.11118539 0.37122969 -2.3011333 0.79985214] Distance 9.242710606060372 Each least square approximations [-5.66095061 3.42219398 -3.82128818 2.56299053 -1.80297138 -0.92400947 1.62860443 -1.53243186 -2.27880556 4.60214545 -0.4503364 -0.10526121 0.53927686 2.87085079 0.18828302 1.03937905 -0.5694307 1.87163417 0.4627175 -0.13029939] Distance 10.103402549553678 Each least square approximations [ 7.61501916e+00 -1.96552236e+00 -2.30451950e+00 -7.82934599e-01 -6.37716115e-02 3.24157722e+00 -2.62957304e+00 3.08712791e-01 2.23871772e-01 -3.59018488e-01 -2.85637849e+00 -7.89875630e-02 -1.46101304e+00 1.92656124e+00 8.49602668e-04 1.55025629e+00 -6.61782270e-01 1.86009428e+00 -1.38235910e+00 7.79379922e-01] Distance 10.397059002521477 Each least square approximations [11.37964131 2.44449525 -1.6452388 3.76318502 2.57314295 2.58918736 -1.8009641 1.63657139 0.68892915 -1.07284181 3.00695864 -0.19214649 1.06583981 -0.97499728 -1.64855148 -0.44065891 -0.42006367 1.10971642 0.70991756 -0.30790455] Distance 5.206691167093526 Each least square approximations [-8.33866067 -2.71919563 -3.93252065 -2.62835359 -3.01105119 -0.44198239 0.39032845 1.39963246 0.62771838 0.68499215 2.50712309 0.5263038 -3.41468468 0.20491863 0.63323824 2.41245516 -1.16327979 0.99288078 -1.86301861 2.28395876] Distance 8.328120009837452 Each least square approximations [-8.08213033 3.22094443 1.08886112 -2.56898798 2.08827141 -0.88036047 -1.83639728 -1.75902341 -0.40789413 1.72101666 1.31557462 3.87016411 -0.50965912 0.41391391 -1.06835274 1.80145186 1.96993594 1.82707237 1.94265029 -0.7405988 ] Distance 9.22643095012517 Each least square approximations [-7.64040511 -1.64919124 3.35728511 1.10079782 -1.9302417 -0.63174557 -3.16229124 0.71924478 0.27741186 -2.64155818 2.2168391 1.19106098 1.71346531 -1.12982163 1.22088936 -1.21281653 0.8486969 0.16108011 1.22118939 -2.86630381] Distance 9.85749056546935 Each least square approximations [ 7.55783149e+00 -1.65114159e+00 4.41065275e+00 -1.21781522e+00 -5.60375734e-01 2.31087513e+00 -3.16045587e+00 3.29918516e-01 1.34044867e-01 -3.07276289e+00 -1.62546663e+00 -6.86073252e-04 4.63660909e-01 8.40487580e-01 -3.13087483e-02 2.71016689e-01 2.24817134e+00 -6.80784369e-01 1.02406997e+00 4.56176763e-01] Distance 9.999914659965565 Each least square approximations [ 8.50598963 5.32975352 -1.35356589 -0.00940716 2.19524967 -2.257932 -0.82183892 1.11864925 0.7201725 -1.99058498 2.14078254 0.62143413 -2.30143141 -0.43665671 1.89458447 -1.23280627 -1.09635082 0.4085373 0.16958069 -0.04836671] Distance 8.973568407681238 Each least square approximations [10.66451944 -1.54885401 -1.96636386 0.50877099 -1.48121315 1.77727102 -0.08067877 0.35489302 -0.95216937 -0.09188016 -0.19658352 -1.25350113 -1.02829764 -2.32597992 -1.77221921 0.9548323 2.97835171 -2.37383361 -0.31830875 1.22989134] Distance 7.842195595115719 Each least square approximations [-9.18872752 -2.79980877 0.61118912 0.97608462 -1.91344629 -0.2264777 1.49559832 -1.5236601 2.01340779 -1.4914384 -2.06874252 0.43295016 2.51626582 0.83362493 -0.15369656 0.71685714 1.54604357 -0.03975239 -1.23087542 0.87941163] Distance 9.56805585208856 Each least square approximations [-6.62873684 5.77621273 -2.73725997 6.31308431 -0.57795283 0.52364074 1.30611784 3.24939282 -4.43497204 -1.15154782 -0.64275998 -0.2985194 1.75328412 1.62778054 -0.36246609 1.87306739 -1.24393097 0.41215178 3.09359531 0.77286987] Distance 6.894058860573051 Each least square approximations [11.48744699 -3.96807603 3.97405016 -1.07526651 -4.02975438 0.83526104 -2.12440372 -2.1274835 1.66926839 -0.78409533 -1.01342489 -0.11647 -0.57496981 0.79930348 -0.04769884 -1.38377239 1.65792544 1.72561502 -0.1410818 0.61166793] Distance 4.870079278130422 Each least square approximations [ 9.89074967 -1.04574286 -2.08443474 -2.0041207 2.51183605 -3.14241388 -0.80864804 -0.99028176 0.44549919 1.16787073 1.58515791 1.87839507 1.95550899 -2.27345651 0.83430483 -1.08010956 0.998286 -0.95840517 -0.82770238 0.45616926] Distance 9.023922460589644 Each least square approximations [-7.74875597 -6.03693454 -3.2140629 -1.42291728 -0.77610578 2.01373907 1.84586655 -0.90182496 -1.35985568 -1.13509756 1.2331399 2.09265718 0.14915549 -1.06690617 0.44890809 3.08958313 -3.19304069 1.91785762 -1.60272644 -1.63552168] Distance 8.427080811392216 Each least square approximations [-8.71374908 3.23148049 2.16767004 -4.55838006 -3.28981447 -1.20503535 1.96875426 -1.14918256 2.25901348 -0.36521706 2.34413372 1.52504349 -0.16212918 0.26476207 -1.07043205 0.23178381 0.55320316 3.73592798 -1.00189606 0.98505357] Distance 8.239368794971712 Each least square approximations [-9.71456457 -2.04442191 5.99309417 0.38966555 -0.13594024 -0.28644912 -0.33074058 2.12498632 -1.6049063 -1.72133197 -0.31458927 0.52939721 2.68647675 1.73885601 1.08906674 2.94426209 0.86822722 1.97577035 -1.07567889 -0.93493656] Distance 7.4665749162505435 Each least square approximations [11.91903048 -5.5240943 0.49428759 -3.01900144 -2.44987085 -2.35435066 -0.43388227 1.96422515 1.92096535 0.6743912 -2.11394523 1.41546161 -0.47118956 0.37995208 -0.37260007 1.60992327 -0.44995321 -1.60318786 1.45932793 -0.61287196] Distance 3.3582365291421623 Each least square approximations [ 8.44027489e+00 1.72926523e+00 9.04910369e-01 -2.48428127e+00 2.93842757e+00 -2.86631689e-01 -1.25808222e+00 -2.68582670e+00 1.08059618e+00 -1.76198090e+00 2.72434951e+00 -1.93480425e+00 -1.52271762e+00 4.05659233e-01 -5.43791902e-03 -6.69822604e-01 1.36266138e+00 -4.48414703e-01 -7.43715048e-01 -8.83385193e-01] Distance 10.358842076581263 Each least square approximations [10.86518883 -4.25696701 0.67965245 0.56663877 0.27809994 0.26321092 -3.92332228 1.05499081 1.44866418 -0.74242806 1.18897346 2.31852277 1.6876337 1.74244982 2.02676824 -0.13435024 -1.56513278 0.54700757 -1.85974432 1.43259533] Distance 6.817673803229609 Each least square approximations [-9.01509198 -1.73327346 -0.114555 2.87221561 -1.30839501 -2.25489685 -0.63910658 0.32925188 -0.22444584 4.17482265 -0.75540914 0.13205262 -1.68162924 0.67537169 0.69960767 1.42022732 -0.90792276 0.98210847 -2.3920762 3.08802998] Distance 9.32961430727032 Each least square approximations [-5.1470035 2.98796529 -3.01544603 2.20384291 -1.72165642 -2.26158528 -2.14353248 -1.72026468 -1.47068541 4.07456963 -1.55430346 0.48958464 -0.60354176 3.49190214 1.19646525 2.19337713 -0.67969852 2.93418015 0.12957211 -0.11801649] Distance 10.113328328209798 Each least square approximations [ 6.49732507 -1.84359897 -2.91931718 -1.41921337 -0.41095225 2.71031331 -2.32128544 -0.7714828 -0.58547229 0.19225615 -2.98542767 -0.3650106 -0.6897712 -0.28503485 0.00755506 0.55436748 -0.57203149 2.97899653 -1.5245899 1.27564014] Distance 11.113603696557513 Each least square approximations [11.29960718 6.11105779 -0.74609847 2.59132946 0.75921408 2.90971494 -1.14489769 0.16409795 0.59775115 -1.15746143 0.28528645 0.9059491 0.94588812 -1.4592579 -2.30968723 -0.37057155 0.67246428 1.05550221 0.95010644 0.57704942] Distance 4.47536612159375 Each least square approximations [-8.21118328 -1.69655477 -1.37744062 -2.44500279 -2.37140516 0.93382215 1.04567052 0.23477805 2.42135963 -0.04799349 0.74640475 -0.5951149 -4.5585703 -0.66732752 -0.18669603 2.45062263 -1.75941081 0.45188746 -3.01953526 2.958036 ] Distance 8.693274150996281 Each least square approximations [-6.79162156 2.7787851 -0.59173843 -1.89375006 0.82787575 -0.81228653 -1.37647908 -2.55736836 0.40916912 1.18040673 1.40428982 3.56113873 -1.63093032 1.80005143 -0.38560607 2.84751201 2.53132144 1.65907016 1.2934811 -0.22670324] Distance 10.381909721917207 Each least square approximations [-6.43996607 -1.56427916 1.87282426 1.40729954 -1.70508844 -0.30312534 -4.17794518 0.8568791 -0.66216952 -2.47761332 0.07237944 0.7595195 3.63358952 -0.67972729 0.39727292 -1.00697871 1.53617631 0.38950021 1.50499824 -3.16502822] Distance 10.450731912367122 Each least square approximations [ 6.84059894 -0.14113372 3.55434028 -1.58575058 0.01864546 0.34325753 -2.93857947 -0.48376514 -0.11569351 -1.12353182 -3.08842841 -0.88210118 0.92892086 0.30349918 -0.52144887 -0.51014293 0.79801248 0.35039532 1.74310152 0.12433029] Distance 11.347360698509295 Each least square approximations [ 8.69961072 4.3341551 -1.20664538 2.80789949 1.22510446 -0.70767463 -0.61509248 0.73003544 0.81446759 -0.60032627 2.32677455 -0.6316215 -1.40552873 0.72188497 1.87458841 -0.13618311 -1.3744311 -0.08212311 -1.03206221 0.40105769] Distance 9.689968608206307 Each least square approximations [ 9.17092224 -0.72074417 -0.11464593 -0.42624069 -1.27935931 2.8768083 0.69671926 -0.0603517 1.22187426 -0.79461164 -0.62816368 -1.65824831 -1.13629938 -2.73576083 -1.3535617 2.7532773 2.02944241 -1.98213778 0.05503655 1.55895399] Distance 9.351187115793099 Each least square approximations [-8.1691375 -2.89959293 0.16972318 -1.41499156 -1.09501074 0.03761616 2.52367891 -1.30542673 0.90749018 0.66519972 -2.70336992 1.98121786 3.10174335 0.0758864 -0.7366057 1.41447952 0.69340588 0.26690888 -1.10901274 0.65719714] Distance 10.162394808115687 Each least square approximations [-7.94923043 7.86880881 1.32966681 4.62152487 -1.55157054 -2.19790112 -3.25919327 -1.88546556 -2.16363825 0.5148676 1.46925173 -1.69733967 -1.63708436 1.34479529 0.14147611 -0.56235635 -2.69962083 1.02061039 -0.31107073 -1.13138285] Distance 4.766962456418635 Each least square approximations [ 6.60758327e+00 -2.95205794e+00 -1.75199465e+00 -3.57940977e+00 -3.24325236e+00 2.08556784e+00 -3.89660736e+00 3.09269537e-03 2.64760777e+00 3.65235331e-01 -2.85432341e+00 1.47294904e-01 -3.80807831e-01 -1.15618702e-01 2.03705560e-01 -6.64132984e-01 6.48286329e-01 1.09178252e-01 1.23357802e+00 5.72070939e-02] Distance 10.033596169796326 Each least square approximations [ 9.20847633 1.70713437 2.81579271 -1.59072254 0.43900694 -0.68463861 -3.7809174 -3.0892853 -0.19074087 4.71492289 0.62939733 0.71062719 0.21810105 -2.12458131 0.312554 0.31021953 -0.01420066 1.2255882 -1.19569142 -0.27832145] Distance 7.955431997141723 Each least square approximations [-7.23179043 -5.51738453 -0.46855833 -2.04375742 -2.97141209 1.73560051 2.56179519 0.54501033 -1.0304793 0.14400063 -1.91624202 3.25302548 -0.37170043 -1.62881147 0.87502993 1.38812476 -1.10084452 0.16415758 -3.40925869 0.19360841] Distance 8.793943814844926 Each least square approximations [-8.18180548 1.10858465 -1.63202179 -2.43073924 -0.94724046 -3.0945405 3.09891168 1.67490147 1.62224006 -0.07582853 0.69947398 2.11274123 -2.58726399 1.96981666 0.1829478 1.24810502 1.81213549 2.07045286 0.01567483 -1.44937484] Distance 9.372269733474567 Each least square approximations [-8.29349356 -2.05837767 2.43247763 0.75344584 -0.43587097 1.56070514 1.91397436 2.92966178 -0.81173345 1.88060584 0.74000066 1.73027786 3.49592762 -0.36858765 1.52445 2.2672911 1.08309803 -0.93221838 0.19150324 -1.65304503] Distance 9.494506073200531 Each least square approximations [ 9.53202222 -1.00790898 1.83401087 2.51192246 0.27604576 -3.51085143 -0.53512456 1.21267728 -1.42125265 -1.62412576 0.2693799 -2.21111073 1.16928667 1.22449897 -1.08166946 -0.37675894 -2.41690066 -1.74087993 0.70102344 -2.12668473] Distance 8.57318298894025 Each least square approximations [ 7.91951174 1.49724096 -3.32944168 -0.93956612 2.9073881 0.05905804 -3.65581625 -2.25356994 1.4890747 -2.59420565 0.05937049 -2.80032711 1.16939702 3.55442463 -0.52968033 1.03051585 0.90213605 0.57101207 -1.40131515 -1.73344997] Distance 8.649754460979203 Each least square approximations [ 9.06080298 1.13716168 0.60030915 -0.21126699 2.44336181 3.94223877 -2.55006533 -0.18704026 1.09080805 -0.66998339 2.16349856 3.77843978 -0.34525797 0.96200844 -0.61244141 2.98424313 -0.19820327 0.46910027 -0.50411054 2.82753404] Distance 8.100385814255278 Each least square approximations [-8.83074717 -0.39016553 -2.69446712 0.96523635 -1.14931849 -2.998468 3.03071276 0.87342954 -0.01423615 3.5295446 0.80825234 0.70602166 1.05947936 -0.94992781 -0.73130769 2.70064268 -2.76408702 2.27630723 0.76439541 0.26614454] Distance 8.565390439557826 Each least square approximations [-11.85525507 1.20183085 3.28287161 -2.76121658 -4.41555307 0.7320324 0.77813105 -0.52417002 -1.39554433 0.85944872 -0.63629492 0.84212292 1.24754667 -0.46754338 0.95653799 -0.13386781 -1.66749484 -0.5157526 -1.10424975 -0.05325022] Distance 4.278829638368463 Each least square approximations [ 2.80427485 0.35516804 0.64798086 -1.33566755 -2.96924335 0.1490285 -1.28900434 -1.78250225 -1.10662833 -3.52344734 -3.35490648 -1.3476518 -0.44336762 0.47089076 0.85717253 -1.05194106 1.04836196 0.98394394 0.41321801 -0.82751534] Distance 12.434901565805541 Each least square approximations [ 5.35653409 4.23518012 2.93664811 -2.25750684 4.51708513 -4.52632623 0.04988159 0.57977337 2.98505956 1.93250498 3.72775806 0.33387505 0.38948956 0.746929 1.10462264 0.53732452 0.81493951 0.15757844 0.00948351 0.8843831 ] Distance 8.858284920076992 Each least square approximations [-6.41574575 -1.04204402 -0.007968 -2.094811 -3.81138392 -3.78861411 3.92132749 -0.21450344 -0.94534874 -1.14194149 -1.82994602 1.30132851 2.00385825 -1.0528892 1.86554015 0.0259972 -0.55634671 -0.85895991 -2.5556811 1.01539047] Distance 9.746681175759889 Each least square approximations [-4.61892363 -3.90481404 1.41140669 -0.61469312 -0.06492044 -4.90280847 0.75897595 0.04545858 -0.69283909 0.52035127 -0.32848144 0.3828908 -0.6876482 -1.65589012 -1.13873522 1.87270265 1.0676076 1.32089069 -1.8066512 -1.03579068] Distance 11.426916586083106 Each least square approximations [-7.40248277 -0.43343556 -2.03689661 2.37614739 -1.40781313 2.34846348 1.34513892 3.74323657 1.06644543 -2.27794389 3.75577807 2.62379165 2.42091251 -0.54677621 0.56045328 -1.19840467 -1.45854931 1.4271029 -0.40234668 0.07886161] Distance 9.095864784702115 Each least square approximations [ 7.45396802 2.91183075 -0.84972859 1.74042677 -0.26945208 -0.38035583 -1.26481766 2.98492985 -2.76424724 -3.10037322 1.38411521 2.82701032 0.56784235 2.29129877 -2.05593088 -0.76542151 -0.52898525 -0.74948438 1.55011757 -0.52819443] Distance 9.529078992113341 Each least square approximations [ 5.55148762 -2.47705431 -4.45110449 -2.15934077 0.82843324 -0.76574072 -5.67149161 0.4996521 1.16453443 -0.71691437 2.64967443 -0.20870728 0.69732373 -1.19753167 -0.91374807 3.32086158 1.56453029 -1.54193778 -0.12973983 0.22266125] Distance 9.362898669216124 Each least square approximations [ 6.3813387 5.01684627 -2.02609776 0.08373362 -0.09598714 -0.57653813 -2.53239118 -2.93296224 1.97106829 -1.85834255 0.78160654 2.26797855 2.75409967 0.0518427 0.59788622 2.73279199 1.28021085 -0.71221554 -0.99044324 -0.63420935] Distance 9.643460665550236 Each least square approximations [-5.16589496 3.69512947 0.49663724 -0.90480566 -2.65912176 -3.10309648 3.14027078 -0.69870349 1.80032467 2.85128527 0.45710473 -3.24430186 -0.27482595 -2.06688177 1.59679967 0.56257444 2.78962894 -0.99501054 0.75420016 0.51566427] Distance 10.149386648854227 Each least square approximations [-7.12466934 4.08150629 -4.90786031 4.1376174 1.22410461 -1.37444905 1.01993817 0.68033693 -2.20586632 2.0954793 0.24168402 -0.560366 2.3680215 1.47088917 1.35032955 -0.43155015 -0.97597185 2.31391122 0.20541212 -2.89077937] Distance 8.722385929157353 Each least square approximations [11.61702714 -1.49204216 -1.91478439 0.47868495 -0.69111122 4.11036437 -2.03552441 2.66110567 -1.58383679 0.08559873 -1.73237805 0.10536859 0.04365937 0.10538926 -0.11775315 0.43118616 1.02941712 0.18144607 0.46089078 -0.09042689] Distance 6.854487425210109 Each least square approximations [ 1.01395147e+01 -7.16742468e-01 -3.73773448e+00 -1.23185605e-01 2.18150660e+00 7.91253149e-02 -2.80053663e+00 -2.51698283e+00 2.08153225e-03 1.91990045e+00 1.66208985e+00 2.29029701e-01 9.96739215e-01 -3.40196421e-01 -9.64708061e-01 -1.19617695e+00 5.93064452e-01 -6.90378275e-01 9.72821307e-02 3.80095450e-01] Distance 8.746768687330244 Each least square approximations [-10.05676348 -4.48861923 -3.88758779 1.32284843 -1.30356327 1.3987485 1.66492979 1.38445794 0.56861849 2.43782089 0.78105158 2.36267638 -0.46642012 -0.09725353 -0.49425684 0.65978278 -1.28824898 0.44544504 1.44318803 -0.58529301] Distance 7.718175687706919 Each least square approximations [-9.95361995 7.05982383 -1.07061508 -3.2211997 -1.82561753 -2.77513851 -1.02653864 1.79804296 1.13547075 0.20497281 1.38399927 0.6201323 2.49793321 -0.36758595 0.7801577 1.52662316 0.26638353 0.74501913 0.23295098 -1.48357107] Distance 5.668078887132633 Each least square approximations [-10.00545389 -0.21095083 4.9582787 -1.19639498 -2.86530926 0.62235955 -1.3424744 1.41641314 -0.748387 1.26234105 -1.21640181 0.7292956 1.25898554 -0.52011179 0.58533874 0.10328048 1.8309291 -2.19285377 0.76268698 -0.42194222] Distance 8.357204920077073 Each least square approximations [ 8.67055603 -2.2266395 2.79216348 -2.18994732 2.97226882 0.6051178 -1.79917289 0.73791057 0.81724872 1.9400899 -0.25520739 0.3240291 -0.42415035 0.62793914 -0.3114693 0.89094828 0.42234312 -2.48441469 2.61038813 0.93264061] Distance 9.894469521224249 Each least square approximations [11.07384226 5.49319794 -0.49189003 -1.55171736 2.94906155 -2.50852922 -1.10406462 -1.34917348 -1.16808773 -2.24514556 -0.84822488 -1.74170826 0.12109928 -1.07336437 -1.81819077 -0.05131719 1.6736768 -0.50701294 0.06072697 0.47841223] Distance 5.683718129973183 Each least square approximations [10.94054439 -4.48110373 -0.51761881 -1.80804636 3.04809643 1.2249433 -0.68831223 -2.28253377 1.95419809 1.54384214 1.80224439 -0.1906818 0.37216935 -1.19276957 0.89633528 1.03936085 0.0723089 -1.0167084 0.2709462 1.17257639] Distance 6.964618710885644 Each least square approximations [-12.56438814 -5.90337084 -0.0724464 1.40400278 -0.26480748 -3.38054344 -0.6292 -0.95022904 0.37883721 0.53377686 0.81733868 -0.38416392 -0.12463612 -0.04730722 -0.82105545 0.1930329 0.68533473 -0.48114905 0.0358858 -0.87189904] Distance 3.5762686868135614 Each least square approximations [-6.34561523 4.27778398 -3.59928187 3.47826566 0.61994004 -1.0719606 1.03852967 0.08275418 -3.3009323 2.26389125 -0.00970699 -0.61916965 2.11925817 1.6510306 1.01487565 0.1899042 -1.51762612 2.55261698 0.18197293 -3.90792612] Distance 9.48119374108812 Each least square approximations [10.61185901 -2.23614926 -2.71782855 0.58916976 -1.41822045 3.80700671 -0.80380254 2.81994509 -0.77638893 0.34800101 -0.70107184 0.29829075 0.19159549 0.41489455 -0.07678105 0.264093 1.05672599 0.29843729 0.02668517 0.66618341] Distance 8.441313772016183 Each least square approximations [ 9.30967534 0.28815536 -2.24514849 0.11328114 2.59356269 1.6045149 -3.34393766 -2.31140744 0.20398372 2.20018422 1.88353576 -0.18410527 2.09114568 -0.94575068 -1.06639994 -1.36981741 0.66810837 -1.99386796 -0.68402096 0.75262275] Distance 9.22550819849096 Each least square approximations [-9.58303098 -3.97332619 -2.5583475 0.34712217 -1.59268028 0.41550661 1.49055683 0.8542989 1.05052502 2.96988278 1.03282394 3.94697293 -0.24396327 -0.18814321 0.04965627 0.5996328 -1.36543751 0.2750692 2.07592459 0.30206835] Distance 8.463343358934003 Each least square approximations [-9.98607448e+00 6.06030342e+00 -3.39310377e+00 -2.30541175e+00 -4.89895353e-01 -3.71446274e+00 -8.50936055e-01 1.87327176e+00 1.67377637e+00 -6.15313704e-03 1.80406291e+00 1.48152712e+00 2.32732317e+00 -3.69600878e-01 6.43954001e-01 9.24025278e-01 -5.33908197e-02 1.33059270e+00 3.62215101e-01 -1.34316179e+00] Distance 5.883413552325825 Each least square approximations [-9.42039027 -0.57779537 4.29196409 -0.84135154 -2.53503183 0.40934934 -1.29792586 2.29943969 -1.75547071 1.52812498 -0.70218857 0.6566267 1.24066576 -1.34789378 0.29377871 0.81611751 1.45346159 -3.12597899 0.76683086 -1.01491746] Distance 8.900508401244485 Each least square approximations [ 7.76297242 -1.98087537 2.75896052 -1.37653214 2.24734774 0.27115772 -2.74092777 0.36754787 0.70713323 2.22783101 -0.70080847 -0.1674772 0.54208441 1.64262891 -0.32818948 0.75243216 1.04351211 -2.90774166 3.06445048 0.3420714 ] Distance 10.477452421150666 Each least square approximations [11.35334769 5.84602188 -2.36424277 -0.46682539 1.14998203 -2.15972144 -1.70958698 -1.56799014 -0.76639411 -1.3418278 -1.86390127 -0.91145974 -0.36377956 0.02791306 -1.26403007 -0.32930631 2.02914504 -0.77210993 0.6181631 0.11962525] Distance 5.5723480966448005 Each least square approximations [11.070558 -3.19504558 -0.65901885 -0.20228181 1.70838475 1.90604978 0.7738043 -2.93430318 2.97527458 2.5029698 0.67954994 0.03128849 0.73449523 -0.32268808 0.50702815 1.92532783 0.09088552 -1.04295049 -0.1292548 1.34761904] Distance 7.2681349666586215 Each least square approximations [-13.14766256 -4.92940843 -1.91629282 -0.1555383 1.01844289 -2.9268779 1.21108014 -0.62121881 -0.45706303 -0.81008184 0.27398882 -0.46486647 -0.31577552 -0.01731326 -0.31313102 -0.17044701 0.82313171 -0.38611997 0.21576679 -0.22262766] Distance 3.213133279828718 Each least square approximations [-5.28848970e+00 3.16913433e+00 -6.20310646e+00 2.03025960e+00 -2.66768334e+00 -1.35903447e+00 3.83688107e-03 -5.03501225e-01 -1.98127353e+00 2.49905994e+00 -1.12107815e+00 1.31664511e+00 -1.00975892e+00 2.52313223e+00 2.80505717e+00 3.26614987e+00 -2.23678003e+00 1.37269429e+00 -1.23310296e+00 -2.07814515e+00] Distance 9.126914621283492 Each least square approximations [ 9.14660871 1.1650982 -3.2241336 -0.2646788 -0.60143255 4.81432491 -0.1960871 0.53566038 -0.43671833 -2.64057476 -0.29771059 -0.33035183 1.49023701 0.50302456 -0.01602824 -0.63403696 1.20559418 1.96042273 -0.46192169 -0.25195656] Distance 9.475269036813698 Each least square approximations [ 9.31490896 3.19848496 -1.30445252 -2.7141191 2.69377439 4.06220104 -1.01476767 -1.29984615 0.20088237 -1.25218288 0.68668958 1.96479296 0.04313497 -0.31956602 0.4180516 -1.58130051 -2.37655342 -1.76085143 -0.63759342 2.44076872] Distance 8.280350267768952 Each least square approximations [-9.97091742 -1.27619743 -2.22631045 -2.75331414 2.01988842 -1.81803842 2.91913156 -1.18963685 3.05454533 1.98855269 1.50728127 2.00726756 -1.31066083 -0.62440699 -0.41117515 -0.60853551 0.80358432 0.79092193 -0.35613667 0.59055587] Distance 8.3697603964646 Each least square approximations [-10.52105178 2.21891191 -3.94462509 -0.19658974 -0.268299 -1.7720603 -1.55950332 -3.18185007 2.46412392 -0.67356114 2.06457139 -0.57901107 1.01530588 0.96602665 0.61138217 1.49386399 0.48514934 -1.00699096 -0.67615832 0.73129371] Distance 7.747384556649316 Each least square approximations [-8.76499229 -3.06576089 2.17201337 -0.98305343 -3.51309801 0.42461387 -3.33526389 -0.20964787 -1.69584073 -0.01207168 0.22220902 1.35684754 1.49721291 1.47835707 1.29598312 0.26377211 0.21109693 -0.95745752 1.56548146 1.07224614] Distance 9.686936129249988 Each least square approximations [ 7.01037256 -2.03284935 3.64954216 -2.59057622 4.06219292 0.5208754 -4.14766396 -0.633931 0.63410465 2.54812252 0.41807931 -0.65771614 0.82912794 2.91103261 0.22173547 0.22877131 2.03226622 -2.29267303 2.28235212 0.05292666] Distance 9.267671480346264 Each least square approximations [14.07072527 1.47306255 -0.90106173 1.61953633 -3.00995652 -0.63171027 1.88125751 -0.58536578 -0.30814798 0.01515681 1.27272867 0.14089237 0.5493554 0.68460944 -0.60254391 -0.07514494 0.37256716 -0.28274267 -0.3283792 0.44548758] Distance 2.1469799763806563 Each least square approximations [10.040924 -1.29547776 0.72767402 -1.62870044 -3.04893337 0.54088999 1.58359363 -0.69020442 3.06824221 2.32348367 -0.31241843 -1.61528112 0.75009566 -1.85435557 1.20836121 3.23779242 1.00749701 0.11218908 -1.02799516 1.76738482] Distance 8.247050323879742 Each least square approximations [-12.476416 0.39852593 1.31024976 -1.91166475 0.87014114 -0.72477295 0.65822673 -0.32127025 -2.39720107 0.18105298 -1.78964638 0.2359294 -0.25890989 -0.23369346 -0.52650551 -0.17173033 0.13600226 -0.49089549 -0.29516997 -1.41791101] Distance 7.078570174530149 Each least square approximations [-6.90956152 5.2232938 -1.63223815 0.36002613 -2.23153954 -0.26467695 2.55536624 -2.3624029 -4.58398722 -0.34530636 -0.66612 0.59294155 1.12382777 0.31591226 0.97174335 2.746745 -0.93615939 0.07196395 -0.21569127 -0.10217155] Distance 9.233924530201335 Each least square approximations [ 6.0763652 -0.46456938 0.34391957 0.8369447 -1.51840139 3.76611079 -0.95786655 -0.78176805 1.78577668 -2.34855919 -0.44291656 0.26497406 0.10424323 2.00239126 -0.29997732 0.42340825 0.34916832 1.70603866 0.38291889 -0.94362071] Distance 11.817674499098883 Each least square approximations [ 6.30471971 0.59284707 1.73634618 -2.08571617 5.96842841 3.01027617 -0.79907125 -0.88316146 0.63732292 2.25554356 2.53488167 -0.15240984 0.04449387 -1.01100268 3.08220192 1.54472473 -1.36344107 -1.71188172 -0.93574898 -0.46547269] Distance 9.415909753857092 Each least square approximations [-7.50726495 -1.82478897 -1.84342326 -5.8488292 0.92844333 -0.63980522 2.49896412 0.82647345 -0.36075419 -0.10467675 -0.24164113 5.59169726 1.66220101 -0.62205337 2.21816807 -0.91963066 1.06525098 0.24962238 0.88638522 -0.59887484] Distance 8.04632966460086 Each least square approximations [-10.85547803 -3.55360968 -2.89673968 0.07623236 1.30879885 -0.85346413 3.05196772 1.46067932 0.94286382 -0.23165317 0.97746801 -1.07989796 1.47502328 -1.1850803 -1.77531879 -0.52988851 -1.5204984 1.73982453 0.96795224 1.58524185] Distance 6.429674807416688 Each least square approximations [-8.71900581 -3.78176347 1.26636998 0.96329816 0.79942542 2.1372521 2.14428172 0.8187212 -0.20444619 1.59891534 2.12002629 1.60562533 1.09011984 0.66809755 1.66073542 0.27173598 -1.97376518 -1.81741338 0.45924637 0.41151923] Distance 9.376369223951537 Each least square approximations [ 7.04242748 -0.28444093 4.28711786 1.22852834 0.15624886 0.68676769 -1.87392501 2.97303464 0.46017403 1.60395706 2.69110286 -0.93435379 1.68641476 4.20489745 0.17529008 -0.36401711 1.87876484 -3.56555674 1.8903886 -1.15171474] Distance 8.821540634155301 Each least square approximations [ 9.46449968 -0.39150705 -4.88593906 -4.41143631 -1.41443779 0.23230898 -3.40538953 -2.17092991 -0.04521833 -0.80116976 1.75076402 0.74363335 -2.20005356 -0.44521671 1.47166997 -0.39451226 0.48995259 -0.4037608 1.32147687 -1.36706629] Distance 6.774564218983293 Each least square approximations [ 9.19790229 1.83627684 -2.61605246 -1.10292288 -4.54880112 0.92155048 -1.80967165 -1.77688784 0.76298139 0.25384931 -1.73298307 2.72905643 2.89745755 -0.42063393 0.54498692 0.80251797 -0.11528833 2.0924041 -2.55670723 1.07705216] Distance 7.500450707196918 Each least square approximations [-10.66198917 6.88853047 -1.55083779 2.80273189 -1.88982333 -1.54530987 2.36736115 -0.16365456 0.14596877 -0.06078402 -1.30281409 -1.55213152 -1.52759184 -0.96717786 1.51753271 0.38023916 -0.44288415 -1.55246239 1.02752588 0.90104847] Distance 3.9572251934487324 Each least square approximations [-5.36672181 4.01916063 -2.51785801 -0.31278139 -4.48483449 -0.49134737 0.42637905 -1.21298357 -5.46953954 2.13025618 -1.56302199 0.18057622 -0.58450946 0.5557472 -0.71913941 2.82232671 -1.51226744 2.62762906 -1.02158821 -1.21761095] Distance 8.857262901520484 Each least square approximations [ 6.31963666 -0.68941119 -1.93779066 0.33214848 -1.00784099 2.75809733 -0.37519011 -0.13738246 1.77185264 -3.73801883 -0.38451556 0.60549686 1.30981384 0.68957707 0.18998415 0.40914088 1.02445184 1.14090881 -1.61914565 0.46067214] Distance 11.461465367504065 Each least square approximations [ 6.33960921 2.26703642 0.13642428 -2.6868145 3.34938026 2.87350982 -0.27285212 -1.85252068 1.67288119 1.13198846 3.41088862 -1.91446189 1.69531515 -1.00589592 0.72736145 1.85462173 -3.95006392 -1.1897242 -0.96602819 1.01345841] Distance 9.373927440515997 Each least square approximations [-8.30903796 -1.19073035 0.47971078 -4.96350455 2.7839236 -1.31746974 1.63002062 -0.67528946 -0.87512392 0.14008374 1.79968876 4.77696573 -0.34375614 0.47189093 0.91449642 -0.19262232 0.90686923 0.96372598 0.29660991 1.11263822] Distance 8.400832139903319 Each least square approximations [-10.27306964 -1.45160718 -3.72599777 3.29787958 0.15042074 -1.87051924 2.64519048 -0.36636514 0.560357 1.28871972 2.39935368 -0.03342933 -0.92516521 -0.53358979 -1.14640779 0.49787657 -1.10165819 0.1326312 0.21997503 0.52409465] Distance 7.388347400850254 Each least square approximations [-7.64289703 -4.55813753 -0.60945052 1.28689799 -2.29178096 2.23762608 -0.15373644 -0.01305652 -3.09251046 0.24381884 2.0187975 0.61396332 1.81999026 -0.46483855 2.63138814 0.75197237 -1.55973254 -2.7851509 0.50053434 0.27489098] Distance 9.084152741979617 Each least square approximations [ 5.184044 -1.27451933 4.14120881 -0.44473068 2.31281881 -0.37124294 -2.21382087 2.33308943 -1.25892567 1.10539144 0.97910518 0.30098859 1.66610568 4.02605943 0.54117897 -0.55988532 0.74835181 -4.6797549 1.37285157 -2.16085425] Distance 9.772079779858299 Each least square approximations [10.41055903 -0.46945275 -2.86810447 -1.09442284 -3.35765311 0.12415479 -3.50740327 1.7332753 0.59041117 -0.94468975 1.07764572 -0.76853783 -0.83902842 0.02950206 0.45733018 -0.58574127 0.20150504 -0.62425899 0.35122953 -2.3307494 ] Distance 7.4011539224255785 Each least square approximations [ 9.86934786 3.76859943 0.52648481 -0.04859949 -2.72114015 -0.11396392 0.4792557 -2.3965889 1.10850708 0.30446684 -0.9420664 -0.76846596 2.48463655 0.52979867 -0.71962515 0.92247738 0.7289678 3.71382839 -1.84508567 1.26798925] Distance 7.3754431336153194 Each least square approximations [-11.54942283 6.1617857 -1.25347431 -2.52706087 -1.87718121 0.71001994 1.40331051 -1.23457048 0.10476899 -0.30298949 0.57318836 -1.09162009 -0.28311503 -1.93962873 1.07228247 -0.25940996 -0.60144652 -0.51952118 -0.2851942 -1.05349907] Distance 3.7804650312184127 Each least square approximations [-6.80622294 7.50369839 -3.18439958 5.56543792 -1.62725928 -0.24237421 0.20092132 2.04547758 -3.16797484 -2.54179575 0.33803094 -0.97347031 -0.26874911 -0.33949028 0.38503641 1.38917454 -0.68835761 -1.53360692 2.04486516 0.94268382] Distance 6.4996333710954195 Each least square approximations [ 9.61834951 -1.80970529 2.2988271 -2.51810023 -4.56535436 1.26473714 -3.1303015 -2.53528983 2.66590464 0.70993389 -0.73642123 -0.08315984 -0.33495436 1.26774126 -0.12170801 0.0358557 2.00479604 1.26163966 -0.44930311 -0.2720914 ] Distance 7.666609289459234 Each least square approximations [ 9.88779322 -1.38468667 -0.80612431 -3.16839556 1.90689492 0.37474299 -1.79117984 0.52033724 0.08161328 2.09946622 1.16917352 1.05146682 0.25318182 -2.30176412 2.75273361 -0.51918768 1.29388138 -0.25841431 -0.64298539 -0.30593873] Distance 8.981467268364025 Each least square approximations [-7.86879171 -6.00383062 -3.40817196 -3.71651624 -0.0966936 1.41965306 -0.08636939 -0.47825199 -1.09089166 -0.67718241 -0.20918362 1.26268591 1.24649315 -2.32078127 0.47035859 1.9488207 -2.84173675 -0.40094209 -2.65286597 -0.58731277] Distance 8.069922359940197 Each least square approximations [-9.34505385 0.55854922 2.76329384 -4.31801934 -2.08917776 0.06049748 2.54523049 -0.4868097 3.51066062 0.1203567 0.65458681 1.91500223 -0.66118979 0.95221099 -1.1236777 -1.20253565 1.35648193 3.35834318 -0.61494013 0.39215813] Distance 7.8419703409210495 Each least square approximations [-9.90850545 -3.80748336 5.21462371 0.15763132 1.26957115 -1.38614353 1.23033282 0.25676809 0.37145416 -0.58196797 0.71763356 0.61582264 3.14325455 0.60461021 -0.09369852 1.94429876 -0.76098637 0.56266118 -1.23237071 -0.41373406] Distance 7.592398716745616 Each least square approximations [12.57390886 -4.20635438 3.05838653 1.26265103 -3.35778623 -1.72395178 0.79627734 -0.1850991 1.74640055 0.38547967 0.50326324 -1.79730628 2.16653549 0.92324325 0.46340727 -0.72332707 0.47663503 0.36221833 -0.78658072 0.18143882] Distance 2.2372144673356753 Each least square approximations [ 7.64219173 1.84486771 1.07631176 -3.00890721 2.8896312 0.55143713 -1.73501833 -2.48341577 1.18603292 -2.04847169 3.07440037 -1.46018604 -2.35115493 1.80125938 0.71852529 -0.24968472 0.90525365 -0.01696274 0.44603406 -2.04253944] Distance 9.952992186074203 Each least square approximations [10.41434605 -1.42778677 -1.26089173 -1.59882132 -0.40530893 1.64618927 -2.86405 3.10243035 0.65944144 -2.01560919 2.35320888 3.05728322 0.48521513 1.84906845 2.30480575 1.5600286 -0.55421547 1.16416739 -1.14803831 2.02716888] Distance 6.8864733281904655 Each least square approximations [-8.13201936 -0.53408364 1.09880545 3.64628574 -2.04376302 -1.4595911 0.4870227 1.36730345 0.08523735 3.18637725 -2.49531262 0.74262602 -1.69283429 0.35982145 0.81329251 1.93450101 -2.4962005 0.74593926 -1.48637083 3.30735332] Distance 9.329346268237153 Each least square approximations [-7.5904601 7.52579868 -2.65666418 4.80041584 -1.46639277 0.75672925 0.30324708 2.09449845 -2.42285664 -2.59640929 0.71461732 -0.56369496 0.24220116 -0.533526 0.40065947 0.93311884 -0.41333926 -1.16466931 2.02477412 1.06098312] Distance 6.644000197200759 Each least square approximations [ 8.97414979 -1.74160381 2.43918752 -2.00900443 -4.5764392 1.35491145 -2.88679203 -2.39804498 1.56785358 0.65483478 -1.33600463 -0.352351 -0.6931336 1.70410096 -0.67980788 -1.01912779 2.23346879 1.20636246 -0.24880111 0.1358728 ] Distance 8.404945819396545 Each least square approximations [ 9.4601036 -1.1106271 -0.50301401 -3.09359322 2.41838648 -0.11765416 -1.65208963 0.26662729 0.1350477 2.2300128 1.28903434 0.54438196 0.27926512 -2.34947912 2.34562049 -1.30341488 2.42640842 -0.06137314 -0.67869572 0.13589006] Distance 9.051781460339031 Each least square approximations [-7.89132724 -5.53127292 -3.30997971 -3.27461584 -1.14565749 0.77452494 -0.62443215 -0.16039435 -1.40643785 -1.12644098 -0.61984811 0.85810619 2.10789919 -2.1842223 0.6266796 2.25486925 -2.74241474 -0.2017272 -2.92107063 -0.49074836] Distance 8.062102982961607 Each least square approximations [-8.65768741 0.39217398 3.13970662 -4.9765465 -1.96606323 -0.62835554 2.40733862 -0.09993732 3.29856339 0.02945168 0.80407737 1.9147236 -0.81611903 0.86223815 -1.31147891 -0.6866642 1.61758873 2.91889526 -0.44964939 0.68290099] Distance 8.177262258563761 Each least square approximations [-10.12483956 -3.09531628 4.68665275 -0.19729104 1.64604546 -1.79661752 1.67921843 0.6805607 0.9198652 -1.34138875 0.88121422 1.09940241 2.86377583 0.15336444 -0.03570971 1.73233251 -0.86274627 1.0289355 -1.25445759 -0.3637118 ] Distance 7.387997190431378 Each least square approximations [ 1.29976013e+01 -3.84190091e+00 1.31920212e+00 2.07319976e+00 -3.47914082e+00 -1.39011927e+00 4.36451076e-01 -1.14941429e+00 1.05940811e+00 1.26060552e-02 7.70521771e-01 -7.85161267e-01 1.47123912e+00 8.69307179e-01 5.27858793e-02 -6.56855554e-01 2.85193726e-01 5.16008188e-01 -4.39735097e-01 2.76559889e-01] Distance 2.3826449432677 Each least square approximations [ 7.08556254 1.7352739 0.7205727 -2.94215631 2.71006127 0.5694641 -1.88710096 -2.95126007 0.9970219 -1.96710178 3.06946124 -1.15423636 -2.33501556 1.15455714 0.74538496 -0.12557715 0.85975746 -0.36241701 0.43473337 -0.88285612] Distance 10.493888723588245 Each least square approximations [10.03749261 -0.73744093 -2.30957238 -1.62310786 0.24794049 1.17637949 -3.37764137 2.61880305 1.10963924 -1.6822545 2.01786537 3.64024877 0.35986557 2.00736566 2.7413442 1.67486198 -0.12295458 0.6708763 -0.89577735 1.82778268] Distance 6.915112005822003 Each least square approximations [-7.59788264 -0.59573672 0.60614849 3.66825676 -1.8841366 -1.90821403 0.46154692 1.22293252 0.59668143 3.43152734 -2.61359801 0.72194886 -2.132641 0.41906478 0.41353239 1.88045852 -1.66567352 0.39669425 -1.59889357 3.5099284 ] Distance 9.525650128944024 Each least square approximations [-8.3681412 5.59069652 0.11053107 -1.07086441 -1.97448394 2.82034431 -2.7175503 -0.23201599 -2.90977684 1.17858694 -1.87888528 -1.89995344 -0.14193686 0.64666023 -0.65653298 -0.55459949 1.27662759 0.94037408 0.82421306 -0.1086985 ] Distance 8.13901029829926 Each least square approximations [ 3.26631191 -2.71490014 1.3107841 -1.65720566 -2.00031494 0.72315496 -2.80761003 -0.13902396 -0.43149033 0.31395561 -2.68833484 -0.12929812 -1.63134597 0.61782044 -0.30685458 -0.58023098 3.03645617 0.01439554 -1.05093373 0.05150351] Distance 12.373117236468392 Each least square approximations [ 6.27963554 4.0191423 -0.34521849 -0.62443873 2.70308269 -0.0840083 0.21759617 -0.37917275 0.66412546 5.33900673 3.96709012 -3.02035154 0.37763815 -2.41680531 1.31584843 -0.00850391 1.89275473 -0.16749951 -1.62223228 -0.6421247 ] Distance 8.80776694638951 Each least square approximations [-8.85482760e+00 1.40753049e-01 1.67903128e+00 -5.00555509e+00 -3.55018400e+00 6.98564892e-03 -2.31434291e+00 8.06960275e-01 -1.52489738e+00 -2.37217686e+00 -7.41812852e-01 2.69045483e+00 1.07363100e+00 -8.74603346e-01 6.74435716e-01 2.33120446e+00 6.79729018e-01 -5.28084459e-01 -7.70894686e-01 2.35370747e+00] Distance 7.349612960496924 Each least square approximations [-5.82020559 -2.5486165 -2.5084496 -1.99838244 -0.2844772 -1.87324755 1.59951066 3.14610243 1.44648812 2.23546999 2.13350586 3.58862774 -1.9540992 -0.55742868 -0.53271775 0.17026788 -0.34530229 1.39629764 1.19896686 -1.26289275] Distance 10.42058050521784 Each least square approximations [-8.58233609 -0.64737532 -1.90269831 0.56188664 2.21448484 -1.68950666 2.50304642 1.64874621 -0.33403371 -0.92322031 1.69130745 1.54821818 1.53289491 -4.31854833 1.93648086 -1.4138898 0.04745076 -0.91399836 -0.33647211 -0.98840495] Distance 8.927631016559516 Each least square approximations [ 7.25461786 -0.27087115 1.23155848 4.17756075 -1.33580078 1.60935193 2.76840769 1.2583209 -4.15983502 -1.75130973 0.18524486 0.76667113 1.45553862 1.62510082 0.64577055 -0.92384285 -0.14938927 -3.03942545 0.60873492 -0.17454867] Distance 9.34749606435809 Each least square approximations [ 4.77318584 2.3085255 -3.52264332 -0.84935432 -0.84927458 1.35291043 -4.8259498 -0.96403593 1.04882443 -2.94927814 2.05474864 -1.32041072 -0.43715702 0.24999267 1.76408713 2.59426771 1.4266613 -2.04101952 0.31950741 -1.40804376] Distance 10.353494510288723 Each least square approximations [ 9.37129113e+00 7.40200493e+00 -4.51278729e+00 -1.03268626e-01 2.39766856e+00 2.85320261e+00 -6.30426467e-01 6.25449174e-02 -2.56412885e-01 1.49916971e-01 5.01819133e-02 9.40858640e-01 1.17128843e+00 -9.87372735e-01 3.88165002e-02 -7.34107177e-03 -6.37209021e-01 2.23956659e-01 5.35246529e-02 5.60555562e-01] Distance 5.289498428638426 Each least square approximations [-6.84511248 2.50977993 -4.23669934 0.23143372 -2.01876931 0.21837678 2.71992347 -0.2976063 3.72947722 1.37149532 -1.47520377 0.08040308 -0.3472751 -2.07214711 -1.27134296 -0.30706146 0.55499345 -1.89848743 0.12000282 1.03652724] Distance 9.873594498062538 Each least square approximations [-6.07422035 6.66605922 -1.57594232 3.36348598 0.15221886 0.76468901 1.06294108 -1.41778 -3.48724808 0.36502802 0.2229173 0.01996064 2.25105693 1.66399932 1.71908965 2.35338574 -0.3268696 1.45727854 -0.65262705 -1.1956606 ] Distance 9.334105374293424 Each least square approximations [ 7.84357358 -3.17769775 -0.86102376 2.56854664 -1.49463103 4.31048231 -1.54844937 -0.23296158 1.59573841 -0.59455512 -0.79751518 0.72778534 -0.93657419 1.06541287 0.38672626 -0.14635871 0.13256745 0.35087885 1.0968609 -0.05235577] Distance 10.437572068712909 Each least square approximations [ 7.28200629 0.1599287 -0.30855568 -0.02652839 4.28081874 2.34086522 -1.39442812 -3.06168435 -0.83900281 3.58983772 2.7697779 0.51547829 -0.20745456 -2.65454454 1.18482973 1.35713408 -1.0064795 -1.68412707 -1.42393547 0.81817612] Distance 9.595848529718532 Each least square approximations [-8.84550502 -3.27921126 -1.02374596 -4.90994815 -0.66490988 1.10058704 1.38483035 0.95759629 0.15850995 0.90186308 0.74389951 5.25439161 1.39322799 1.19761927 1.80521369 0.62189025 0.00944452 1.51975329 1.95127752 -1.77715785] Distance 7.404439185227782 Each least square approximations [-10.99483901 0.41948447 -4.72574003 -2.66128491 0.64972916 -0.99607338 3.30896175 2.42282567 0.37393203 -2.02807783 2.17679031 1.21574901 0.94166476 -1.23679269 -2.30750817 -0.25813671 -1.24056975 0.35964103 1.43351642 1.48707106] Distance 5.083285272180285 Each least square approximations [-9.75606375 -1.94958917 3.25055584 1.50842296 1.26786615 0.45027045 2.35355862 1.53480787 -2.38808693 1.46341276 0.07311163 0.67608458 0.79251534 -0.14087698 2.24443396 1.07137596 -0.99068559 -2.35087465 0.41278228 0.63417045] Distance 8.66103550070892 Each least square approximations [ 7.45908875 -2.11558961 1.94664907 1.07022235 0.89379955 0.32048966 -1.63444762 3.48359845 1.22247575 2.58299361 2.37424555 -0.6725912 1.02696265 3.01700151 0.45506922 1.06842894 1.52685965 -4.09601498 1.57538153 -0.22586682] Distance 9.518552004332056 Each least square approximations [ 9.69144799e+00 2.38155350e+00 -4.93193167e+00 -3.77622206e+00 -1.03881035e+00 -7.59668774e-01 -1.70531674e+00 -4.39341160e+00 -5.65595033e-01 -9.06728537e-01 1.53358387e+00 -9.11913260e-01 -2.06466388e+00 1.38244685e+00 -4.50660546e-01 -5.54234566e-01 2.27902274e-01 9.07732898e-03 6.93114650e-01 -6.63864912e-01] Distance 6.688313418976304 Each least square approximations [10.39435497 -0.25195365 -3.08261837 0.66822275 -0.94177698 1.61213448 -1.78889384 -2.37478396 1.25881331 1.33796006 -1.45492002 2.46818295 0.80058641 -1.00050212 0.4861456 0.58523998 -1.31498297 1.63582676 -1.77262969 0.99503496] Distance 8.126508418586763 Each least square approximations [-11.91930104 3.76172139 -4.70848757 3.86813181 0.77003365 -2.2115447 0.56091274 -1.9185311 -0.27328392 1.16407856 -1.2186707 -0.97149945 -0.71325655 0.09225772 -0.46126708 -0.59075645 -0.45258393 -0.3911654 -0.28865618 0.03465997] Distance 3.2481797865234174 Each least square approximations [-5.14848754 4.16350986 -5.6081399 4.80688119 1.51083891 -2.36952039 1.41335449 3.37876795 -2.51369047 1.62711425 0.33345385 -1.31482694 1.63994164 -0.06359628 0.57264991 0.3167576 -1.07045213 1.86872576 1.93584885 -0.05993822] Distance 9.181881263218395 Each least square approximations [14.79777241 -2.06005217 -0.79935351 0.08046103 0.31149844 -0.04000791 0.24945108 0.48467009 -0.21318302 -0.09086177 -0.57650743 -0.04375326 0.20673879 -0.43475306 0.13601365 -0.14137661 -0.17883216 0.43438933 0.15538442 0.12656635] Distance 1.0750401603436475 Each least square approximations [ 1.08099443e+01 -2.62527944e+00 -4.49456379e+00 -1.24084360e+00 -2.48449473e-01 -4.77910166e-01 -2.07021656e+00 -4.74632542e-01 4.71295192e-01 1.50529430e+00 1.28226999e+00 2.06928443e+00 2.30032727e+00 -1.62799953e-01 1.33065919e+00 -4.08848235e-01 -6.79369711e-03 1.33104399e-01 1.13962808e-01 2.91203967e-01] Distance 7.762687282315637 Each least square approximations [-9.07233555 -5.04168224 -4.43901793 -0.70530309 0.86086051 2.75396217 1.20063906 -0.11564756 -0.09962251 0.46813376 0.93440085 0.91781699 -1.05353973 -1.51422338 0.09742961 1.66484394 -2.94402273 1.02421605 1.48481222 -1.92847435] Distance 8.053374337482445 Each least square approximations [-10.30307034 6.66146524 2.4852794 -1.90808178 -4.44268454 -2.39449247 1.04838018 -0.77568677 2.38408594 0.17397196 1.47841188 0.67012546 1.17903124 -1.66513465 -0.14783384 0.44236928 -0.5394238 1.16776164 -0.68571967 0.37774232] Distance 4.880519668259663 Each least square approximations [-9.49991321 -1.58298843 6.57453968 -0.08470384 -1.61704847 0.43325417 -2.00854044 -0.05097362 -1.79569173 -1.27184369 -1.29668015 -0.67272004 1.79455696 0.95481956 0.60932128 1.03083232 0.34418239 -0.09567139 0.05309634 -0.48646972] Distance 8.402344782025057 Each least square approximations [ 9.97791529 -3.31188635 3.62991413 -3.18297472 0.7668883 0.25495565 -1.9008814 1.05211457 1.74276643 3.5240869 -3.09919784 0.71192262 0.03963511 -1.03351985 1.5460664 2.28272224 -0.36409055 -2.50525974 0.16474974 0.79375269] Distance 6.769062901503532 Each least square approximations [10.1097195 4.19873214 2.00719986 -1.0261152 4.15776477 -0.58797026 -0.13418202 -1.01106867 -1.35743146 -3.46267591 1.51557368 -1.82239929 -1.55085504 -0.450588 -1.74557921 -2.64269516 0.23868016 -0.81453809 -1.29326054 -1.00025961] Distance 6.874585909031492 Each least square approximations [10.95809602 -5.49026355 2.0397915 -2.49603246 0.79375441 1.29149777 -2.88082973 -0.2217296 2.3598652 0.55782706 2.9994015 -0.55587138 0.02764344 0.88484997 -0.10488102 -0.4342916 -0.94333121 0.25808972 -0.76881738 1.96609664] Distance 5.787204475707933 Each least square approximations [-1.10616531e+01 -4.79945223e+00 5.32974632e-01 1.69166469e+00 -3.07808178e+00 -9.25006499e-01 -2.54509848e+00 -6.11536216e-01 4.12951410e-03 1.93060649e+00 6.07562700e-01 -2.23212710e-01 -8.51867779e-01 2.19600399e+00 3.08380683e-01 3.97737462e-01 -1.95942349e+00 2.04845461e-01 -3.06291434e+00 8.38597220e-01] Distance 6.0578717023492565 Each least square approximations [-3.60192566 4.18713005 -0.86804044 1.74119158 -0.42557069 0.64685375 -2.18514697 2.06307487 -2.61295558 3.04795799 0.43799458 -1.1987892 1.50198436 1.3580312 -0.63547188 -0.96551796 -1.95195987 2.05222268 1.22679945 1.17688083] Distance 11.811273994719512 Each least square approximations [ 5.95108401 -4.37828615 -0.53953151 -0.37848527 -1.41012098 -0.20030042 -1.47900118 0.81882793 0.76714077 1.74041677 -3.15341025 -0.5944342 -2.55900786 0.29250402 0.16366017 -0.09926369 -1.73154169 -0.19309395 -1.42143245 -0.55284044] Distance 11.474746008145974 Each least square approximations [ 9.53860538 1.87653749 -1.16792021 3.05266277 -2.10060879 -0.55748435 1.66683032 1.80038921 -0.26235649 2.45181759 2.18552829 -2.17857519 4.00166788 -2.07512969 -0.56688771 -1.54329551 1.31754679 3.39862729 -2.00948298 -0.24354943] Distance 6.751361939473143 Each least square approximations [-6.12048524 -3.10333548 -0.16711725 -2.85146217 -3.34343062 1.92342854 -1.35603301 1.65237127 -0.68516768 1.47114382 0.77973486 -1.31863032 -2.47495747 -2.19072234 1.40177641 3.22321371 -2.09349976 1.49776344 -1.31715383 2.86893433] Distance 9.898213822013814 Each least square approximations [-3.84350059 2.87669198 4.33188176 -4.49889902 0.91778092 -0.98177374 1.12185445 -0.04393052 1.17458544 2.32492654 2.26740749 5.39666552 -2.56136372 -0.292255 -0.9459872 -0.70758765 2.26319079 1.55336466 2.13304774 -1.55210636] Distance 9.42429246686771 Each least square approximations [-6.02115884 -0.64921185 2.86713233 1.21674757 2.52406458 -2.74910087 -1.69939696 0.20748874 -1.96950189 -3.89915407 1.01188726 1.59815373 2.91768597 -2.75366454 0.16443687 0.39750045 1.37857844 -0.16016762 2.34376143 -1.92439475] Distance 10.208959264897846 Each least square approximations [ 6.8140723 -2.03917723 0.02807129 0.52562753 -2.80609901 1.12588286 0.43678357 0.56697247 0.1388867 -3.5190057 -4.01927112 1.13244191 2.86278136 -2.25402511 2.10443742 -0.99034302 0.02299397 -0.71211371 0.29621367 0.62452508] Distance 10.367790369479009 Each least square approximations [ 3.17819479 4.08590492 -0.23338394 0.43140008 2.73505514 -1.41044214 -0.97209357 -0.50153204 1.68456908 -4.01229326 4.5845907 -1.26079291 -1.05762689 0.15935919 0.31112372 -1.08575031 -0.78495859 0.74509783 -1.35971251 -0.80375187] Distance 11.497392978463097 Each least square approximations [ 7.45377134 0.23480067 -2.89102741 1.41088219 3.29895979 1.30486336 -1.79443393 1.79733437 1.17689247 -1.36001781 1.5802101 -0.11968966 0.18729626 -0.70112325 -3.25773176 -0.82350297 1.05781326 -2.63402309 -1.01894753 2.39752467] Distance 10.00583940468659 Each least square approximations [-4.21588261 -3.00322604 -1.25392011 1.99529594 -2.50998505 -1.45558413 1.01895748 -1.63023305 2.52225669 -0.04105218 -0.85045725 1.03553596 1.8494792 1.53840686 -0.16256373 0.38748849 -0.13496557 0.06702903 -3.5835751 -0.65167081] Distance 12.068517340308636 Each least square approximations [-9.31151411 -0.77978336 6.54677545 -2.44157982 -1.36969346 3.54702232 -3.50737763 0.32701742 -2.67973425 -0.48476423 -0.35488292 0.99733951 -1.4165813 1.14883019 -0.90131687 -0.50951037 -0.26158299 -0.21334851 0.31944149 1.12562708] Distance 5.426601561282278 Each least square approximations [-2.07757953 -2.44690671 3.99370044 -1.24104673 -2.50448605 -1.43048908 -1.76879611 -0.26044896 -0.85260318 -0.66408068 -2.83670324 0.2353888 -0.44127107 -0.80070401 0.55817811 -1.08065997 1.71444162 0.66862061 0.40432021 0.10245022] Distance 12.345507932837243 Each least square approximations [ 1.87760172 5.15662072 4.35050478 -0.63163482 2.63882537 -3.98552529 2.44655056 0.30397367 2.13338149 4.35836455 3.23067225 -2.37824531 -0.52438852 -0.14831893 0.87629874 0.871953 3.70929412 -0.81532394 -0.02113806 0.31351347] Distance 8.515328972821518 Each least square approximations [-3.44332469 3.27154113 3.9770331 -1.71614561 -5.19168033 -0.48773532 1.92883245 0.79362959 -1.40038112 -2.08840547 -2.62736088 1.73968829 1.16822775 -1.90645062 2.04831646 1.02668796 -0.59434695 0.31714443 -1.50277349 2.18338516] Distance 10.001132841873304 Each least square approximations [-0.18279406 -5.84016959 0.67363193 0.44888509 1.00209405 -3.48468365 1.03098334 2.67759848 0.80658794 -0.87978681 1.18602748 1.50071139 -0.99321838 -1.04377294 -0.38818434 -0.15438554 0.91210081 3.80047138 0.22183272 -0.81582133] Distance 11.285655294707974 Each least square approximations [-3.96883256 2.825046 -5.07167852 2.13452926 2.69091776 3.14045359 2.17837487 3.0565057 0.49655139 -2.09390899 1.97530677 1.55486812 2.40440727 -3.12315511 1.34717478 -0.0173837 0.14970879 0.29115887 -0.96540671 0.19759478] Distance 9.606522089294481 Each least square approximations [ 3.92979893 4.58301612 -3.17960293 2.3065814 -3.83355578 -0.29122435 2.54848544 2.63263059 -3.22394146 -2.05723435 -0.86866442 0.53018363 1.08773953 0.88199049 -0.39482096 -1.86453539 -1.12966529 -0.35563959 1.00045691 -0.50891119] Distance 10.142209434636795 Each least square approximations [-0.33599434 -1.84355442 -5.46964194 -0.91454614 -0.24488299 0.73798107 -5.3746694 0.70719004 1.49885736 -0.74751112 3.06917277 -0.76306687 0.55071988 -0.71558371 0.5390911 3.6807325 3.30713015 -1.42920336 -0.88434019 -0.15487114] Distance 10.067889786825349 Each least square approximations [ 2.62758717 8.16054027 -2.42761047 0.63319879 1.4319094 0.88999941 -2.51676066 -2.95881277 1.63809325 -1.66797533 -0.20433514 0.67478406 2.74202792 -0.1276096 -0.41306724 -0.29782158 -1.71163026 -1.7435418 -0.64730857 -0.4021241 ] Distance 9.425226880188532 Each least square approximations [-0.30138404 4.20335489 -2.55470837 -1.46922536 -2.56567647 -2.60164385 3.41250742 -0.4484594 1.73986484 1.50220772 -0.63884364 -1.94165393 0.16263169 -3.00575946 -0.18865412 0.77113874 1.49836549 -1.84181093 1.20079046 1.9554147 ] Distance 11.187862657253588 Each least square approximations [-3.86404 5.85753861 -1.3153472 2.46601698 -1.70657532 1.8742002 0.73609709 -0.230805 -0.82450692 0.37076669 -0.01190245 0.51195393 -0.32720139 2.35956714 0.05078152 2.33439202 0.65349098 -0.20878689 -0.79859263 1.59193704] Distance 10.714692890417739 Each least square approximations [ 4.7759633 -2.5211489 -0.10682245 -2.44146879 -2.10628902 1.85436928 -2.5826839 -0.60022717 0.40572858 -0.87051482 -1.24899556 0.95498632 -1.28983189 -0.05894122 -0.48177184 -1.08728379 1.09422747 2.03972008 -0.08956015 0.48572819] Distance 11.515426028115474 Each least square approximations [ 6.00572658e+00 2.82266825e+00 -9.53714283e-02 -6.66439633e-01 3.17451914e+00 4.97887621e-01 -1.38939063e+00 -1.12641114e+00 -1.43552037e+00 -2.57099247e-03 1.58505356e+00 3.27310321e+00 8.37628513e-01 -1.54549454e+00 -1.31157986e-01 1.41777924e-01 -1.42842343e-01 -7.34835350e-01 -1.13900198e+00 -4.88488950e-01] Distance 10.779713517949986 Each least square approximations [-6.97512632 -2.10660703 -0.47573034 -2.84300769 -1.08316948 -2.01229728 1.3424393 -2.39429129 0.86712811 0.92576907 -1.38434027 0.8186871 -0.06128134 0.79452388 2.04906175 1.29244007 -0.68369825 2.96944552 -0.14919339 -1.37822223] Distance 9.932946426990714 Each least square approximations [-6.08362184 -1.33577833 -1.22681649 -3.19408215 0.23567018 -0.83781034 -1.5069836 0.90583729 0.18430388 -0.34305462 3.2410825 1.35016991 0.37112536 1.25569141 -2.24732418 2.32314148 0.87723539 0.44860433 -0.38214965 -1.41601839] Distance 10.611897205971843 Each least square approximations [-7.47604241 -0.23254731 1.07795643 1.16839334 -0.29093759 -2.03218503 0.95156041 0.25708617 -0.67367174 -0.72503472 1.19210112 1.69868697 0.07319925 -0.91737978 -0.1775541 2.1989588 2.07390672 1.36192937 -0.0363045 -0.90704196] Distance 10.634286576953096 Each least square approximations [ 6.23350725 -2.31137211 1.05353092 0.95177234 -0.11043033 0.26014016 -1.78237532 0.6968396 0.4294927 -0.11949493 0.12873494 -0.66459377 -0.95451636 0.20163091 -0.09417351 0.40525483 1.27451771 -3.44245823 1.29610388 2.31272136] Distance 11.067247837984203 Each least square approximations [ 7.33683354 -0.8880645 -0.69117564 0.97233459 -0.22479073 -0.97347732 -0.84923881 -3.2751548 -2.21985278 -0.16379907 1.46353486 1.23980834 -0.42781211 0.83247883 0.03464138 1.57933339 -0.41289064 0.4687684 0.37066701 -0.59655921] Distance 10.64663454340509 Each least square approximations [ 7.06127981 -1.47557243 -3.33394436 1.3767794 -1.55427612 1.25265349 -0.32670012 0.6677859 1.34283006 1.37095888 1.07116527 0.58149274 0.46682736 -1.45558521 3.56044771 -0.12030319 -1.62994484 -0.25586041 0.16976983 0.94828539] Distance 10.064431467579814 Each least square approximations [-6.43753707 0.39213161 -0.99935724 0.84672396 -1.09597515 -3.38416159 0.43648298 0.63297471 0.25256126 1.52779551 -3.56625373 0.90276355 -1.38975347 1.1042236 -2.31851654 -0.93145703 0.59445352 0.66993175 1.26891693 -0.97838678] Distance 10.463066536748928 Each least square approximations [-6.02727873 4.12615375 0.79078082 -0.62603269 -0.80777669 -2.89323241 -1.60008581 -0.05547243 -2.94075371 -2.51084602 1.34330341 -0.73318415 -3.5668274 1.82414381 -2.12552986 1.84794918 -0.15405729 0.59796091 0.41767899 1.60987794] Distance 9.903544612543442 Each least square approximations [ 4.15545352 -1.46743043 -0.86081156 -2.60413036 -1.30329218 -0.15929808 -2.88559058 -3.18179473 1.77584854 1.43963611 -0.97402804 -0.98144607 -0.30795343 3.18375638 -1.12523108 -0.06116062 1.01080054 3.0156566 -0.09115283 1.39828641] Distance 11.429134021586478 Each least square approximations [ 7.88738192 0.59430209 2.91153835 -2.22216245 -0.8375913 1.31777756 -0.72644443 1.30093607 0.83232257 4.18354232 -0.93765119 0.96394622 1.77898732 0.73932032 -0.66717084 1.09263428 2.98645868 -0.6582963 2.00573433 -0.56878607] Distance 9.421896373701285 Each least square approximations [-4.35111849 -2.00119164 -1.16838223 -2.43416813 -0.80820108 1.68608813 0.31235788 0.4070452 -0.38326449 -2.3221901 -0.77275463 1.41734203 -2.84369796 -3.02075013 2.36599889 2.03257658 -2.84360396 -0.38746635 -3.2985052 0.6498786 ] Distance 10.947606321492893 Each least square approximations [-6.5028222 -1.59206152 1.37078962 -2.02010343 1.52177788 -3.63581954 3.02436234 0.33713625 -0.42491138 -0.07400569 -0.48017621 1.94933811 -2.88054181 2.02441343 2.14720443 -0.26783007 1.65569757 0.59093659 -1.61055753 -0.16677184] Distance 10.289719385372452 Each least square approximations [-5.63039835 -2.05602024 1.12642637 -0.41220127 1.69391376 0.92553153 0.33869354 1.03473877 -0.82234333 -0.22159756 3.52745956 1.86071353 2.75033256 -1.24293179 1.12256868 0.90706674 2.00664559 1.55386338 -0.46761875 -0.86901703] Distance 11.443135151011095 Each least square approximations [ 8.88444776 3.91100094 1.66299537 0.87534033 -1.77273747 -0.61930256 -1.04926842 0.91445621 -2.00922601 -1.63839943 -3.26141421 -3.46351172 1.92067591 0.36770348 -1.01159589 -1.90393552 -1.37006896 -2.40295094 0.30206522 -1.45687604] Distance 7.585889890889808 Each least square approximations [ 4.07018417 2.49567988 -0.53533524 -0.83046979 1.41720475 0.49611976 -2.63507111 -1.50255711 1.50968033 -2.04019104 0.79103131 0.26569815 -1.9726488 0.45506776 1.9111734 -0.51589236 0.50939881 0.11618016 -0.75797367 -1.9758573 ] Distance 12.38257869400596 Each least square approximations [ 6.58044957 0.9421381 -0.15462494 -2.79558449 -0.85644218 3.03280795 -1.3603417 0.87445291 1.5399993 -0.06638614 -2.53585102 2.5519035 0.13793726 0.21212797 -2.05519408 0.29292174 -1.58888713 0.22003667 0.35718934 2.3010469 ] Distance 10.779526609186789 Each least square approximations [-4.71849358 -0.27163371 -0.71032145 2.6297879 -3.03393688 0.97344268 2.67932472 1.20628935 0.76272791 0.15820439 -1.00003641 1.13864799 -1.09721205 -0.20357457 2.08554311 2.65452794 -1.42372209 2.03676619 0.45602076 3.20387579] Distance 11.3015165225835 Each least square approximations [-7.00979803 3.1418789 -6.00330927 2.69984977 0.10937085 -1.2355681 1.12208806 -0.54912065 -1.70984343 2.90139762 -0.82331428 0.83517946 1.89919331 2.03710615 3.178663 0.05111943 -0.56987694 1.03592339 -0.7137448 -1.93815897] Distance 9.167936570978325 Each least square approximations [10.833243 0.09287495 -3.15411189 0.71289157 0.14905525 4.02367876 -1.67957455 1.66237507 -1.8300353 -1.45411318 -1.39821241 0.57898118 1.26147898 0.56144083 1.11512709 0.46391662 1.3719542 0.6316954 -0.37424698 0.2698253 ] Distance 7.905549755040214 Each least square approximations [10.0173367 1.05189365 -3.33969215 -0.56778485 3.09406574 1.90553306 -1.8680745 -1.50277383 -0.90599232 0.81726481 2.07262435 1.26050398 -0.11624666 0.97716358 0.03487698 -0.92392 -0.42597461 -1.53779894 0.68230206 1.37952047] Distance 8.929651516133658 Each least square approximations [-1.01958737e+01 -2.74335999e+00 -3.87725350e+00 -9.76246852e-01 2.87744328e-01 -3.24706357e-03 1.33385459e+00 6.56961380e-01 3.55161689e+00 1.04836130e+00 8.31328087e-01 2.14194384e+00 -8.96936946e-01 3.53846825e-01 5.26456220e-01 -2.24589501e-02 6.28232595e-01 3.65549187e-01 8.83722063e-01 -1.36716810e+00] Distance 8.520122345939098 Each least square approximations [-10.1699607 5.61531397 -1.59740105 -1.80921385 -0.43734017 -2.39174705 -1.26473508 -0.48480811 1.4987146 -0.2496406 1.1591413 -0.59254717 2.26036734 -0.15766806 -0.0899233 1.91073754 0.15564054 -0.45749646 0.74074028 0.30624011] Distance 7.97047693967509 Each least square approximations [-9.02945108 -1.69676606 4.75618275 -0.59855977 -1.80856453 1.40180819 -2.53551076 0.7180694 -0.65316076 0.37337721 -0.39471393 0.97718299 1.06890166 0.46279845 1.46479256 -1.49764481 0.11668849 -0.93542634 0.94115637 -0.16289583] Distance 9.845761276742454 Each least square approximations [ 7.86590024 -2.0574214 3.5030616 -2.42989599 3.45394631 1.56016606 -2.59830451 0.0917792 1.30114546 2.01685075 0.37838126 0.45668612 0.02865545 1.99635824 -0.4865431 0.56289176 2.04548852 -2.80339524 2.19761761 1.11681648] Distance 9.568446191809217 Each least square approximations [ 1.22335392e+01 5.18357201e+00 -1.14391165e+00 6.88253373e-02 1.62791515e+00 -1.72366803e+00 -1.32768120e+00 -1.27272256e+00 -1.57555717e+00 2.81059343e-02 -2.05351213e-01 -8.69709954e-01 2.24860984e-02 -2.19311228e+00 -1.75485466e+00 -8.95203595e-02 -3.94535975e-01 -3.70694257e-01 -6.38255650e-01 1.20258666e-02] Distance 5.196726003853146 Each least square approximations [10.79792079 -2.9935034 0.43103596 -1.73216032 0.18204526 1.10186734 -0.12188132 -2.69533711 1.04860189 1.36510433 -0.09680856 -0.72700001 -0.0305945 -2.49269074 2.36604709 1.6482845 0.33400048 -1.31522488 -0.81358254 1.48505315] Distance 8.107005651027961 Each least square approximations [-1.24888449e+01 -3.70047473e+00 2.10265992e-01 1.20073922e+00 -9.63879250e-01 -1.08695257e+00 1.26065852e-01 -1.57116188e+00 1.38407244e-01 6.36926769e-01 -8.40517184e-01 -1.29717742e+00 -2.07491788e-01 -8.78639571e-01 2.91612840e-01 8.52064998e-03 1.04490759e+00 -1.35591780e+00 -5.04973160e-01 -1.53590499e+00] Distance 6.381827613643374 Each least square approximations [-7.84009951 0.79475653 2.33813538 -0.62677738 -0.9741121 -1.12308272 -0.35950533 -2.39839453 -1.76013819 -1.7471975 -0.05244234 1.88576542 -0.40419131 3.7373806 -0.15831449 1.70328357 -0.60029268 1.46866151 1.50606904 1.00075265] Distance 9.643030681189353 Each least square approximations [ 1.94186691 -0.44563023 1.39245677 -2.59829535 -3.8155271 0.27285412 -2.01229328 -0.94436654 -0.69278185 -1.05657333 -2.33758271 0.2389519 -1.17713422 0.62597988 -0.44750369 0.66685505 0.54845094 2.67531543 1.0375262 0.75601365] Distance 12.276523612751527 Each least square approximations [ 5.72316928 2.70395841 3.57602508 -0.3603308 2.51822197 -2.60095256 0.57382712 -1.50512039 1.12240361 0.26964702 0.84968979 -2.9252966 0.89057391 -0.41128463 0.55385027 1.68244331 1.80352686 -2.35714136 2.30325792 -0.80446791] Distance 10.170313441490459 Each least square approximations [-2.52685487 -1.46035397 -0.27562691 -0.67595208 -2.76361875 0.71633608 0.988407 1.81491838 0.77274549 -2.55145272 -0.63667103 1.70262528 -1.16054502 -1.87310252 1.33143216 -0.29595327 -2.03681932 0.21782708 -3.23908727 1.24552338] Distance 12.114224519220784 Each least square approximations [-3.60154608 -1.56358658 2.88835971 0.50832292 0.32597016 -3.18240342 0.39424383 -0.75379967 1.69657579 -1.60917689 0.54004075 -0.00410833 -1.88392454 2.25375588 -0.6505103 2.05483091 -0.60628176 1.95846017 0.37777958 0.64654545] Distance 11.950760137874694 Each least square approximations [-4.29922986 -1.65137884 -1.08292045 1.99901543 0.33616558 3.9076899 0.20629417 1.74382371 1.13891246 -0.76138607 0.82379805 0.70976143 2.74317664 -0.01234584 0.62775052 1.1866404 1.45163455 1.15983973 -0.22876993 -1.53059927] Distance 11.769145492842863 Each least square approximations [ 6.79411156 3.77600917 -0.44341132 1.04307712 -1.11546282 -1.3250941 0.4884744 0.4408913 0.59646863 -4.12231434 -1.98832705 0.42735199 -0.58656179 0.69846105 -1.17148571 -0.45462213 0.29470115 0.07788559 1.76379746 -1.98604291] Distance 10.267042336802795 Each least square approximations [ 2.72898344 -0.29586057 -2.31913343 -1.42984164 2.02780016 1.08837935 -4.07013078 0.42972669 2.22603064 -0.36983631 1.72372852 -2.27465279 1.69497395 -0.49975001 1.79951947 -0.49734081 1.24970369 1.22009 1.34235457 0.30324707] Distance 11.823617642581397 Each least square approximations [ 4.17429971 3.15087671 1.29752919 -1.4363725 0.14715712 0.67940354 -4.00165499 -2.19971516 0.95285766 -1.91925498 -0.3711138 1.81410694 1.41502264 -0.5511408 1.01254729 -0.27711629 2.05583206 -0.01077988 -1.73116508 0.82467734] Distance 11.394121498384935 Each least square approximations [-3.04795853 1.51891953 -0.94843032 0.55806727 -2.79735638 -1.24591101 1.74628937 1.38309129 1.10736824 2.56449674 -1.07316085 0.02079215 0.2277845 -2.26592754 1.93863347 2.62630051 -0.13417632 -1.23661351 1.02024334 1.12315769] Distance 12.074679422316073 Each least square approximations [-8.47922576 4.11125669 -4.93779979 -0.401761 -0.70998062 1.69870712 -0.99814259 0.87806154 -1.60367924 1.99188365 -0.47119555 -1.50103934 -0.5270737 0.90034116 -1.26151809 -1.25966626 0.03164588 1.97523027 1.2600007 0.0979269 ] Distance 8.165838408926586 Each least square approximations [ 6.6050386 0.1326701 0.5761678 -1.56090396 -0.82772173 2.287338 -3.01647249 0.1913039 -1.97662138 -0.17848144 -2.31109787 0.04346391 -0.4635709 0.18229818 0.17279774 0.04402677 2.02889799 -1.05078706 -1.3305895 0.28513362] Distance 11.218833539186067 Each least square approximations [ 8.45772593 1.02905775 -3.59587862 -1.62111867 2.27279316 -0.34268242 0.41534138 -1.22869106 0.79242433 3.64224103 3.00169332 -3.69822374 -0.28727514 -1.38719142 0.22738048 -0.983787 1.19579088 0.27986911 -0.78994263 -0.77545474] Distance 8.155073932963322 Each least square approximations [-11.01419203 -0.0563101 -1.29306393 -1.06109172 -2.1089582 0.14889468 -3.78835556 1.93746619 -1.546231 -0.74701012 0.97949037 0.61181324 0.08080646 0.03488859 0.09684134 -0.51621235 -0.07600894 0.21118314 0.07360191 2.32359973] Distance 6.873996549937467 Each least square approximations [-7.65114323 1.82300596 -0.9116278 -2.66455795 -0.32816333 -0.71785756 -1.08935494 1.53992489 1.34355516 1.92391662 -0.71832885 2.59410917 -0.67085454 -0.95828773 0.13233802 0.381883 0.40687279 0.43916422 0.74023237 -1.77040381] Distance 10.56702341711415 Each least square approximations [-10.31314556 -0.21028296 -0.5326404 -1.19941695 -0.08550158 -0.75291365 0.37983537 -1.96378128 0.43571641 -0.31806351 0.38270178 0.12554477 0.91342695 -3.80281748 1.56930378 -1.31281587 0.34241849 -1.29627495 0.5416587 -0.76461406] Distance 8.285439756136034 Each least square approximations [ 8.55337201 -0.63568237 1.75219262 1.14567484 1.91843163 3.3633168 2.32670674 -0.30520497 -3.15951288 -1.43546278 0.61459312 1.0982168 0.46302934 0.76421262 3.59127417 -0.83718551 0.14269653 -1.39367366 0.29211644 0.37982444] Distance 8.67755727360396 Each least square approximations [ 6.86911954 4.6327657 0.27094935 -2.54958649 0.54831937 -0.81564531 -2.55778019 0.55763882 1.2744461 -2.47858963 1.77522781 -0.22050941 1.17054084 -0.57539959 0.8529933 1.61419614 0.15399891 -1.24990663 0.83762 -1.28728481] Distance 10.048612757386955 Each least square approximations [10.42262398 3.94920611 -2.92955846 -3.56774224 4.14737064 -0.2486184 0.79109891 -1.46001866 -1.55068812 0.80463326 0.62436848 0.6152452 0.04048064 -0.83578739 0.45778161 -0.15743017 0.01404716 -0.72918629 0.48938126 -0.15743669] Distance 5.7316813347165345 Each least square approximations [-8.84758013e+00 -1.36659256e+00 -8.15351844e-01 1.53943819e+00 -9.80064050e-01 1.36339086e+00 6.09826865e-01 8.51760554e-02 3.40371730e+00 -2.31038631e-03 -9.59833551e-01 -9.52446693e-01 1.36573426e+00 -7.99386989e-01 -1.86118397e+00 -2.30742384e+00 8.31503154e-01 -1.29331351e+00 -5.06113638e-01 1.48617776e-01] Distance 9.499095398202753 Each least square approximations [-5.66060846 0.70915678 -3.46513537 -0.2531509 -1.9436899 0.79154803 -0.79704433 2.25309211 0.0158624 -0.08369671 1.25063986 -0.17794896 1.72885684 0.74184926 -4.08580469 4.34188007 -0.40958785 -1.57954613 -1.21994464 0.14545695] Distance 10.080248672831962 Each least square approximations [ 4.32014588 0.87694724 0.55501034 -0.74616094 -2.47345853 1.60293627 -0.94050396 -1.23465874 -1.99430863 -0.67432463 -1.51104759 -0.36632864 -0.19310568 -0.63183521 0.5178682 1.41080222 0.14295639 0.66585966 -0.5829604 -0.67705426] Distance 12.609680719556247 Each least square approximations [ 3.9480278 2.28435598 -2.0842214 -3.6464497 0.35162991 -2.93643614 -2.40062245 -2.09806748 2.55402082 0.02958139 2.0618175 -1.22902462 -0.9046213 0.70148706 0.59207364 0.26104991 -1.81393548 -1.08427122 0.66769417 1.29184099] Distance 11.101899607970317 Each least square approximations [-8.14420874 0.2178943 2.6361708 1.46897187 1.99723533 -1.43183145 3.89854292 2.41114471 -2.61935375 -0.09546001 0.37801312 1.02845346 1.52073384 2.31065526 -1.2326285 0.38821463 -3.39740873 -0.63146892 2.16311258 0.75237181] Distance 8.00570701711436 Each least square approximations [-5.14936069 0.0369884 -1.8344733 0.53621975 -2.95745381 -0.19206261 -1.85373225 -0.26490959 -0.36389799 0.32085447 -0.06238162 0.27186637 0.49088127 -0.80999044 -2.59256977 0.40297155 -1.19080248 0.00662934 0.28361413 -0.70307755] Distance 12.192520426482156 Each least square approximations [-8.95205688 0.49141443 -5.16694217 -0.68792008 -4.41633177 1.05216031 1.53475854 -0.59382565 -2.9059376 0.23858588 -0.88883389 -0.33860119 -0.51873844 0.10451718 -0.313367 0.55631853 -0.32958668 1.00650998 -1.07050374 1.6727206 ] Distance 7.427954224686144 Each least square approximations [ 5.43410151 2.16454628 1.79283182 -1.06449604 1.39635379 0.01266973 2.57361389 1.38856865 -1.02327119 1.88792219 1.77204083 2.18764279 -1.01900774 1.1177531 -0.36674537 -0.78709407 1.15403058 -2.11010639 1.62609959 1.74273135] Distance 11.184635210427572 Each least square approximations [ 5.69938813 -1.34162499 0.22049693 -2.9585908 -1.21933928 -1.1073702 -0.52789368 2.47623405 0.18819693 -1.9298419 0.80338602 0.08587836 0.47438667 1.0624734 -0.06418982 2.12720423 1.38447897 -0.03472718 2.30166964 1.21889554] Distance 11.401718861743525 Each least square approximations [ 5.68317883 1.98067035 -2.72840026 -3.27814286 -1.22246214 -1.79996338 -0.27475682 -2.68194043 1.34867429 -0.8558532 1.72059729 -1.44553701 -0.65906048 2.28936314 0.40355241 -1.54984882 0.65938297 1.71297089 -1.33463159 -1.15599272] Distance 10.604781462175092 Each least square approximations [-6.25631892e+00 2.44466489e+00 5.89606794e-01 -1.58455740e+00 -2.18001923e-01 -5.93806964e-01 -4.05196556e+00 1.99207670e+00 4.74748786e-03 9.17491236e-01 -8.46024687e-01 -2.24102300e-01 -5.84487097e-01 2.32262774e+00 -1.23973447e+00 -1.06161977e+00 2.04118383e+00 -4.68976832e-01 1.58481590e+00 -5.25326681e-01] Distance 10.735881212113618 Each least square approximations [-4.39213802 1.36987202 -2.44001568 -0.70582016 -3.75020302 0.85705106 -1.83898575 0.46039155 -0.88182919 -0.7553228 2.32682141 -1.19269352 5.44830022 0.54550729 -0.70347459 1.67414092 -1.60594629 -1.39273536 -1.77160842 1.79289686] Distance 9.967353406127726 Each least square approximations [ 3.17430437 -0.14158851 0.2262291 -0.25961702 -2.60675151 1.22028931 -0.39148252 -0.14595178 -1.28468754 -1.47674586 -1.76559274 -0.29096207 -0.53563062 -0.75664966 0.61202251 -0.28862265 0.24267204 0.68533339 -0.03837858 -2.06762216] Distance 12.878911191467536 Each least square approximations [ 2.89655894 2.68981559 -1.2091552 -2.60495164 -0.67077202 -1.3086621 -2.50784697 -2.92349208 2.71419828 1.35047762 1.91646804 -2.29398377 -0.12592125 -0.89798194 2.82678933 1.47204615 -1.24267568 -0.79506011 -0.3692883 1.07318792] Distance 11.146915830517807 Each least square approximations [-5.63517352 -2.29854437 2.78844274 -4.13775967 2.29137898 -1.84437843 0.30135852 3.96966227 -1.74160936 1.66842302 -1.35050284 -0.63183336 2.48497082 1.07513386 0.14015896 -1.13283098 -3.26032623 -0.75847979 1.30031251 0.64553779] Distance 9.015156273324115 Each least square approximations [-4.32930589 -0.24784114 -1.34064063 2.14505738 -2.01373115 0.62777167 1.18406081 1.03264934 -0.05232011 1.02627898 -0.86644698 1.0434318 0.02787785 -0.73710404 -3.16055688 -0.21064343 0.28021766 -1.2575225 0.07150652 -0.96363254] Distance 12.227365452596063 Each least square approximations [-8.12689972 -4.20194179 -5.76439768 2.68811687 0.46453523 -0.67673868 1.84252716 -0.97552629 -0.81963042 -0.16974343 -0.50061459 -0.69618771 -0.1821337 1.52849128 -1.76382364 0.92040315 -0.37376478 0.80766471 -0.5033825 1.87384252] Distance 7.496527042484614 Each least square approximations [ 4.46768523 0.89913311 0.84984715 1.24840125 0.44824598 -0.30587068 1.51103852 0.47519296 0.12423338 0.856886 2.27661048 2.53579231 0.57937213 0.66085182 0.50238639 -2.85685717 1.6528724 -2.73033397 1.98949793 1.70939427] Distance 11.542378967941113 Each least square approximations [ 4.8209613 -2.39234739 -2.1020433 -2.06268432 -0.37821146 -1.34755304 -0.06394941 1.96922402 -1.34898087 -2.69261363 -0.17743149 -0.22589549 1.46638822 1.23582782 0.45897914 2.41246997 -0.30187189 -0.864191 1.81912584 0.06846292] Distance 11.4544287764372 Each least square approximations [ 4.7559097 2.66521896 -3.09802049 -1.27451051 -1.7662878 -0.99952518 -1.33667719 -2.71702594 1.63998209 -2.24779174 3.8175165 1.48698035 -0.1632258 0.48521267 1.24931251 -0.30940248 1.38374654 1.20718772 -0.69822057 -0.40307531] Distance 10.629975260882098 Each least square approximations [-5.00016488 3.6708446 -0.88393927 -0.23957723 -2.92710465 -1.13210808 -2.42318888 -0.67515597 -1.26524892 1.33998011 -0.17353293 -0.7049128 0.01265648 1.85434217 -1.11148736 -0.68489993 0.58464132 0.79673467 1.47546663 -1.33051411] Distance 11.323086387943292 Each least square approximations [-3.59486535 4.7695605 -0.3553826 1.49442413 -0.99887876 -1.36127659 -0.39412233 2.59919589 -1.76175607 0.54937494 -2.33155991 0.56150854 -1.48953656 1.65518279 2.47432499 0.55356268 -3.10786994 2.15838015 0.42310967 -1.75070204] Distance 10.844277592555631 Each least square approximations [ 6.68127552 -1.49035815 -1.71364967 -0.21104496 -1.51039676 1.86893949 -0.25299082 1.60048292 2.06383703 -1.1855077 0.6731967 0.88973698 0.29184455 0.43205503 0.55194483 -1.6919415 0.23819496 -0.93642836 1.10141016 -0.69692428] Distance 11.501063804595015 Each least square approximations [ 5.03530997 1.12286411 0.9167002 -3.71046942 0.64282108 2.49104983 0.55644661 -1.47718505 1.36991532 1.18981132 0.85533724 2.51937064 1.3116922 -2.96062559 3.42322047 0.25736188 -0.55733424 0.11185685 -0.2734936 2.06675223] Distance 10.763496713677501 Each least square approximations [-6.13601096 -2.46006633 1.38604538 -3.07191392 1.00431116 1.25174241 4.0041705 -0.80825487 -0.53725513 0.94882953 -0.10513642 2.42413081 1.01892849 -3.79682836 1.36725999 -0.88062483 1.07251577 0.8001404 1.08064099 -0.64995699] Distance 10.030883863008516 Each least square approximations [-8.17107755 -0.12881389 -2.09107325 1.85555363 -2.29703602 -1.17665759 1.74101877 2.7951156 2.54204288 -0.51751008 3.40795841 -1.60232623 -0.64826222 0.19444491 -1.58274129 0.05865609 1.99491837 -0.44366054 -0.36782998 0.06498716] Distance 9.121389140966462 Each least square approximations [-5.59023996 -2.14646774 2.24061105 1.76182319 0.00977276 3.07330128 -0.62811281 0.7927532 -2.27833994 -0.15629808 -1.99353943 1.66118168 1.25992054 -0.58796157 1.77766958 2.77058251 -0.70980481 -1.70715529 0.06821519 1.82852622] Distance 10.842594769963604 Each least square approximations [ 4.72324501 -2.6537171 2.01539666 0.66180612 1.70189594 -1.68738252 -2.58419977 0.97499129 -0.80124635 4.33825364 -0.6775762 -1.25915895 0.97810751 0.80057077 -0.29167383 -0.06561383 -1.09966465 -2.21703749 0.43823711 -2.68050312] Distance 10.935177726483312 Each least square approximations [ 8.79888984 -2.22819788 -2.03533729 2.770565 1.4844862 0.48431733 1.26531361 -2.49887987 -1.09214255 -1.08291653 1.34608213 -2.56964044 -0.14910923 0.84714049 -1.72869826 0.06347159 1.76625841 -1.45777985 0.98162706 -2.44754624] Distance 8.502822357094729 Each least square approximations [ 6.82731379 0.19940161 2.05882758 0.40214167 -0.7802222 -0.05243071 -2.06347855 -1.11659512 4.29546569 1.56244787 1.93772651 1.79185613 1.47742411 -0.51351868 0.13422724 1.62924803 0.61372114 0.49580866 -0.70824679 1.05552314] Distance 10.541044073864605 Each least square approximations [-8.45840983 1.06321164 -1.59526845 -2.02018377 -1.51960853 -2.7900679 0.75580315 -0.74281919 -1.68075215 2.52632649 -0.1562046 0.6699532 0.26708111 -0.50340803 0.37688256 -0.85142608 -3.02709863 -2.14794173 0.80359586 -1.4384307 ] Distance 9.2528582202145 Each least square approximations [-4.41381392 5.0103965 -4.09772752 5.30603055 1.45115586 -1.61586093 0.49739505 3.89922051 -3.70291799 2.18261109 0.51948246 -1.89720386 1.84247694 0.54657832 0.09536713 0.62242393 -0.46929 2.38228312 2.72981795 -0.68272808] Distance 9.203763673577619 Each least square approximations [13.96801721 -6.00128861 -0.81746519 0.05738949 -0.08483642 0.54884871 0.11597944 -0.53586586 0.2304349 -0.26307544 0.13718118 0.60773353 0.61022616 -0.338117 -0.29681402 0.1033774 0.07217166 -0.06933447 -0.35840313 0.24774324] Distance 0.9794907589058337 Each least square approximations [10.35086329 -2.04140158 -4.05758612 -0.25008202 -0.90986094 -0.08174842 -2.07274773 -0.56870633 -0.15124081 2.62639733 2.23826288 2.06121898 2.41425147 -0.66913785 0.96114337 -0.2264058 0.1512126 -0.04981193 0.08508499 0.78748636] Distance 8.791180649646128 Each least square approximations [-8.69328978 -5.58175419 -3.02199099 -1.59104184 0.06190256 3.11160127 0.60542625 0.0257991 -0.37212848 0.8004838 1.32064297 1.42516927 -1.28458837 -1.07944003 0.71012008 3.26941127 -2.80943931 1.68365013 1.43616829 -2.46119715] Distance 8.294558498250602 Each least square approximations [-9.90628444 6.82541633 1.65915665 -2.00610561 -3.55520252 -2.20825222 2.79574701 -0.667092 1.78092779 -0.25992065 2.70922 1.87375292 1.44704397 -1.45136457 -0.76365432 0.16482659 0.05446483 1.65507305 0.46960305 0.3265471 ] Distance 5.950751395187401 Each least square approximations [-9.00635134 -1.65963145 6.49781133 0.25166965 -0.69892454 0.09030371 -1.29532803 0.81225457 -3.21646993 -1.78354832 -1.18910018 -0.49728529 2.4420557 0.52599242 0.78269324 1.94783345 0.52676775 -0.62188164 -0.10981152 -0.52844078] Distance 8.881349125362819 Each least square approximations [ 9.59616986 -4.04086495 3.2906652 -2.57123477 -0.90598876 -0.13956262 -1.39062971 1.64940902 1.84640983 3.87828682 -4.05981146 0.79994575 0.46861159 -0.42128998 1.84285083 2.62442954 -0.54964656 -3.25144154 0.33296651 0.2007992 ] Distance 6.784464605149928 Each least square approximations [ 9.30797738 4.64828641 0.78549316 -0.4819823 3.361063 -1.27085728 -0.53455506 -1.59716505 -1.47727784 -3.65538861 1.85857645 -2.25497581 -2.50977949 0.69419191 -1.35085004 -2.53620084 0.29011978 -0.37870855 -1.61379015 -1.65103286] Distance 8.070604819900714 Each least square approximations [11.40884721 -5.44538756 1.88619681 -0.56374887 1.03010131 2.30396457 -3.1691061 -0.25961419 2.85106637 -0.26335673 2.01390087 -0.62215585 -0.03707283 1.067912 -0.58345513 -1.19659664 -1.6509097 0.811968 -0.63644789 1.79367027] Distance 5.650235698129182 Each least square approximations [-10.844926 -4.41233212 -1.38828245 1.59433759 -2.75733724 -1.54734018 -2.15281641 -1.84533354 -0.37252058 1.42508055 0.50253203 0.45510135 -0.74911444 1.66285921 0.29996704 0.72676554 -2.28200069 0.62239267 -3.35624395 1.27806237] Distance 7.071274864060255 Each least square approximations [-7.78410639 0.37435093 -6.47210714 -1.71946962 2.22719096 1.61617871 -2.43292706 0.72417498 0.30402593 1.94427587 -4.17721929 2.89088548 -2.15678078 1.24374735 0.51076898 1.70080029 0.35481275 -0.4598988 0.08602037 -0.37098993] Distance 7.4653396464491495 Each least square approximations [ 5.37387627 3.0029038 0.82439888 -1.30405876 -0.80235497 2.36943485 -2.23906237 -2.83421861 -5.62624508 -0.44639414 -2.83743219 -0.80274319 1.15017437 -1.59645884 0.12948006 -1.02220121 1.05917524 0.34731685 -1.18969981 1.36019811] Distance 10.259980598980357 Each least square approximations [ 6.5935839 5.7383625 -4.85979869 -4.7670518 3.2192808 -1.2261125 1.49631647 -1.19318695 -0.5248234 -0.11983544 0.11032216 0.95479747 -1.88810802 3.1371204 0.99548455 -0.29121008 1.68878434 -2.06369097 -0.61180435 0.393112 ] Distance 7.2956322004235865 Each least square approximations [-10.60960253 4.19219668 -0.38964527 2.75923365 1.67112393 1.96806357 2.32655329 0.78621935 4.48108583 -0.91940933 0.16163843 -0.16327849 0.17686879 -0.10233126 2.15643239 0.66134251 0.88385964 -2.11534147 -0.84541868 1.19167641] Distance 5.544329071163599 Each least square approximations [-5.29926826 0.50261782 -0.97176854 -2.80109653 -0.70078018 1.07512127 -3.86069817 -1.64578728 2.14105077 0.88836439 0.00740531 -2.52731117 1.46483144 0.07407138 -0.98606794 1.79427375 0.25770747 -0.29981745 -0.6315312 1.02836779] Distance 11.77862143179598 Each least square approximations [-7.64904128 2.79119581 0.4421418 -4.18393352 -0.45147862 3.08328424 -3.86227358 -0.78145969 -2.07568693 -1.32065672 -0.95193977 -0.09794228 1.36415077 -0.64107717 -0.43144969 -3.89749082 -0.1687587 1.46953062 -0.08473314 1.48813375] Distance 8.750648467659229 Each least square approximations [ 6.16699241 0.86279625 0.68735597 -4.31493516 2.96401405 3.7579376 2.96175529 -1.20441009 -1.08933949 2.48261759 0.74386568 0.02914151 0.07468267 1.1087479 -0.88151226 0.16579708 -0.30804628 -1.14251266 1.87989898 1.4695072 ] Distance 10.334570339640754 Each least square approximations [ 7.65278409 1.87656419 2.38009126 -0.09618682 -0.68048004 0.7972104 -2.02967455 -0.42819444 0.6168572 1.40575662 3.47242059 -1.43835198 1.22109535 -1.47014113 0.30201459 3.20450541 -0.60261705 -1.2659523 -0.11897736 0.60504991] Distance 10.43236424688786 Each least square approximations [ 6.90807372 0.38608953 -1.12209743 -4.53203526 0.68558253 -2.45155602 1.79938623 -1.77830105 0.51582572 -1.26413584 -1.8227667 -2.95861429 -0.075661 -1.423374 1.64523014 1.86426149 -0.97123091 -2.73099875 -1.29830303 0.4440715 ] Distance 9.992519836186782 Each least square approximations [-6.35251691 -1.23553491 3.33422471 0.09398951 0.41153507 0.86540953 1.50946074 -0.17418105 1.67337057 3.29790372 -2.2082748 0.12052095 1.06358257 -1.85140039 -0.81821342 -1.6856702 2.07145299 -3.26895295 -0.5356212 0.38846991] Distance 10.79593299187835 Each least square approximations [-4.73686352 5.01711638 -4.08397087 5.42896427 1.55057739 -0.91215144 0.5286056 3.97384202 -3.69769038 2.00465391 0.18130583 -1.87239572 1.79931678 0.5987868 -0.01956298 0.24730241 -0.60490101 2.11053307 2.63861552 -0.42234777] Distance 8.976401732886695 Each least square approximations [13.80535411 -6.00099812 0.09371137 -0.32212819 0.16123668 -0.25304401 -0.80310619 -0.47082745 -0.14036178 0.24523303 -0.18971684 0.24080664 0.26935517 -0.03681134 0.05718893 -0.3529261 0.83253125 -0.03257538 -0.35539405 0.12473091] Distance 1.2700333314154286 Each least square approximations [10.23625215 -2.06432972 -4.51362332 -0.21338954 -0.80590233 -0.57795013 -2.04324703 -0.10282941 0.4173631 2.8644039 2.04007687 2.06468245 2.30956762 -0.49543066 1.18494497 -0.14218636 0.72519518 -0.08125065 -0.21139005 0.55733772] Distance 8.436141867490955 Each least square approximations [-8.61301515 -5.18167425 -3.206869 -1.5342914 -0.372488 3.18363183 0.44318815 -0.014356 -0.66897508 0.53182096 1.2482059 1.12103367 -0.66228943 -1.12756253 0.82775182 3.4393734 -2.97453909 1.61645499 0.86175597 -2.63714408] Distance 8.33206612470592 Each least square approximations [-9.47315881 6.6211635 2.13978201 -2.22837241 -3.69934692 -2.16044895 2.59299802 -0.39510788 2.1694907 0.02467632 2.66647761 2.21938808 1.32616815 -1.59379633 -0.81747539 0.19966734 0.16109708 1.90978404 0.10453787 0.30456317] Distance 6.050556670687107 Each least square approximations [-9.14569833 -1.15782132 6.33376465 0.2451938 -0.32485681 -0.19629903 -1.26514944 0.75906849 -2.63174891 -2.03236343 -1.05668392 -0.15904755 2.22956395 0.64462566 0.66050751 1.91931326 0.76164842 -0.1641323 -0.45991166 -0.57233638] Distance 8.953242133157024 Each least square approximations [ 9.84294518 -4.28379772 3.03362469 -2.66988684 -1.70128053 0.37641042 -1.18379549 1.44869736 1.5590338 3.41355489 -3.83365791 0.85354223 -0.05372806 -0.91572673 1.56260642 2.51599969 -0.80730273 -3.30384355 0.22831342 0.35589241] Distance 6.4439143670494055 Each least square approximations [ 8.77380707 4.56182333 0.92323977 -0.43756921 3.96721002 -0.83634701 -0.58761561 -1.53084907 -1.48157988 -4.03271943 2.14682972 -1.99786354 -2.50228901 0.54448287 -1.28666542 -2.3537733 0.47213908 -0.68849582 -1.72067543 -1.58188737] Distance 8.096966156218405 Each least square approximations [11.44252658 -5.33348386 1.72921228 -0.26947403 1.09768385 2.13348916 -3.58658513 -0.06842988 2.31917435 -0.38261807 2.4145126 -0.60957963 0.20795416 0.98387181 -0.38635938 -1.51662803 -2.05328304 0.16315763 -0.45444525 1.60629291] Distance 5.2165097636531295 Each least square approximations [-10.24665373 -4.57938088 -1.17984252 1.75501337 -3.1845556 -1.55284348 -2.0549081 -1.91153738 0.24497368 1.84686416 0.28106385 0.42716424 -1.18835658 1.90760498 0.1141186 0.65423385 -1.92688374 0.36961649 -3.59377549 1.62887443] Distance 7.140376449282092 Each least square approximations [-4.48361808 4.63187675 -3.41866811 2.04855626 -0.87970164 -1.69689557 2.71286823 -0.4062961 -3.56742605 1.07631115 -1.12112887 0.62252403 -1.52638849 -0.27154103 -0.23840322 2.38100449 -0.45961838 1.55384249 -1.58945887 1.40621243] Distance 11.067270691490144 Each least square approximations [ 6.49167713 0.81147737 -1.19438881 0.56142261 -0.24467942 3.93372936 -2.40092926 -2.68038638 2.88699744 0.34242675 1.72422858 0.58935319 0.36410049 0.9586986 0.52519819 -0.08530473 0.12078156 0.5442736 0.10523028 0.85079595] Distance 11.60663923783874 Each least square approximations [ 6.54775202 -0.80355965 -0.73554052 -1.98706591 4.97977761 3.61977882 -1.77862458 -2.20679372 0.16974125 0.60496041 0.64153144 0.31904372 -0.36177722 -1.33661329 0.9920598 1.40808845 -2.61601679 -2.61425908 0.18674817 0.76542105] Distance 10.385486794609196 Each least square approximations [-7.73692223 -1.58221868 -2.39363305 -4.28893676 2.19860268 -0.03214837 0.23863179 -0.98606321 0.75792178 -1.29299146 1.60345073 4.44452415 1.58311566 -0.77480478 1.5230692 -0.83369154 -0.42099701 1.79588765 0.81310906 -0.1671827 ] Distance 9.73427202264533 Each least square approximations [-12.0807671 -4.01908767 -4.41023254 0.72109978 0.79737396 1.01449765 0.22484135 -0.99175346 -0.46803541 0.30837691 1.55613138 1.06784339 -0.39132736 -1.49434285 -2.142481 0.50793527 0.02868264 0.05569289 0.50790016 1.2282486 ] Distance 4.923810241109079 Each least square approximations [-8.39854841 -3.60784596 2.53517082 2.52902721 -0.65257536 2.61332626 -0.44735647 -0.82790225 -0.78945382 0.16740676 0.4716043 -0.82251687 -1.83905306 -0.99002651 1.55516073 0.99226162 -2.41189135 -1.61573508 0.88148665 -0.22410358] Distance 9.940086075503071 Each least square approximations [ 6.31968347 -2.05266818 3.85862352 -1.32452651 2.65386138 1.02302462 -2.57081271 1.96395172 -1.21873217 2.42606318 1.07184972 -2.09790442 2.62013789 1.82460078 0.86702103 -0.30428753 1.74618137 -2.21979705 -0.05887271 0.01618607] Distance 10.51670089005681 Each least square approximations [ 9.37492681 1.01665605 -2.74131429 -4.17005193 -1.53843179 3.13380851 -0.20208541 -0.12444269 -2.01557743 1.44861123 1.17439465 1.1872102 -2.72829077 1.51936716 -0.04541368 -0.46918421 -1.2285533 0.20950705 1.04983301 -1.36505646] Distance 8.50755746255767 Each least square approximations [ 9.42758826 1.26547444 -1.18763507 -0.9383422 -5.2524187 -1.63067275 -0.69503901 -0.91918156 -0.53392669 3.01720661 -1.13938225 1.09552543 -1.15083377 0.87336011 -0.18249621 2.17372765 -1.54599863 3.40855948 -1.506876 0.41409605] Distance 7.896974012639474 Each least square approximations [-10.67742309 5.79688746 0.155845 0.56755219 0.66936387 1.57890585 0.25890577 -1.31222051 0.90639895 0.84533199 -1.89955577 -1.98363249 -0.5848436 0.47453358 -0.94534374 0.85276757 -1.25216556 -0.06052381 1.67549936 0.87696333] Distance 7.265613734092834 Each least square approximations [-4.80370389 3.27173542 0.5840843 0.80270226 -1.75128735 0.60347667 -0.45814583 -2.24803309 -2.57613913 3.7289983 -1.72098535 0.43461807 -2.06670824 2.71539883 1.46478711 2.16742053 -0.21871043 2.76497058 0.21733213 0.84995726] Distance 11.04014988764802 Each least square approximations [ 3.56266106 -2.51792897 -1.98199733 -0.14551575 -0.37501311 1.50221943 -1.99169357 0.05191838 1.25647262 -1.05734574 -2.81533931 0.2021734 -0.62319542 0.51909249 0.72444956 0.6220652 -0.26095451 3.34875253 -1.9821477 -0.04817778] Distance 12.617149346405807 Each least square approximations [ 9.00524544 4.12774711 2.68124731 4.42539006 3.48721117 3.81593233 4.43603684 1.17728209 -0.41038452 0.73707487 1.80657126 1.22326449 2.38557108 -0.66562624 -1.85452359 -0.9764263 -0.25851904 1.60177684 -0.31908667 0.39232305] Distance 4.94055733456798 Each least square approximations [-5.37467017 -0.17039622 -2.08494064 -4.8347285 -4.71343937 -0.44323792 0.84592927 -1.91928353 1.55097097 -0.17655947 0.84131117 -0.2019161 -3.78056967 -0.27072149 1.66078586 0.6677787 0.48953439 1.36337964 -1.32816382 2.94783351] Distance 9.961456611826724 Each least square approximations [-5.32067013 -1.50187142 1.61968904 -2.81016939 3.83482998 -2.19448952 0.59867157 -1.5348574 1.04960456 -0.90270257 3.50827864 2.64459804 -1.67347442 1.00017977 1.78718934 2.44821705 1.89888081 1.93182224 2.24710053 0.74438644] Distance 10.272205716965278 Each least square approximations [-3.85695771 0.164195 2.80858703 2.452784 0.02756233 -1.55385205 -2.75161356 -0.83975686 -0.31060599 -2.55850043 3.95936099 2.95972139 4.38829668 -2.22801755 2.20232359 -0.07433543 1.12797128 -0.0578178 1.324644 -0.97847815] Distance 10.59930715518784 Each least square approximations [ 5.24383555 0.17087408 1.40649536 0.7910083 -2.02769196 0.67535015 -3.60605823 1.61007213 -0.62875847 -1.35874521 -2.55512353 -1.78281978 1.88151343 0.53028293 0.67842481 -0.31451867 2.392125 -0.40051837 0.81369013 0.28539101] Distance 11.947310818842865 Each least square approximations [ 6.02420178 3.03346576 -2.59613413 2.16685991 -1.29675538 -0.19438017 -1.25140299 -0.92603027 1.81253125 -0.53880154 3.76549896 -1.4659275 -2.60059986 -1.01852029 2.31819086 -0.55853778 -1.44632619 -0.54049812 -1.32094954 -0.32150989] Distance 10.830274253619818 Each least square approximations [ 6.67963127 1.72174282 -2.07919726 1.00251753 -0.72468845 3.18130844 -0.61186533 0.0523844 0.96425508 0.35489525 -2.69400931 -1.17044075 2.60125198 -2.9365643 -1.72540391 1.51652408 1.22534418 -0.61595804 0.65300858 2.5217819 ] Distance 10.63194692363469 Each least square approximations [-5.67139406 0.66634814 -0.56945492 0.15441435 -1.64691877 -0.929266 4.57288904 -1.21655161 1.31128653 -1.88682375 -2.73053629 1.46120346 1.7701503 -0.89445726 0.21306105 0.73651359 0.23658039 -1.87329425 -1.9365746 0.16477675] Distance 11.416196370681382 Each least square approximations [-5.56638189 -0.20667093 -2.82685114 0.27736394 -7.46355571 0.05391397 0.78448713 -1.15468769 -2.23923745 1.85014453 0.6553801 2.01012286 -0.14178361 0.75615521 2.41537281 2.1755278 -1.6918722 -0.79684037 0.76887184 -0.44242757] Distance 9.520178343054798 Each least square approximations [ 4.38630578 1.52268609 -1.47887697 -0.28482611 -2.33101681 3.31221648 0.59959551 -0.42858467 -0.84469852 -5.81832469 -0.67547715 -0.93830703 1.342108 -0.14414428 0.56443304 -0.62427971 0.26828259 0.9949836 -0.21822867 -0.42297012] Distance 11.629267466909937 Each least square approximations [ 3.99003409 4.25899084 2.15765191 -4.62332523 4.96791912 -0.65027343 -2.37041126 0.10767463 2.98605304 -1.14813535 1.1666349 -0.59644237 -0.23472666 1.22725538 1.69188518 -0.89048487 -4.78243622 0.41782431 0.96520639 1.19584031] Distance 9.073932707288286 Each least square approximations [-5.90956502 -1.21164683 -1.80155748 -3.17018121 2.33655666 -3.05239711 5.38267676 -1.34356792 -1.15995421 3.71842203 -0.7715509 1.35601882 0.81699867 -0.02856039 -1.07490019 -0.01725983 2.75691195 0.28696262 0.05169633 1.90274034] Distance 9.474065330805697 Each least square approximations [-6.37203889 -2.19121042 -1.66930835 2.94620568 -2.79685944 -0.97135941 0.11659018 -2.42522739 -1.26411977 0.15054718 1.94416584 -2.17407137 2.60872938 1.01454415 -1.70777283 -0.02193807 -0.27718489 0.79222275 -3.20539479 0.14858173] Distance 10.598289672405466 Each least square approximations [-6.53718415 -4.13539393 -2.03316632 1.60426205 -4.29223213 0.22010767 -2.69480044 1.65399327 0.15088803 0.18850223 0.24826645 1.0833829 0.11703414 0.87939929 0.73180787 -0.67167938 -0.63100745 -1.18300531 0.12688505 1.38026648] Distance 10.674106508628917 Each least square approximations [ 3.88310174 -0.67113904 2.71831697 -1.75081424 3.36952292 -1.86765933 -3.00322634 -0.61247472 -0.16673969 0.97385458 2.23190718 1.13226388 1.36051595 4.79138876 -0.17426823 -0.4250636 0.33686364 -2.2361321 2.64321711 -1.26867486] Distance 10.933757904148749 Each least square approximations [10.17424182 -7.55830995 -2.79628406 -1.31130465 -0.20747124 -3.05623654 -1.9532396 2.69000911 -0.07994053 1.551263 -0.04859531 -0.62842747 0.39588496 -0.54587187 -0.33857918 -0.47850667 0.71138467 0.04973649 -0.46462261 0.76474388] Distance 4.494590296557452 Each least square approximations [ 5.65357986 0.72601646 -0.29973805 -0.46207202 -4.657322 -2.12387046 -0.66470232 -0.61833707 3.66834468 -1.75527594 1.44104065 0.89126721 2.47736042 -0.17066409 1.54890792 1.44823118 2.78498902 2.46612687 -0.55332637 -1.43521381] Distance 10.47097074873685 Each least square approximations [-7.94611247 5.39981583 2.67142873 -3.95921321 -1.60768189 -5.23253021 -0.92453516 1.59953753 -2.85715649 0.83890275 0.08326565 -1.41335795 1.24888088 -0.48614499 2.44909002 -1.47191567 0.44871253 0.68325544 1.02616543 -0.90570678] Distance 6.623762418347698 Each least square approximations [-5.91907077 4.49060529 -2.07719967 2.53243488 -0.59708188 0.37212548 1.62087438 -1.10178401 -4.35892115 1.38959365 -0.09921065 -1.05041515 2.1200864 1.97793077 0.67373775 1.74811904 -0.93200397 1.79918697 -0.44247285 -1.6973125 ] Distance 10.427818967060556 Each least square approximations [ 8.68971673 -2.97132647 -1.97275519 2.39005946 -1.55959728 3.06866486 -0.33420045 0.5077129 0.58736439 -0.77555657 -0.6733101 1.14259423 -0.44070013 2.05239099 -0.53163394 -0.44992859 0.39742771 0.18688501 0.42087867 0.46190154] Distance 10.286160534392454 Each least square approximations [ 7.27464908 0.79773713 -1.01558707 0.89413046 3.89993447 1.83203673 -2.9575622 -2.41374018 0.41093418 2.84089829 2.42752991 -0.59803243 1.23779304 -1.43351312 0.23205639 0.21159132 -0.23890865 -2.62189355 -0.18521465 1.09531228] Distance 10.260596096222963 Each least square approximations [-8.69524682 -2.84116841 -0.68311978 -3.35384723 -1.2156103 0.51574207 0.91090405 0.76624459 0.49215777 1.54900139 2.09710151 6.37216269 1.32919175 0.53746554 0.06857783 0.91923146 -0.97428021 1.88900676 2.36547218 -0.44685712] Distance 7.793010986539047 Each least square approximations [-10.50498349 2.41639501 -5.8627962 -1.09737287 -0.14325342 -3.92212063 1.61590155 1.42041243 -0.12801141 -0.34042917 2.29783125 2.05687164 1.79663228 -1.45975674 -2.06749354 0.31298451 -1.17393083 1.19012679 0.89156419 1.12904217] Distance 4.909896710602871 Each least square approximations [-9.64561578 -1.86569454 2.09948115 1.63660983 -0.84567576 0.18071716 0.41679283 2.86865919 -3.012795 1.42924794 0.06315712 0.15635994 -0.45956987 -0.9006755 2.50875311 0.74041328 -0.75622133 -2.20045332 1.33589729 -0.86446526] Distance 8.968492934208466 Each least square approximations [ 6.95728784 -1.64836759 2.06616754 -0.34872102 0.91665069 0.25442122 -2.86504256 1.84154943 0.49552038 2.1135442 0.30358537 -0.33062851 1.06277108 3.48603416 -0.08572427 1.23776657 1.9090732 -4.20863927 3.131315 -0.03516467] Distance 10.061444101494567 Each least square approximations [ 1.03732409e+01 3.73343549e+00 -5.76839079e+00 -2.08740983e+00 -1.63375322e+00 -8.28000759e-01 -1.59527398e+00 -2.28933805e+00 -1.02294258e+00 -1.57357122e+00 -3.54947983e-01 -4.48268651e-02 -1.33694335e+00 5.10619186e-02 -5.49383454e-01 -1.66458961e+00 8.84224714e-01 -4.34277189e-01 1.08175332e+00 7.57458352e-03] Distance 6.2593217114449535 Each least square approximations [11.03304171 -0.21094572 -1.42196041 1.6044713 -1.43427992 1.76388219 -0.4507735 -3.68172984 2.3168006 2.39288439 -1.23187678 1.33174959 0.13480174 0.52747825 0.09231414 0.62682358 -0.36621718 0.85299513 -1.35094971 0.6487654 ] Distance 7.527443213239851 Each least square approximations [-1.28750378e+01 1.48755475e+00 -5.19446724e+00 2.71831868e-01 1.36536933e+00 -1.69929843e+00 -1.21186234e-02 -1.15246102e+00 6.22480774e-01 -9.88068060e-01 3.32985974e-02 -1.73379607e+00 -1.17288445e+00 1.23604443e+00 1.47589583e-01 3.99756648e-01 6.19927873e-01 -4.86951504e-01 -7.00078123e-01 4.16140305e-01] Distance 3.2080186148966274 Each least square approximations [-5.54594872 3.94566499 -5.86333022 0.69477241 3.3882675 4.37574442 -1.96445593 3.11896683 -2.56522345 -1.81442974 0.86503772 0.50012024 -0.52097732 -0.04195647 -1.77895444 -0.22579806 -1.84280432 -0.4458465 1.61785326 1.81878704] Distance 7.591943342019935 Each least square approximations [ 7.41725343 -0.48076702 3.00098581 -1.34575956 -2.04035031 1.86770438 -1.49756126 -0.05199678 -2.62560873 2.29548809 -1.2055406 -0.21643067 -0.76760202 -0.8984899 -0.01601344 -1.84730137 1.98345101 -1.17863939 -0.83123315 0.8235152 ] Distance 10.285610873372852 Each least square approximations [ 6.23976053 -0.34854684 -5.00148699 -3.51529665 1.49146432 0.00936752 1.00375285 -1.50644779 0.49124532 3.88159257 0.53935718 -1.57565181 0.46650419 0.30456693 2.86244994 -1.75097564 2.68351028 -0.71481712 -1.96517175 0.72136685] Distance 9.123784433648357 Each least square approximations [-9.19959977 2.57107269 -1.6244164 -0.42333011 1.89172328 2.75052391 -2.55186233 2.396542 -1.36508322 1.67810888 -1.72455922 0.73271248 2.16670138 -2.40513856 2.74863639 -0.20681567 -2.94420872 0.61443737 0.43265825 -0.57152335] Distance 7.323357458678055 Each least square approximations [-6.59560562 0.91941977 1.35867778 -4.11121318 -1.19245098 2.06479455 0.13480795 1.814861 4.96874135 0.3842605 0.22180758 -1.27741211 0.59285972 -1.60281345 -1.34689046 -0.60622862 1.04912125 1.38649806 0.7521706 -1.1441146 ] Distance 9.91512266127402 Each least square approximations [-1.01608108e+01 1.21156118e+00 8.38881244e-01 -4.17733730e+00 4.68285521e+00 -7.03068092e-04 1.65057399e-01 -4.40412459e+00 -1.27431803e+00 -1.21688224e+00 -1.44093569e+00 -1.13063250e+00 1.33154882e+00 -4.91289246e-01 -7.68534962e-01 9.35553048e-01 4.79231980e-01 -6.42036771e-01 -1.07962349e+00 -1.11812216e-01] Distance 5.562656193647141 Each least square approximations [ 8.85785266 -1.78726256 -1.15097472 -0.67874821 -0.27725371 3.94545494 4.17076706 -0.50617618 0.14398139 3.68096282 0.3211288 -1.43485302 -0.16190052 -0.46451215 4.17495357 -1.43674834 -0.20601197 -0.41600146 2.18038934 1.48404632] Distance 6.895094693360196 Each least square approximations [ 5.66856426 2.42860793 2.65065208 -2.96268813 0.1331912 0.70780159 -0.7239728 -1.78011254 1.01243683 -2.28289312 2.86380046 0.43970357 0.44093485 -0.01068877 -0.50493652 0.90743745 1.62208525 -0.44369205 -0.9818273 0.16667748] Distance 11.364386639341744 Each least square approximations [ 7.3763189 0.43027656 -3.69925332 -4.78969052 1.32894748 -2.27344208 -1.4994752 0.67713977 1.25137456 0.21822373 1.06189363 -0.69881383 1.05681869 1.72944462 0.55163541 -1.00588546 -3.61876747 -2.85434804 -0.61317601 1.97283317] Distance 8.478945160572467 Each least square approximations [-6.31045623 -0.36847586 1.61799523 3.44504861 -1.62105896 -0.35311899 0.15019005 0.36593204 -0.49472624 1.03735205 -1.68083944 0.11863265 -2.44950562 1.65326364 -2.33984263 -1.04841548 -0.70111429 -2.24866879 -1.7661518 1.12666029] Distance 10.961846026810674 Each least square approximations [-6.86419296 0.43175468 -5.3045827 0.66613144 -2.12108221 1.99767487 -0.14063571 -0.82063042 -1.5112356 0.28272652 0.14194204 -1.73940899 1.51280475 0.86223294 0.45389022 1.56297879 -3.85902759 0.24509888 -0.75963722 1.90940202] Distance 9.506223557279979 Each least square approximations [ 6.07244545 0.73796444 0.93500365 -0.74736099 -1.18631404 2.45930077 -1.89818919 -0.9744305 -1.70861928 -1.59214264 -2.09915622 -1.0471919 -0.73431877 0.88874421 0.04352911 -1.63022955 0.6258332 0.02219392 0.81088899 0.1460627 ] Distance 11.782418040437204 Each least square approximations [ 7.07797243 1.73061155 -2.536377 -0.63624035 3.31709145 -0.59705709 -0.59452877 -0.57815983 3.69626311 1.28536431 1.41950134 -2.13613259 -0.52147341 0.48407804 0.97019316 -2.30461149 -1.23184394 -0.16744753 0.75717714 0.27905231] Distance 10.142804218559046 Each least square approximations [-7.178764 0.08602539 -2.71480957 -2.69928765 -0.89909833 -0.42951266 0.65706311 1.45709505 -2.52421054 1.43429734 2.87006138 0.79209486 0.54839751 -2.37212054 0.15823231 0.35051933 -0.45721343 0.03584389 -1.22846786 0.76275404] Distance 10.501715633475744 Each least square approximations [-7.04438867e+00 -8.97503318e-02 -1.55847548e+00 -4.78125903e-01 -7.22567382e-02 4.54587161e-01 -3.87127996e-01 -1.26289889e+00 5.38146197e-01 3.37274416e+00 -5.24722842e-01 2.85809066e-01 5.63986510e-01 -1.06811789e+00 -8.59233356e-01 3.33243992e-01 1.73542742e+00 -9.65566544e-02 -3.64455362e-03 4.75989145e-01] Distance 11.57061008733069 Each least square approximations [-10.24983677 -1.95745954 -2.91507677 1.00208183 1.22445195 0.15358035 -5.39097143 0.84540835 1.1467214 -1.16724871 1.31900019 1.45397765 -1.5227846 1.61618928 2.11312527 1.11492843 -0.04187915 0.22791401 0.62356609 -0.38612901] Distance 6.184458535265439 Each least square approximations [ 7.23500883 -0.79020103 0.32934204 -3.17723702 0.71013346 2.65779413 -1.03683256 0.54905359 -0.73002914 -1.05850366 1.37807433 0.4433449 1.25733773 1.39765371 -0.58040411 0.86433769 0.76348011 -0.54179561 2.2432014 0.32197728] Distance 10.918124177264701 Each least square approximations [ 7.92727833 -0.4555194 -1.65112112 -3.07165798 0.02037667 -0.372489 1.07364695 2.31470864 -1.04445636 -2.58265219 0.99001134 1.41397085 1.82197312 -0.34622373 0.30215013 0.46784075 -0.65554356 -0.93584763 1.03877987 0.15379582] Distance 10.341369522686056 Each least square approximations [ 8.65642124 1.10088016 -1.76423514 -0.01492967 -3.51698156 -4.29517866 -2.24705043 -0.16458793 0.53601316 0.93559902 -0.01021222 1.34165049 -1.1616548 0.65129635 -1.20025967 0.30346083 0.76891145 -2.14381234 0.59461438 1.81753778] Distance 8.685439673363193 Each least square approximations [-7.60839162 2.25611565 1.31815786 0.37200854 -1.63814916 -0.07189523 -0.89419067 -1.73697955 -0.16699525 1.18033245 -1.46644443 -2.03568471 -0.31454607 3.44508864 -0.01041186 0.73908241 0.86309655 -0.60571981 1.42058816 0.26846866] Distance 10.531480285292737 Each least square approximations [-4.4801807 1.61665664 -2.42723597 0.24755989 -3.78976611 -4.12632026 1.49457336 -0.35187107 -3.70645714 1.2619873 0.11810751 1.05427359 -2.53260001 -0.6735588 0.32072692 1.48406433 -1.68507501 0.3022228 0.10155288 1.0008823 ] Distance 10.843066474874345 Each least square approximations [ 5.07735941 2.30593588 -0.86027762 0.14713002 0.23184239 3.15913194 -0.6845064 -2.16986336 2.90775589 -2.45600816 2.06515003 -0.30372209 1.63010114 1.25940436 -0.28950014 -0.27480392 -0.10378243 0.88345017 0.65523923 0.21048356] Distance 11.745112058226896 Each least square approximations [ 4.73521767 -0.462061 1.86131892 -4.65256539 3.28629118 2.83947075 -1.68107625 -1.18102166 2.20333157 0.1969573 0.14350426 -0.0375512 0.01179929 -0.5250108 3.13897487 2.16210052 -3.62722163 0.32142813 1.04854037 0.50601529] Distance 10.215883255154115 Each least square approximations [-4.88132425 -1.39831373 -2.33560674 -4.4003221 3.74280795 -1.04145672 2.85561876 0.17013228 -0.42406919 -1.06571513 -0.18637529 2.58321101 -0.43762657 -2.14944446 1.05207303 -1.16729071 0.6288338 1.16396437 -0.10510008 0.16176219] Distance 10.88850907600547 Each least square approximations [-9.96583122e+00 -4.49383708e+00 -9.38313348e-01 6.17967746e+00 -2.10072170e+00 6.47231495e-01 2.37809885e+00 -1.23686668e+00 -6.75163808e-01 4.16148969e-03 2.11410589e-01 -1.00898922e+00 1.75402759e+00 8.70203607e-01 1.86295076e-01 -7.79454661e-01 2.00653753e+00 8.05232133e-02 -1.51234901e+00 -9.19022007e-02] Distance 5.1582248268003825 Each least square approximations [-5.40564199 -5.4108126 0.11852793 2.61162367 -2.66784606 5.19424693 -1.42255456 -1.23022268 0.3280865 -0.41210541 2.02540383 -0.43964945 -0.42062722 0.66001572 0.83166095 0.47039881 0.47185651 -1.28925416 -2.27683842 0.59901857] Distance 9.645482946228046 Each least square approximations [ 4.47956888 0.24210185 5.53518076 -1.86649423 2.22373324 -1.35793581 -3.20729797 1.34948865 -2.08026422 2.62028224 1.60361434 -0.55657088 1.9963674 2.28815264 0.73080225 -1.74407484 0.11482444 -1.28669653 -0.00904971 -3.32758073] Distance 9.837239494332215 Each least square approximations [ 8.41010113 -3.35741502 -1.72221748 -3.16143605 -0.24937853 2.8094731 -0.58608799 3.82762323 -2.32700934 0.15022781 -0.35073352 -1.80499733 -1.77758055 0.07658877 1.54569037 0.12359848 -0.05548447 0.01079171 0.10063826 -1.64296313] Distance 8.63221281289884 Each least square approximations [ 6.41297659 1.11181546 1.75705453 -2.47418186 -4.3374545 -0.66469072 -1.15673208 0.108023 0.14158211 0.47685729 -0.17087787 0.7073045 1.4520288 2.21016821 -0.92350975 2.70236558 0.37135567 4.60678482 -0.66209345 -0.4423777 ] Distance 9.971570098210247 Each least square approximations [-8.03408959 6.42082728 3.48795364 -1.12272773 -3.1098246 -0.22559631 -0.23355518 0.19833269 -1.4349329 -0.57130663 0.49262568 -0.38300255 1.32688901 -1.76991382 -0.30148275 0.25287038 -2.88917314 0.85678488 0.88152316 0.61847814] Distance 7.902473370014405 Each least square approximations [-8.01599336 4.85969342 -2.5311749 1.58877889 2.49436161 1.785456 1.69311416 2.14605006 -0.42609556 -1.99077842 2.23015136 1.39354371 -1.3248067 -0.08281941 0.58545791 -0.57369895 -2.5001844 2.65180623 0.54650023 1.91248346] Distance 8.066509590739827 Each least square approximations [ 7.61969805 0.31113903 1.96577782 -1.19817123 -1.78174467 1.97001854 -2.44702229 -1.89177092 -1.51774687 2.13789447 -0.50836815 -0.9436331 -0.62774905 0.89514527 -1.05167608 -3.03379394 1.18303154 0.00807857 1.12539647 0.95730292] Distance 10.310091704945192 Each least square approximations [ 8.37685216 -1.9355785 -1.45396591 -2.59388132 3.07142087 -0.60896876 -1.60761742 -0.28300399 0.05480621 1.37313624 0.11510362 -0.13643083 0.65215204 0.03276765 0.44114999 -2.32683878 4.4852642 0.24191049 -0.6437624 0.6766062 ] Distance 9.23333400238513 Each least square approximations [-7.05558993 -1.80614262 -5.14189947 0.7182841 -2.49756308 0.63268859 -2.28302687 -0.32438253 -1.12148888 -1.6868304 -1.5579193 0.38310659 2.55856558 -3.85196546 1.68910707 1.370408 -3.49655235 0.76039592 -2.75332466 -0.00899437] Distance 8.022256338618579 Each least square approximations [-7.28944997e+00 1.06262248e+00 3.96918825e+00 -5.77740438e+00 -8.67480159e-01 -2.22829199e+00 -1.02181610e+00 -4.90028660e-03 1.57335051e+00 2.57711677e-01 5.54235728e-01 -5.38194552e-02 -2.41452627e+00 7.63396836e-01 -1.35087941e+00 3.58009900e-01 1.53524101e+00 8.46119019e-01 -7.29272517e-02 2.20500539e-02] Distance 9.221240359072478 Each least square approximations [-9.42965281 0.44659865 4.02754364 -2.16708586 2.30660171 -0.42859876 0.10894961 -0.28070197 2.74733678 -3.36290198 0.32434391 -0.15988477 0.13765805 -0.40663493 1.560593 2.4149706 -0.93907363 1.43233448 -0.17374448 -1.39732792] Distance 7.842322327088052 Each least square approximations [12.14349398 -1.51303245 -4.21763473 0.63559053 0.25539242 4.16697913 -1.84885292 -1.54170271 -0.39540144 -1.77280984 -0.64954738 -1.33998775 0.07253648 -1.07020791 -0.04728186 0.0162509 -0.84454735 0.74076888 -1.28850461 -0.74410858] Distance 2.8586332941024764 Each least square approximations [ 5.71647605 2.39031652 1.85124509 -2.913523 3.16696737 1.55481003 -0.46411516 -3.2243959 0.74305501 -1.19560436 2.20038313 -0.17386688 -0.46924214 0.49816325 -0.58284751 -0.29680525 1.48080349 -0.04051993 -0.54333013 1.03766888] Distance 11.171613038554925 Each least square approximations [ 7.50022065 -0.64756929 -2.18150709 -4.1632106 0.37711072 -1.05804434 -3.64223181 0.36071915 1.36700398 1.03137051 2.20012825 1.58375843 -0.57412984 1.660629 2.13696346 2.33128851 -0.78066226 -3.69303803 1.09628867 1.04071197] Distance 8.727146371277216 Each least square approximations [-5.9310208 -2.0672408 2.00920693 3.31458584 -0.60885791 -0.98414154 0.42993573 0.73966188 0.44616259 4.05146275 -1.42073139 -0.08406276 -2.22772773 1.83989551 -0.87207547 1.67793894 0.41711956 -0.50903979 -1.40702167 2.63369044] Distance 10.631581712408897 Each least square approximations [-12.07489491 -5.45424299 1.25967772 -2.70672015 -0.05742954 0.87832153 0.16645783 -0.25896755 -1.38097727 -1.5604435 0.22074411 -0.43448558 -0.13819969 -1.14663161 -0.83994748 0.72481884 0.7537229 -0.99084305 0.4373945 -0.80897994] Distance 3.5459583159443855 Each least square approximations [ 1.42703171 1.84411784 1.18636732 -1.70496089 -2.69158692 0.7934406 -0.62161744 -1.62490969 -3.97879322 -1.72216743 -2.33373704 -1.09312353 0.21730937 -0.54711461 0.28210814 0.34002338 0.60492625 0.7433202 0.42479961 0.54665952] Distance 12.62609914122113 Each least square approximations [ 3.48533174 2.08250281 1.89316266 -1.9467697 4.58914551 -4.74302427 0.83279099 -0.39627049 3.04304266 2.70741181 3.49828118 0.20862213 -0.23132598 3.05631642 0.97678015 -0.65636797 2.89161331 -1.55120859 2.49717387 0.27391572] Distance 9.080367122955503 Each least square approximations [-5.3691863 3.02128192 -0.86170094 0.58008906 -3.29408715 -1.93765951 2.4297481 0.95540972 0.3011422 -1.6769113 0.26384152 0.39927954 1.33513317 -1.8215056 -0.15406917 -0.85335393 -1.15122653 -1.1361613 1.27528022 0.08766932] Distance 11.565316099847468 Each least square approximations [-2.68481138 -3.53990033 1.09184097 -0.53790196 -0.73637526 -4.14245973 -1.66370247 0.78125874 -1.26721974 -1.38750976 -3.06542805 -0.19998319 2.4420905 -0.97978093 1.37624936 1.33789861 0.39175572 1.2068862 -0.07163177 0.8204136 ] Distance 11.80183363807715 Each least square approximations [-6.74478707 2.596768 -3.54890059 0.31019921 -0.07501758 3.86545837 -0.23906482 3.55855004 2.2168722 -0.35848305 3.62978304 -0.12837325 1.65893869 -1.19137382 0.32967758 -3.49758363 0.39920269 0.68929303 -0.52097873 1.88334238] Distance 8.697885904692686 Each least square approximations [ 6.09527825 7.65927426 -1.67327071 -1.96990647 -0.4009206 0.79892903 1.49254336 1.64219072 -2.30064304 -1.20229037 1.56788448 1.56935944 0.06512755 1.66453395 -1.67005789 0.67818735 1.10853642 0.97936898 0.57099919 0.1110067 ] Distance 8.889182621095784 Each least square approximations [ 3.09273203 -0.44210419 -2.49554769 -3.85087413 -0.03246896 0.43103332 -5.08348098 0.55842368 1.02050279 -0.48697652 0.9563515 0.77772199 1.44266741 -3.18955246 -0.12932991 3.6071272 2.53099577 -1.65565374 0.15822055 1.4383717 ] Distance 10.534165330294574 Each least square approximations [ 3.77466394 3.7937665 -3.23855873 -3.29450228 0.50221609 -1.3462071 -0.94920858 -3.68783257 1.65984614 -1.29058846 -1.60964571 0.34280014 1.0677314 1.52068105 0.21250197 0.2759751 0.05447469 -1.66133529 -0.97954852 -0.70741063] Distance 11.223811443381233 Each least square approximations [-3.27918196 2.15818466 1.28782784 0.57972655 -1.84449574 -0.84098464 1.8916289 0.58149441 1.51213354 0.6851941 0.66693924 -2.43247477 -0.48280823 -1.7986945 0.31885164 0.32712903 3.7017659 -1.82980879 0.9872388 1.03627129] Distance 12.2524463484027 Each least square approximations [-6.4391303 5.88175777 -4.70280954 5.4482406 1.41023936 0.71577116 0.17076724 4.42090544 -2.95867864 0.63122744 -0.8509556 -1.67099546 0.07949463 -0.09319911 -1.36574039 -1.75109308 -1.52509148 -0.40762741 2.02158468 -0.01087806] Distance 7.0889098309187295 Each least square approximations [11.70878416 -2.96999168 4.11806239 -3.95268164 -0.75817684 -1.45822672 -3.4986595 -1.32147637 0.90596114 1.21056458 -1.44351353 -0.2610518 -0.4450867 0.71572343 -0.44565435 -1.12631301 1.13695929 -1.15593878 -0.39362056 -0.4496322 ] Distance 4.4260876616469105 Each least square approximations [ 9.50799954 -2.86380955 -5.79358511 -1.62722034 0.56393081 -2.68332897 -0.98389316 0.8224252 1.49938689 3.25027363 1.34210265 0.89058044 0.82452147 -1.58629018 2.6347854 -0.06660267 1.53971957 0.372402 -1.75359648 0.41632875] Distance 7.0065464444361245 Each least square approximations [-8.7227685 -3.92381213 -3.53192716 -0.45817449 -0.60198316 2.4668306 -0.47368263 0.28685879 -2.1377632 -1.79793009 1.65276806 0.52978878 1.6280985 -1.80524811 0.65070111 3.00383489 -2.68843902 0.90267474 -1.73543552 -2.60037812] Distance 8.334851876150648 Each least square approximations [-8.17494577 3.77089439 3.13800215 -3.69588689 -4.03323206 0.36670236 0.94771991 0.31782845 4.23018287 1.62784484 1.00909888 3.25502853 -0.56117956 -1.61429935 -0.83143104 -0.53983543 0.14007588 2.74889338 -0.97267974 -0.56744919] Distance 7.583962798942491 Each least square approximations [-9.77442719 -0.53505661 5.42488634 -0.91683279 0.5024926 0.17225218 -0.23448768 -0.15750975 -0.4527285 -1.83167374 -0.65939855 0.43297295 1.48163996 0.02672519 0.87401133 1.36491204 0.46109014 1.26967135 -1.94889991 -0.55910859] Distance 9.109359226174291 Each least square approximations [10.88924276 -5.56711437 3.03904381 -1.8856513 -2.84801565 1.73139673 2.34515876 0.96472329 -0.16133144 0.61945436 -1.54525944 1.04269001 -0.84091036 -2.28669986 0.57133832 1.06984291 -2.41398562 -1.00986149 -1.02850557 0.3835947 ] Distance 5.013525039104119 Each least square approximations [ 6.47265333 3.70863075 2.65237804 -2.44902616 4.85385825 1.8260349 -0.92567201 -0.95017447 0.5049414 -4.31941907 3.00645913 -1.69563389 -1.70984979 1.66219986 -0.55945158 -0.01677176 1.0065213 -1.26590488 -1.51812201 -2.31347547] Distance 8.941144530878976 Each least square approximations [11.26201809 -2.63110898 0.69981649 -0.87307297 2.12011667 -0.13935725 -4.02007187 1.9398924 -0.74256014 -0.68826911 3.59476758 0.19688909 0.03655257 1.46677854 0.09833043 -1.24102265 -2.6066183 -1.09506667 -0.57655592 0.67888844] Distance 6.201343912270142 Each least square approximations [-7.79005586e+00 -3.12562905e+00 1.05677516e+00 3.05308329e+00 -2.52422208e+00 -7.01926239e-03 -1.20876544e+00 -3.41702063e-01 2.45296336e+00 3.97627663e+00 -8.25113259e-01 3.79737091e-01 -1.20896464e+00 1.47372922e+00 -7.53552288e-01 -3.42659852e-01 -2.08844938e+00 -2.46945925e-01 -3.25440068e+00 2.64573228e+00] Distance 9.30329303835694 Each least square approximations [-7.53196541 -2.48477685 -0.66163445 6.27425116 2.02527438 -6.0218707 4.31186882 -1.08633791 -0.22945289 -1.1493374 -0.1786757 0.72282931 -0.26837741 -0.59031535 -0.68654759 0.7890695 0.22240147 -0.70721271 0.30242829 0.35089667] Distance 6.0962758015416405 Each least square approximations [ 6.00855046 2.99563184 1.00577913 -2.09126332 -0.9504163 3.11052954 -2.22456267 -1.19996389 1.30235809 -0.20795186 0.47945107 -0.4645899 0.20725937 0.24769493 0.32253132 0.17149027 -1.46678074 1.43876354 2.15187707 -0.42570127] Distance 11.19517926304433 Each least square approximations [ 7.25210862 -4.33204018 1.84724142 -0.58210596 3.08051735 -3.63438186 -2.72566034 -2.01695383 0.09648211 -2.44545857 1.37985721 3.58120936 -1.56931276 -0.65599253 -0.70188816 0.59204767 1.50970743 -0.13837535 1.60389519 -0.46158759] Distance 8.085275039410188 Each least square approximations [-3.54166309 -3.1773677 -6.32804436 0.54736864 -1.22855763 -0.32556073 3.01100471 -0.66262784 2.24008457 -4.03212065 1.31526176 -0.30601984 -1.09628217 -2.1932116 -1.86544432 -0.85438664 -2.94017598 0.49257493 1.02390793 -1.35879152] Distance 9.220095424525864 Each least square approximations [-6.29296106 0.26699216 2.05378483 -1.85260856 -2.68952266 -0.91284609 -3.53232067 -1.12499089 -1.68784684 -1.18999337 -2.91083189 0.74937687 1.30809944 0.87021863 2.77876566 2.08762012 1.21523258 2.66204679 -0.17965592 1.68242742] Distance 9.788294740205716 Each least square approximations [-5.44152001 0.27707418 4.74084862 1.69271299 -3.05488641 3.72759335 -0.27093841 2.6331819 5.10102695 1.93863888 1.73022369 -2.18445808 0.93372221 1.538502 -1.01915928 0.37774785 0.37894499 1.7772526 0.23656025 0.57104519] Distance 8.561887724517463 Each least square approximations [ 7.04996025 2.219544 2.27690071 -4.92511493 1.27395699 -2.41866715 -2.42335856 2.26437347 -0.3443046 -1.95917739 1.12723446 -0.36385585 -1.91776279 -2.270873 -0.38095794 1.10729861 2.24086861 3.24979479 -1.37650626 0.03949558] Distance 8.284304941974934 Each least square approximations [ 5.15499955e+00 1.78630862e+00 6.49207429e-01 -4.89684858e+00 4.07756406e+00 2.84088916e+00 -1.18187865e+00 -8.62297404e-01 4.33672828e-03 5.20165690e-02 -1.53794559e-02 9.43944880e-02 7.01942152e-01 -5.89263024e-01 -1.00060047e+00 9.03495394e-01 7.13327316e-01 3.32769601e-01 -2.73254562e-01 9.57461635e-01] Distance 10.90566423372742 Each least square approximations [ 4.38854926 -3.63796903 0.4776898 -4.36045135 -0.68478945 0.88853393 -1.30802077 -0.13360731 -1.54403151 0.97063482 1.42506477 1.69621852 -0.659952 0.93118026 0.5581771 1.3562356 -0.03110449 0.85537567 -2.17071383 0.02003861] Distance 11.50482775277919 Each least square approximations [-5.05112706 -1.30332153 3.45873356 3.43450963 -0.64776947 0.53670932 -0.00666451 2.33222931 0.35293434 3.3535048 0.29082449 -1.80518026 0.05332954 0.14745201 -1.43795217 2.13294739 0.39194351 1.40945736 0.5606666 0.91451144] Distance 11.065814075951065 Each least square approximations [-5.96236329 4.07495201 -5.73726709 4.56234696 1.29732221 -1.47053102 1.41174735 2.86403934 -2.55033809 0.42400551 0.20161476 -1.03694312 2.01480655 0.76316117 0.98729656 -0.05916878 -1.35300794 1.34949243 2.86051127 0.01329468] Distance 9.27128481747361 Each least square approximations [14.6017531 -1.98400462 1.38356159 -0.06165526 -1.0642188 0.11715386 0.29583187 1.68140069 -1.31509154 -0.88365627 -0.69944217 -0.5071595 0.36846199 -0.25551196 0.13685535 -1.13180676 -0.11681335 0.81322594 0.5414789 0.07140809] Distance 1.5104640097551025 Each least square approximations [10.58379599 -2.22278774 -4.22663711 -1.82960859 1.0623662 -1.07670313 -1.60236753 -0.52417981 0.93775142 1.54520048 1.13449505 1.49379324 2.02853985 -0.70170964 1.81674368 -0.53503058 0.89141419 -0.04099042 -0.54850002 0.03338653] Distance 8.471188525016812 Each least square approximations [-8.94040717 -4.59940668 -4.78612186 -0.94223655 0.69919047 2.68808351 1.49917349 0.23293827 -0.42626459 0.09475636 0.47464978 1.2753533 -0.76123706 -1.798714 0.20523126 1.68631765 -2.87103885 0.75664805 1.38340678 -1.49645841] Distance 8.633096653694585 Each least square approximations [-9.83434795 6.12833253 2.39663962 -2.3404081 -4.86029105 -2.30676872 0.74082222 -0.12089933 3.57584456 0.0955781 1.21160799 0.19515509 1.61045499 -1.26662353 -0.05075381 0.18574393 -0.63893686 1.74908298 -1.01212323 0.67613834] Distance 5.714321982589635 Each least square approximations [-9.94635809 -1.67540985 6.07736941 -0.45372381 -0.64511791 0.28125569 -1.99471689 0.17346752 -1.27216466 -0.79479293 -1.38710519 -0.30068164 1.73915669 1.04373495 0.85274748 0.89677479 0.64256067 0.62575383 -0.33704017 -0.4721603 ] Distance 8.758204243552019 Each least square approximations [10.52270783 -3.32104084 3.0601999 -3.15181615 0.33648659 0.34932487 -1.47641583 0.82795028 2.03234515 3.19731422 -2.72165272 1.03578535 -0.3650999 -0.92152964 1.18933067 2.2490312 -0.55905865 -2.35742349 0.89452675 0.49389998] Distance 7.05548991786329 Each least square approximations [10.18999424 3.49453733 1.82897873 -1.1932922 4.36660073 -0.26495501 -0.44265914 -1.27001657 -0.61285758 -3.49704893 1.41542529 -1.75295355 -1.00634987 -0.96197043 -1.46786717 -2.19860809 0.90796644 -1.19294276 -1.40551202 -0.78067188] Distance 7.61152107892041 Each least square approximations [10.94889319 -5.47426701 1.67387933 -2.7165284 0.76597742 1.22717365 -3.32574949 -0.04740056 2.60344439 0.11975571 2.78944817 -0.16409922 1.07980448 1.05376153 0.94328451 -0.59225956 -0.79254526 -0.65320027 -0.70350633 1.96819903] Distance 5.866449858509743 Each least square approximations [-1.08399707e+01 -4.48851913e+00 5.25755396e-01 2.00858925e+00 -3.45168150e+00 -1.27661439e+00 -1.98895786e+00 7.25777462e-03 -3.67620738e-01 2.72524809e+00 3.24625439e-01 -1.49165524e-01 -1.03631238e+00 2.56881386e+00 3.12566630e-01 5.27459774e-01 -1.71088230e+00 -5.86090481e-02 -3.04296373e+00 1.39269384e+00] Distance 6.465914491759123 Each least square approximations [-3.38313334 3.05415923 -1.47068738 5.16452627 -1.73061914 -1.94328172 1.97439494 1.92501086 -2.5171574 2.98031825 -0.63555749 -0.599459 1.29899832 3.55562905 -0.25112792 -0.28469314 -2.6747381 2.31369672 0.25928358 -1.31537252] Distance 9.812167937425741 Each least square approximations [ 8.688201 -3.40037499 -0.77590057 -0.38581107 -0.58108545 0.98497297 -2.16818452 1.49402641 2.83369258 0.15257872 0.08539882 -0.42061175 -1.0550099 0.90308844 0.59450906 -0.98342027 -0.31374683 -0.22167247 0.29119112 -0.41225485] Distance 9.853687592529848 Each least square approximations [ 7.79517376 -1.4581261 -1.12286287 1.47804675 -0.26299159 0.06651224 -2.95995015 -0.50456516 3.2533571 0.06123073 2.11458706 -1.73468598 1.12331721 -2.24779535 0.6163371 0.06008851 -1.28341046 -0.3815478 0.687748 -0.72051417] Distance 10.101778680331476 Each least square approximations [-5.12605857 -4.44238289 -2.01646036 -2.85166462 -1.11586394 1.53983777 2.06045453 0.65009074 -1.15616431 -0.25951839 1.91957958 3.06120114 -0.49873319 -2.16694021 -0.80686028 1.92177747 -2.55027508 1.87310556 0.42894198 0.5339792 ] Distance 10.212713673156765 Each least square approximations [-7.75516089 4.65071595 -0.34986287 1.11875757 -2.77351635 -1.65803066 0.47889669 0.15670972 1.07729405 2.32041456 2.04979418 2.88267488 -0.76522894 0.52539255 -1.22602852 -1.67913225 0.38644588 1.94092866 0.06094545 -0.86815635] Distance 9.070147060020306 Each least square approximations [-6.24282958 -2.82927506 3.5460061 2.60945709 -2.24775855 0.85541534 -2.63297546 2.19950161 -0.64119398 -0.03608808 -1.51702418 0.15780155 -0.78808866 -1.04497698 0.55978955 4.06940244 0.23503244 0.17360198 -1.12243467 -1.76542586] Distance 9.763216424471473 Each least square approximations [ 5.51571768 -4.3519272 3.43855148 -1.7880803 -0.29300054 -0.51838281 -3.17479896 1.97046555 1.05978682 -0.46823557 -1.68250033 1.35572778 0.22144971 -1.21481349 0.21668986 -0.02081607 -0.53934608 -1.86846345 0.62600553 -1.5232202 ] Distance 10.594608096758913 Each least square approximations [ 7.23996953 2.56497401 -2.28530291 -0.05839639 4.68781185 0.03677518 0.22052486 2.10873806 -0.3729827 -2.89175958 0.29184612 -1.07490657 -0.04792382 1.94283827 0.6494339 -3.5947449 2.83352986 0.24595352 0.96001302 -0.86687872] Distance 8.814943253034215 Each least square approximations [ 9.41863798 -1.27137604 3.06020552 2.62427571 -0.61642629 1.86470335 -1.99731101 -0.33139062 0.16334669 1.54368485 3.41970571 0.30462526 -0.18319933 1.52934695 -0.8329674 -1.75413441 2.15452098 0.23138095 -0.54178199 -1.02541426] Distance 8.006720792247627 Each least square approximations [-8.86335829 -2.23494802 -1.79074782 -2.06282594 -2.07460102 -1.51131021 -1.77540527 -0.43649706 -0.50308888 0.1152351 -0.61667276 -0.33480896 1.55231666 1.93561771 -0.11819785 1.32690186 -1.15259642 -0.24451106 -1.06194152 0.79623294] Distance 9.603996417377155 Each least square approximations [-5.85717841 0.27959396 -3.75333754 -0.49918328 -6.30984983 -0.95546788 -0.91343969 1.36533879 -0.95864628 -0.14447479 -1.70950432 2.5207254 -1.7703281 1.04989334 3.43387039 2.46385668 -2.16562571 -0.24733303 0.36144816 -1.58305711] Distance 9.415875769534075 Each least square approximations [ 5.3298104 2.07065581 -0.71803571 -1.76073949 -1.95795232 2.92144413 -0.89704326 0.10119731 -1.2524983 -4.38019656 -1.49428926 -1.67103599 0.13060411 -1.26624669 0.95981506 -0.17488501 -1.00847316 1.91492555 -1.29669528 1.00806264] Distance 11.631026176196231 Each least square approximations [ 6.07456232 5.46073211 0.21674775 -6.94681611 1.62696353 -0.86867674 0.18792446 0.34547845 3.20426479 -2.42764417 1.07900232 2.06203237 1.42245709 0.56299037 1.39872996 -0.16413071 -2.43319579 0.00796477 1.03577282 1.47665575] Distance 8.176330184427007 Each least square approximations [-7.99168304 -0.99550816 0.57869071 -1.34777025 3.9534483 -1.91643618 5.71983438 -2.71651674 0.45867399 2.45279026 -0.74103724 0.07631728 -1.23060504 -1.70510208 -0.21168391 -1.35412724 2.22283509 -0.68224927 -1.11972618 1.10317011] Distance 8.552281371275459 Each least square approximations [-5.64379045 -0.48016649 -0.16167439 0.1001407 -3.25936496 -0.39896915 -1.17506423 -1.67888443 0.7723304 0.67949435 0.3847085 -1.89280299 0.60912671 1.82434316 -2.08031628 0.23216285 1.08554858 -0.33586563 -3.39076177 -0.23462833] Distance 12.152936469230491 Each least square approximations [-6.22991141 -3.32255475 -0.12214264 -0.57016806 -3.48354979 0.72349361 -2.92053482 1.35611189 -1.22792836 -0.06225462 -1.41394836 1.9706946 2.95414285 0.04533148 1.09836281 -1.15405339 -0.18788322 0.42681913 0.62926176 0.79918877] Distance 11.286101119570095 Each least square approximations [ 5.14803739 -0.52198062 2.58575962 -1.99794618 4.53190657 -1.89115091 -1.3844945 -0.28219962 1.01532692 0.16394296 0.55141688 0.71627084 0.27662484 2.85518256 -1.20247985 -0.89815948 -1.19000093 -1.6440333 1.29055068 -0.88446273] Distance 11.748264479598662 Each least square approximations [10.08256919 -5.69753853 1.11073945 2.05098026 2.03237949 -3.13257203 -2.22934454 0.4243106 2.23250228 1.05132111 3.65029591 1.30547449 1.01300703 -0.40614342 -0.55698147 1.24389584 1.57945896 0.07060355 -0.74533514 -0.55663133] Distance 5.858533004435945 Each least square approximations [ 6.28810604 0.33740557 1.79707131 -1.9354885 -1.92121057 -2.48197636 1.11696293 0.10004908 4.9484089 -1.23616376 1.80840556 0.14053865 1.67272391 -2.27292655 3.39263452 0.8166497 3.01104303 -0.65405255 -2.22991296 -0.27276743] Distance 9.938947731276548 Each least square approximations [-7.19977259 1.70094586 3.34254178 -3.3640299 -1.83236514 -2.66034725 -0.00836918 0.97264866 -0.81493168 3.51118379 -1.57836847 -0.43439543 0.91678104 -1.28431107 3.1480437 -2.69649515 0.6568232 1.15770337 -0.66539079 -1.9224071 ] Distance 9.521251861798309 Each least square approximations [-5.97844764 3.01484577 -2.04308427 -0.34123974 -4.66712693 2.38612904 -2.24072015 1.15270293 0.75460759 2.30451672 1.16627603 0.27865655 2.97746831 -0.67723668 1.16388715 1.37726408 -0.7022644 -0.73573718 -1.00605459 -1.54419894] Distance 9.670871107920858 Each least square approximations [ 2.89837809 -0.12698174 -0.09939285 -0.08398659 -2.10887459 1.56527962 -0.67811857 -0.80693339 -2.21492927 -1.02210385 -2.16758383 -0.50364469 -0.42713279 -0.12976097 0.32408383 -0.34658141 0.77972137 -0.70062481 -0.32934629 -1.24688728] Distance 13.04861013574225 Each least square approximations [ 4.09862042 4.80522428 -0.64414938 -2.15991391 2.03426817 -1.66423999 -2.83044363 0.13395152 2.04327626 1.53530487 3.15033162 -2.14103031 -1.80830842 -1.48245715 0.37768629 -0.24802677 -1.00151959 -1.58340972 -1.46627009 2.38830053] Distance 10.13974510990717 Each least square approximations [-8.51340117 -1.2680815 2.23082235 -0.47742649 -2.00863662 -5.35386863 0.95930326 1.26382136 -1.05262793 3.42577391 -2.03339357 -0.02359559 1.83842597 1.19720551 -2.83586513 0.99677289 0.88506789 -1.20133294 -1.01076411 0.53590036] Distance 7.206075333090045 Each least square approximations [-3.86305845 -0.51148169 -3.14784634 -1.1414256 -0.3620259 -0.81269541 -0.8777195 -0.01579434 0.73562778 2.18749228 1.90863635 2.66045643 2.26168268 -0.79451711 -2.42333481 1.23038617 0.10622718 -0.04419812 -2.00896854 -1.41677089] Distance 11.730395464676572 Each least square approximations [-8.16933906 0.17380366 -3.88455808 0.72883313 -3.72235025 -2.69564277 0.38984178 1.85303857 0.5295157 -0.8027212 -2.28737028 4.21414962 1.0789829 -1.59049546 -1.04411013 -0.52857516 -0.44159495 -2.67478707 -0.49188516 1.28040098] Distance 7.4491534685436696 Each least square approximations [ 4.59274168 -0.83246432 0.64313987 2.44899846 1.5701395 0.78275159 1.40595906 -0.0075903 -1.71618175 0.22672276 2.30111167 3.29621011 1.03498804 3.25553462 0.05211254 -1.11748166 -0.31927008 -1.49345666 0.89180538 2.08021424] Distance 11.314248445592566 Each least square approximations [ 6.32136302 -2.05132614 -3.51429074 -0.69589414 -1.01748286 -2.46678327 -0.78160448 1.5171051 -0.48209717 0.08812047 0.94111309 0.11326217 -0.39426924 1.84052209 -0.5673137 2.52033862 0.16368567 -1.84317549 3.46504428 -0.54635095] Distance 10.32849657600783 Each least square approximations [ 6.65292886 3.85136826 -3.69896779 0.79971297 0.80760354 -1.10246793 0.56046515 -1.13471649 2.95805215 -0.78481704 3.31591391 -0.10529922 -1.41799396 -1.83635298 2.63765563 2.41214043 -0.49863447 0.61826691 0.22061962 -3.05595709] Distance 8.681148353375157 Each least square approximations [-6.06817904 1.22855646 0.20725282 -2.52185662 1.94614524 -4.51498596 0.51314896 -1.4898148 1.15573712 1.07891834 -1.49818158 -0.70253268 -1.09627044 -0.33868711 -1.42495572 -2.81767764 1.96778611 0.67330433 1.02777112 -1.96579427] Distance 10.180214114159513 Each least square approximations [-8.87652001e+00 -7.04657160e+00 1.89363476e-01 5.80223970e+00 -1.21015449e+00 -1.88114189e+00 3.13229161e+00 -4.98431898e-01 3.96836273e-01 8.24571658e-01 -1.11736173e+00 -7.33010637e-01 1.14794127e+00 5.35664941e-01 1.13433593e+00 -3.81754192e-04 -5.90783877e-01 -6.35914636e-01 3.11591220e-01 1.66145618e+00] Distance 3.985199742980444 Each least square approximations [ 3.89111878 2.04841044 0.81113274 -1.31951304 -0.9924402 1.60999249 -1.6632696 -1.46815819 -0.97950664 -1.61289205 -1.47312283 -0.67095802 -0.17061937 -0.25247757 1.19549037 -0.61442872 -0.79269554 1.94986036 2.01549328 -2.6258934 ] Distance 12.186693172723771 Each least square approximations [ 5.43032127 -0.95685785 1.77480914 1.35174595 3.2630386 -4.661528 -1.07266837 -1.4546374 3.75004496 -0.72625314 2.55872516 2.07906678 -1.95185783 0.11274687 0.83904425 -1.0941814 -0.09506219 -1.27131964 3.37398072 -0.10679675] Distance 9.326835952900433 Each least square approximations [-3.35321418 -0.95316405 -4.26738561 -1.01980462 -4.10836111 -0.4742349 4.2312018 0.40339656 1.62599451 -2.36200768 1.52219637 -2.44132247 0.34646023 -1.66497211 -2.39925753 -1.46889483 -2.18333728 -0.14576712 1.36438938 -0.06747271] Distance 10.083934178478197 Each least square approximations [-3.56581893 0.37627744 2.0783079 0.41299984 -2.14142018 -0.92481046 -3.15110781 -1.47016668 -1.6238951 -2.0933158 -2.13142895 1.5802031 2.4715603 -0.24226606 2.40447806 2.01925331 1.66777452 2.13893467 -0.22938713 1.55362605] Distance 11.288592635676045 Each least square approximations [-5.26379972 1.62187405 1.3514303 5.26339777 -2.66767673 3.08064278 -1.81529316 2.69237613 4.18654744 0.01331214 1.78553893 -0.55690422 0.25365616 1.49713518 -0.09468062 -1.96207998 1.39229041 1.77239778 -0.18571723 1.19003649] Distance 9.026592131241914 Each least square approximations [ 5.10729866 3.21568253 0.46459964 -4.82548167 -0.40621377 -2.14471417 -1.67194563 1.73213202 -1.22891954 -1.52351798 1.65493514 1.35564564 -1.31489997 -2.47040704 -0.34954112 1.24685894 3.17775725 2.1001704 -0.59284973 0.86266069] Distance 9.910144707325099 Each least square approximations [ 4.11614412 0.42788941 -2.97346562 -3.46241187 3.84837034 1.27085052 -0.2038446 1.65105721 0.42082539 0.66362278 0.83197895 -0.85366803 1.8444122 -2.79352381 -0.10403504 0.86353172 0.54113279 0.35666769 -0.88699841 2.20870696] Distance 11.179669684020968 Each least square approximations [ 3.38109351 -1.0014761 -0.63329486 -1.90844799 -0.78455993 0.03516808 -2.30142695 -2.69261769 -0.22612098 -0.26681995 1.94720005 1.58682963 0.5782987 0.04102938 -0.06152758 1.14912662 1.02063089 -0.1232936 -1.27823919 -1.36011004] Distance 12.646909948380102 Each least square approximations [-3.41448522 -0.19327538 2.70827764 1.24631483 -1.92217295 -1.36855716 0.20491991 0.88099457 -0.14155567 1.574156 0.60142876 -3.36748798 2.41235045 0.30228107 -0.31824173 0.75470262 2.82456281 -1.02667917 -0.42379349 0.57117334] Distance 12.038665098681879 Each least square approximations [-5.08485758 3.93943514 -6.34356644 4.40925899 1.29962536 -2.96559656 1.4860599 2.88999334 -2.19721144 2.18112561 0.67103942 -1.13945742 1.23310123 -0.36659106 0.61745021 0.72497378 -0.88304396 1.9436711 1.29301239 -0.07983321] Distance 9.58181187395109 Each least square approximations [ 1.48143007e+01 -8.26085571e-01 -3.12724647e+00 -1.60761111e-02 5.24544753e-01 5.78069078e-01 6.47005234e-01 -5.63072164e-02 7.89840588e-02 -4.38168940e-02 -1.12760960e+00 -5.58512034e-02 -2.79824709e-01 1.04865288e-01 1.78692389e-01 3.90293832e-01 5.31202600e-01 -1.40572566e-02 -8.99819674e-02 -5.39230022e-02] Distance 1.1123598456333676 Each least square approximations [11.15119282 -2.52959021 -4.43710161 -1.1986528 -0.58882585 0.45311284 -2.52502744 -0.52776823 0.20412444 1.26101644 1.08648278 2.294154 2.17263264 0.52802824 1.2352467 -0.81456413 -0.67063459 0.38121383 0.76661894 0.68920353] Distance 7.618623284706185 Each least square approximations [-9.48763693 -4.83627668 -4.79819516 -0.79527964 1.26782135 2.52262307 1.02053268 0.07818844 0.3069102 0.88913102 1.09943364 0.7674669 -1.25664936 -1.34986372 -0.27156757 1.3135242 -2.56858066 0.82221896 1.35221857 -1.87718339] Distance 8.21319513142728 Each least square approximations [-10.93211657 6.83461787 2.26897883 -1.51973208 -4.10448631 -2.55905495 0.93517274 -1.56347312 1.48884089 0.14430735 1.15969523 0.40167641 1.01579909 -1.44310542 0.17176457 1.05203594 -0.43459628 0.35340556 -0.52930573 0.16182234] Distance 5.003389553245576 Each least square approximations [-9.60537751 -1.9462662 6.4052626 -0.26986809 -2.45855892 0.38233579 -2.29987591 -0.47186131 -1.93425907 -1.40179855 -1.07354962 -0.72733729 1.69710414 1.32502498 0.72204678 0.34530158 0.20447857 -0.62408706 0.33023496 -0.42933703] Distance 8.473531935206461 Each least square approximations [ 9.88915475 -2.74497849 4.08297535 -3.28175465 1.68132679 0.41693221 -2.28658969 0.63130341 1.1890127 3.44679505 -2.57683981 0.28096581 0.27998556 -0.2555532 1.78309673 2.17828529 0.2489011 -2.43102788 0.30706492 0.97447387] Distance 7.586066392942031 Each least square approximations [10.84361494 4.46733083 2.11618456 -0.89382934 3.48896696 -1.05844128 0.42245235 -0.79963871 -1.60856769 -3.19217947 1.24035548 -1.78466533 -1.27636436 -0.64653131 -1.70793122 -2.78559765 0.04105416 -0.47184523 -0.65676448 -0.7694616 ] Distance 6.755908448338701 Each least square approximations [10.99456601 -5.14283275 1.78896647 -3.06665085 0.33427059 1.2563258 -2.40793303 -0.21135914 2.23981597 0.86337452 2.59602048 -0.6979193 -0.91756985 0.72742005 -0.59622116 0.06425176 -0.24197668 0.54530595 -0.8688868 1.99605438] Distance 6.838329536742073 Each least square approximations [-11.6955989 -4.7632188 0.93711161 1.55104094 -2.860479 -0.47531558 -2.73290099 -0.38534234 -0.22379435 1.02839576 0.84614053 -0.11571721 -0.73749442 1.76899399 0.30658704 0.53851099 -1.50432149 0.05145886 -2.72097045 0.31293254] Distance 6.292680247163835 Each least square approximations [-4.16912654 -2.81446321 3.43557505 2.4637269 -0.62886053 0.77165436 0.13902727 1.7421607 -1.74968579 -2.68221644 -0.11126559 -2.61385408 0.22707573 0.39741159 -1.17624484 1.25781535 -2.19106472 2.60349318 0.08386382 1.60203661] Distance 10.222294356109272 Each least square approximations [ 1.35225973 -1.99779999 0.21299714 -0.02082351 -1.77483775 -0.19645629 0.23962908 0.86636736 1.45950511 1.70999123 0.58016207 0.49549036 -1.2812884 -0.44276979 0.08876075 -1.11194995 -0.57170579 1.4483986 1.2562843 -2.04700672] Distance 12.624211536724614 Each least square approximations [ 1.76007515 -2.26032552 3.64448125 1.86265062 -0.32929527 -0.15881844 0.85917563 -1.90592708 5.81513204 2.23570685 2.64319022 -0.86701441 0.1218267 -1.5059634 3.5913781 0.87587383 1.24837483 -2.77882033 2.81433596 -0.55861631] Distance 8.75605276283969 Each least square approximations [-1.47219093 0.40168404 2.04337883 -3.63215483 -2.73186577 2.96668917 1.88846334 1.23194606 -2.53622229 -0.86944641 0.73860883 -0.73028562 1.87643026 -1.73809043 -1.73392371 -2.22645594 -3.11660089 1.28711633 2.15677976 -1.37367426] Distance 10.218526435688155 Each least square approximations [-3.05517607 -1.74236379 0.82029439 2.95255836 -0.74273505 -1.58569652 2.522238 4.06074595 -0.02985201 -1.49718119 -0.9860948 1.78530093 -0.28489458 -1.1942968 0.50946872 -2.13407508 0.90291961 2.23861819 1.31648817 -0.49502203] Distance 10.859943882052558 Each least square approximations [-3.73199184e+00 1.52757134e+00 -1.77182918e+00 6.18247134e+00 1.92577696e+00 2.61679419e+00 1.16443222e+00 2.06127079e-01 -3.80537844e-03 1.32806903e+00 7.64250682e-02 5.93130764e-01 1.18937682e+00 -9.41393456e-01 -2.70538655e-03 1.02964968e+00 -4.65738835e-01 -1.76842622e+00 -1.95629644e+00 2.37713943e-01] Distance 10.190980068381496 Each least square approximations [ 2.62457448 3.79186868 -0.50631964 0.26194334 -3.81541638 -2.41365241 -0.76184478 2.26730276 -0.44523311 2.05331011 1.56221835 -0.6397417 0.48915741 -1.924705 1.70704712 -0.42408816 0.18324523 -0.69504675 -2.26227598 -1.43203162] Distance 10.79174346357662 Each least square approximations [ 0.33326141 0.08563984 -4.48201766 -1.78629019 3.01520748 -0.041053 -0.86940206 0.94521662 0.59622416 -0.5488829 1.6629557 0.9347366 -0.02821593 -0.26113586 0.01949073 -1.18274159 3.53681002 -0.76781244 -0.26395409 -0.23211404] Distance 11.533348498016785 Each least square approximations [ 2.04012922 2.42717847 -1.44441446 0.28399089 0.29200574 1.09138554 -2.5388916 -3.05064553 2.2076453 -0.22777005 1.68971531 1.73095386 0.5642717 2.14288811 -1.41818141 -0.90820219 -0.32537423 1.18606128 -1.36209339 -0.58263581] Distance 11.604513155398381 Each least square approximations [-2.00299815 1.98539568 -2.6731698 0.12303996 -3.49744162 -1.35598705 -0.16530518 -0.16460999 -1.04690974 -0.93851007 -0.54481789 -2.45631225 0.60293154 -0.0971861 0.0328254 0.46681207 -0.04384641 -0.16652782 -0.65252927 -0.21367276] Distance 12.145138208382326 Each least square approximations [-6.36485169 0.26750197 -0.66877302 3.47179279 -2.69670651 -3.49890933 -1.6091792 -2.22317788 -2.67856251 4.84085207 1.39428295 0.87387123 0.48344569 0.46261991 2.88265323 -0.37171502 -0.61975322 1.5376709 0.46572237 -1.9668715 ] Distance 8.996878847346268 Each least square approximations [ 6.02177584 -0.87741385 -3.53001699 -0.9386784 -0.88350452 2.50554291 -0.09958326 -0.20071692 -0.23641935 -3.27525049 -0.82863397 -0.17602445 1.10004452 -1.3048893 1.09361377 -0.54007809 -0.13252494 -1.024442 0.8513521 -1.24713846] Distance 11.54941253047118 Each least square approximations [ 5.73981527 3.054672 2.27405215 -1.72382679 2.81403116 0.22141821 -4.27981596 -2.38709196 0.10390421 2.01561458 1.01019084 0.37797447 -0.77857954 1.11898305 1.26327181 -0.15322114 -3.03989908 0.77803166 0.3075281 1.16490431] Distance 10.378107504060646 Each least square approximations [-5.37558429e+00 -3.46037094e+00 -2.34295754e+00 -2.19259512e+00 -6.77961090e-01 1.46738760e-04 3.83085654e+00 6.98569942e-01 1.64349017e+00 1.82051556e+00 -1.72296732e+00 2.17041280e+00 6.86645733e-02 -3.61251042e-01 -7.73205323e-01 1.30606288e+00 2.22864036e+00 9.89263090e-01 2.51192956e-01 9.08411218e-01] Distance 10.97093141440209 Each least square approximations [-7.19485597 0.34117063 -1.5957888 3.61835478 -2.71275066 -2.13682267 1.1092019 -1.53367777 -1.95328069 -1.20334906 1.67616645 0.89985016 2.63969399 1.98536195 0.85247239 1.14645307 -0.67803354 1.97297267 -0.84839151 0.04640303] Distance 10.00915657317176 Each least square approximations [-5.08652802 -3.59169555 1.55116872 2.41644663 -3.84342054 3.35690568 -1.72056923 3.13791841 0.19355572 -0.26150075 -0.60175264 -0.39950004 0.77652323 0.71564886 0.63129786 -1.3769214 0.81194633 -1.90518004 0.3532693 0.26340206] Distance 10.757948717169368 Each least square approximations [ 4.05073283 -0.03127531 3.22719431 -2.5639949 2.27035343 -2.55152594 -2.82250633 -0.59629244 -1.28519244 1.68287237 0.14681508 0.81973327 1.58194643 2.95284739 -0.84584111 0.38400093 0.28137705 -1.65409605 1.52647171 -1.78541138] Distance 11.45161475985252 Each least square approximations [ 9.15996291 -2.10551355 -4.55762737 -0.48357163 2.1632657 -0.22089115 -2.63907753 1.39945752 -1.91997581 0.01023553 -1.42373664 -4.30058524 0.38730071 1.00980686 0.06453603 0.8526862 -0.44887636 0.43033276 -1.54075729 1.18674405] Distance 7.539608145866365 Each least square approximations [ 6.30422406 -0.56214222 1.58270529 0.0112189 -1.66220916 2.04348612 -2.28583519 -2.11247111 2.26636053 -1.50234676 1.26397398 0.38755816 -0.44624364 0.33890268 -0.94766012 3.24142322 1.46324986 2.47489185 -0.22365831 -0.67611973] Distance 11.013426076747448 Each least square approximations [-8.53391155 1.91350214 0.21072706 -3.31157542 -1.71358895 -4.8355376 0.67878846 0.24294185 -1.37274325 0.94019291 1.34494406 0.04037847 3.77924601 -2.35530225 -0.42819388 1.80212836 -1.22833503 0.68559578 0.47749916 0.07737883] Distance 8.10729080058256 Each least square approximations [-4.83134746 4.7057334 -4.15868581 5.37736318 1.34942585 -1.77347326 1.2980688 3.45677047 -3.48850706 1.48775045 0.76852826 -1.29879891 2.53119377 0.84644326 0.50056663 0.7061334 -0.93953953 1.86233793 2.81666559 -0.59028992] Distance 9.270999960157532 Each least square approximations [14.13206475 -5.04004842 -0.22181113 0.84733497 -1.39913341 0.8229965 0.54646721 -0.16320793 -0.08661159 -0.75987621 -0.05950774 0.6197155 0.25187046 0.43754102 -0.50162204 0.16243501 -0.36165289 -0.08748081 0.49302943 -0.26476684] Distance 1.6164695039474335 Each least square approximations [10.5273812 -2.33679595 -3.57321582 -0.29463704 -0.06998686 -0.86592758 -2.21508265 -0.35055951 0.03953329 2.13344991 2.02639929 2.0756363 2.36395965 -0.83585794 1.221435 -0.06437789 0.08114996 0.18054774 -0.26995081 0.86544742] Distance 8.767987677885548 Each least square approximations [-8.40416144 -5.82659945 -3.80136906 -1.65516109 0.03630703 2.85073184 1.32574188 0.42730253 -0.28090165 1.05835476 1.12642119 1.53190011 -1.28763419 -1.46642523 0.47177413 3.2106159 -3.04457494 1.86797608 1.4100462 -2.35821378] Distance 7.881343746279592 Each least square approximations [-9.90201648 6.47421437 2.15852828 -2.55782445 -3.88481371 -2.47317684 2.61718405 -0.70569409 1.82211995 -0.25898655 2.46202277 1.43070523 1.71600309 -1.48879997 -0.84535306 0.13044169 0.07781597 1.42021131 -0.08156209 0.81874279] Distance 5.796809117946521 Each least square approximations [-9.2835006 -1.87560192 6.86277005 0.35192937 -0.65449217 0.18458802 -1.42680757 1.11170513 -2.8971576 -1.57950641 -1.15821939 -0.3531581 2.24674544 1.05903085 0.70817522 1.82663914 0.51336484 -0.17876311 0.18047305 -0.43189827] Distance 8.3594940810613 Each least square approximations [10.02287517 -3.75980977 2.9747188 -2.76519545 -0.70264204 -0.27174602 -1.53819345 1.77628829 2.59457805 3.23377932 -3.6093408 1.17138977 0.41386826 -0.03989836 1.58166608 2.92262733 -0.25034076 -2.7082259 0.69467666 0.1282379 ] Distance 6.747984258132607 Each least square approximations [ 9.52170554 3.8344976 0.56039772 -1.22768994 3.59338784 -1.21158571 -0.24417277 -1.98978452 -0.9539631 -3.65127483 1.78260549 -2.39133264 -2.01763425 0.28230507 -1.8195285 -3.08208105 0.46862804 -0.42631633 -1.04739102 -1.28712697] Distance 8.0358182398927 Each least square approximations [11.15996896 -6.02259964 1.51743818 -0.65493761 0.71851385 1.84039941 -3.58475116 -0.04370307 3.09613879 -0.50788684 2.04327693 0.04918307 0.13690791 1.45523295 -0.49236536 -1.02672279 -1.11372774 0.25711599 -1.20818526 1.75098053] Distance 5.461155164667134 Each least square approximations [-10.76545281 -4.0692459 -1.03168682 2.3465453 -2.65876249 -2.18426179 -2.15031156 -1.21548406 -0.62178027 1.93589612 0.90262597 0.1040529 -0.89581947 2.15148204 0.63115711 0.897907 -2.21679502 0.36502832 -3.60867925 1.21409134] Distance 6.731209748838447 Each least square approximations [-5.31754064 4.32662853 -4.84740392 4.73001153 1.08839526 -1.77068291 0.59321103 3.29528625 -3.01412194 1.52286558 0.66308305 -1.69059681 2.03258387 0.35376047 0.32711904 0.74099438 -0.72911643 1.60422992 2.76905569 -0.58868732] Distance 9.510209304561377 Each least square approximations [14.19684007 -4.33104358 -1.02983051 -0.29035042 -1.76400497 0.07527793 0.57503304 -1.01087236 -0.72962798 -0.95449968 -0.44662897 -0.17445418 -0.05700337 -0.09211022 0.04301834 0.25393868 -0.36496495 -0.46798102 -0.23916609 -0.12673422] Distance 1.2145435838757197 Each least square approximations [10.53468715 -1.58958906 -3.99075431 -1.09579137 -0.32402265 -0.90649992 -2.33537894 -0.42595106 0.31366919 2.6027838 1.82424567 2.26342406 2.49246421 -0.1786193 1.45785607 -0.40951543 -0.04343454 -0.09532555 0.04026685 0.89876671] Distance 8.227876507657525 Each least square approximations [-8.98888875 -5.36183169 -3.59726752 -1.45297046 0.45513885 2.65464967 1.19325714 0.30296203 -0.11971205 1.01534043 0.93703951 1.1877877 -1.11800136 -1.41830424 0.16462858 2.89056575 -2.81433665 1.1390857 1.25067555 -2.10096297] Distance 8.125873358786384 Each least square approximations [-9.81749621 6.39688874 1.97725719 -2.21652721 -4.21483614 -2.46881274 2.41190685 -1.07889068 1.92063146 0.10594246 1.89949595 1.53157896 1.62696407 -1.07301074 -0.63852005 0.79439674 -0.21354075 1.26571913 -0.37871347 0.78988933] Distance 5.9751001827230334 Each least square approximations [-9.61600749 -1.96810771 6.10486456 -0.02652715 -0.94124328 0.07622981 -1.7709805 0.94642798 -3.05435085 -1.56258534 -1.10758071 -0.37758003 2.58553946 1.07682057 0.58316269 1.06120967 0.48434141 -0.15864187 -0.01106683 -0.4051306 ] Distance 8.256218553944569 Each least square approximations [10.26981522 -3.16718219 3.15558436 -2.8495338 -0.19146208 -0.25252784 -0.97675209 1.02630186 1.78071737 3.56398313 -3.64439665 1.02821703 0.49717181 0.11518794 1.38085106 2.91537983 -0.47562018 -3.01051182 0.63829904 0.39658907] Distance 6.569395525274516 Each least square approximations [ 9.81220084 3.72960024 1.04357172 -0.54121171 3.66321853 -0.95376809 -0.88680866 -1.65066463 -0.82432319 -3.51270758 1.86791573 -2.18674194 -1.81575412 0.30879404 -1.61068157 -2.17415233 -0.12546239 -0.33946755 -0.70731979 -1.28445854] Distance 8.11662482868828 Each least square approximations [11.29180142 -5.40568342 1.69559937 -1.40694627 0.72349625 1.84810835 -3.24719638 -0.23331793 3.32542875 -0.74012141 2.03668581 -0.24912899 -0.23446079 1.61379001 -0.41392501 -0.67994536 -0.94231365 0.41787664 -0.96539577 1.49415802] Distance 5.488178593043302 Each least square approximations [-10.84676356 -4.26445253 -0.62696938 1.58030547 -2.96066543 -1.6508486 -1.78470905 -0.99612629 -0.26910546 2.04257017 0.61592645 0.68417545 -0.71115296 2.17705715 0.66112629 0.92061513 -1.64560107 0.78737987 -3.45256363 1.28183087] Distance 6.8311936977452765 Each least square approximations [-5.39496953 0.91015235 -1.55554706 2.96388748 0.89891061 -2.02502547 4.20319854 -0.73096898 -2.49634667 -2.26418996 1.10677753 0.13544419 -0.30991858 0.88869063 0.3289896 -1.86319626 -1.79113129 1.84080981 -0.45545836 1.44309074] Distance 10.42622913305055 Each least square approximations [ 5.53501045 1.42684371 0.91978425 -0.79827575 -0.98041419 2.934355 -2.05391447 0.65247256 1.56339474 1.35171513 0.28501273 0.4293127 -0.4764265 0.68932682 -0.33678585 -0.01924949 -1.46969273 1.02287843 1.78088067 -0.95413258] Distance 11.742915880045949 Each least square approximations [ 6.87584902 -5.10274236 2.5578706 1.18818488 4.3410726 0.24704531 0.15330463 -1.36310479 -2.11477032 -1.00177028 1.70052402 -1.12913441 2.2481007 2.15784879 3.59703892 -0.26661826 0.33034322 -2.47792452 0.94226003 -0.20489321] Distance 7.570309624673144 Each least square approximations [-2.43865064 -2.10653772 -6.53845567 -1.76826065 0.59733991 0.21646643 2.33041342 0.93655506 0.57482497 -1.61926978 -1.24175215 1.57425867 0.5864686 -2.1424875 0.0247743 -0.79618113 -0.49835687 1.73199891 1.25410882 -0.56786884] Distance 10.874250856583894 Each least square approximations [-7.59562309 -2.3164517 3.13819491 -1.36075117 0.50515073 -2.0765696 -1.29135931 -0.0207441 0.18655213 0.86527921 0.49265663 -0.35243505 1.10755839 0.97189571 4.30506518 -0.43088892 -0.22327711 2.02132209 1.58198984 0.48192507] Distance 9.434102727220255 Each least square approximations [-5.03699997 -1.36363037 4.91483074 2.37924636 0.12597341 3.63583393 -0.75180652 -0.99103002 2.05463549 2.17434286 1.74657035 3.72173641 -2.35807682 -0.62589686 0.99967409 0.79274401 -0.07045854 -1.04376566 -0.92280882 -0.09908982] Distance 9.575581109998941 Each least square approximations [ 6.26435072 -0.08756172 2.38815968 -1.15618192 0.63852282 1.28913621 -1.71782633 2.79730029 0.67332739 -1.09672816 -0.54892719 -2.22713321 -0.14984281 -0.51810677 -0.47082667 -0.18151735 3.68382476 1.20301139 -0.3474169 -1.07723151] Distance 10.770849682731827 Each least square approximations [ 5.30591477 1.15514314 -1.88221426 -3.85403358 4.30595838 3.36555615 -0.26653552 -0.16300514 -1.15167185 -0.68243006 -0.39829665 0.43296729 -0.78317124 -1.74371262 0.12433131 -0.780754 1.08804743 0.20329632 0.20147069 -1.12090962] Distance 10.588670767546185 Each least square approximations [ 5.30307282 -1.11471286 0.21518894 -2.47204196 -2.20561774 0.37009775 -3.01597577 0.58034685 -0.35853535 2.12636305 0.7478625 1.97534455 1.30876019 0.35192538 -0.66828325 0.52502768 -1.92590705 0.37156806 0.96812425 -0.22308562] Distance 11.508560564063535 Each least square approximations [-5.56572899 0.58749912 2.93963118 3.02711025 -2.93145632 -1.37638061 1.54290293 0.80174295 -0.48683825 -0.57503092 -2.38524473 -2.23482513 -0.3082057 1.37497743 -0.18908643 2.12682268 -1.34464084 -0.92122735 -0.02221088 0.31314758] Distance 10.757253520587412 Each least square approximations [-4.85530672 3.27946302 -4.81218994 1.0971814 -2.35387157 -1.32504798 1.44222163 -0.35195963 -4.54866017 2.99003282 -0.76367197 -0.08211667 -0.45420529 0.96323347 -1.14379779 1.75829278 -1.74361632 2.56169434 -0.951756 -2.5994244 ] Distance 9.725281563536829 Each least square approximations [ 8.85638419e+00 1.26705088e-01 -2.73559779e+00 5.52775130e-01 -1.59231087e-01 3.51112499e+00 -1.66915731e-02 1.43437015e+00 9.35917324e-01 -1.76889300e+00 2.89018081e-01 5.13685337e-03 1.08786152e+00 5.12959059e-01 -2.36221253e-01 7.24849494e-01 1.03296468e+00 1.02538404e+00 -1.49109549e+00 1.42003727e+00] Distance 10.132368880254303 Each least square approximations [ 7.85760364 1.13154999 -2.12147168 -1.66530267 3.10125434 2.78682652 -2.65078696 -1.97903949 1.68028424 -0.17408182 1.62441072 -1.81568279 2.17522246 -0.86946788 -0.90317738 0.07943282 -2.21121587 -1.62525749 -0.59721445 1.39032611] Distance 9.60459286330746 Each least square approximations [-9.60991435 -1.55228887 -1.04814295 -1.44882287 2.08630268 -1.59740408 0.4561018 -0.91142938 -0.16813143 1.13438969 3.28648674 4.9567376 -0.29076924 0.47958261 -0.61269102 -0.14138276 -1.27767316 1.0432298 1.64444896 1.80339297] Distance 7.988606185451554 Each least square approximations [-10.66372542 2.40035308 -5.18296706 1.46721151 -1.30166074 -3.33722009 -1.26910844 -0.98183197 0.95645506 1.28942875 1.19211417 1.35634409 0.13266565 -0.98110015 -0.89076997 0.13230979 -0.53201475 0.22029877 0.82351179 0.23463795] Distance 6.572549454225748 Each least square approximations [-8.63905612 -2.93947568 1.02535364 0.17930087 -4.49160015 1.13710424 -1.99859731 -0.02206974 -2.67341311 1.14333978 0.44651855 -1.03606456 0.36926619 -2.33872618 2.07936943 0.39297916 -1.37499971 -2.45900576 1.21437414 -1.00627769] Distance 8.702613547528328 Each least square approximations [ 5.91920147 -1.78523762 4.30243999 -2.16729297 3.43083859 0.43491701 -3.26935768 0.14573437 -0.61829963 1.70671693 -0.14729314 0.53848781 1.15645873 2.83244592 0.66816084 -0.29895466 1.01770318 -3.16438516 2.15324634 -0.60043828] Distance 10.106453157641283 Each least square approximations [11.84167592 3.26484419 -1.53168912 -0.44611633 -2.58327374 0.31943702 -1.73452491 1.95078213 0.20566749 -0.54969015 -1.38971972 0.65635425 -1.24169252 0.26746711 -0.58063339 -1.37088369 1.2647396 -0.58514756 0.51831134 -0.81066157] Distance 6.274387663117402 Each least square approximations [ 1.09702588e+01 1.09424629e+00 8.29201475e-01 -6.45631935e-01 -2.22490224e+00 -5.28798036e-01 2.54831328e+00 -3.08384063e+00 1.40639987e+00 2.20368355e+00 -1.43213015e-01 -1.45045646e+00 6.02706283e-01 1.50028175e+00 -3.52923535e-03 1.34576248e+00 4.17869236e-01 1.42051329e+00 -1.02687008e+00 1.70367571e+00] Distance 7.2371159894279335 Each least square approximations [-13.43922148 0.86396916 -1.08562436 -3.7924704 1.42284477 1.98818619 -0.12262742 -0.23990655 -0.15170797 -1.0714316 0.52591223 -1.53684813 -0.10662179 0.43766502 -0.18429269 -0.28489853 0.07578211 -0.34574208 -0.14735007 -0.57947012] Distance 2.8653743525865156 Each least square approximations [-5.90558385 4.20546144 -5.11489694 1.37077978 -1.56079213 -1.0389184 2.64389044 -2.13693485 -4.70668886 1.50393941 0.76236945 -0.70567934 0.23794302 1.00320916 -0.9590357 2.80578598 -1.39433477 0.9061663 -1.17978213 -1.46361864] Distance 8.92570139852221 Each least square approximations [ 7.8029264 0.12707508 -0.94694704 0.51751953 -0.74901434 5.23343536 -1.5811608 -0.94693883 1.14576419 -2.75064375 0.24711185 -1.05943502 -0.49246485 0.44623823 0.50517803 1.27445928 -0.17741305 0.54455644 -0.83591644 0.36710602] Distance 10.489704353875757 Each least square approximations [ 7.73704668 -0.41808615 -1.38044589 -1.55489077 4.61052084 2.32559497 -2.34025736 -2.96741868 1.13427652 0.88543888 1.30855745 -0.83385228 0.84818828 -1.42092457 0.57178204 0.59379285 -2.66159154 -0.7739944 -1.14572233 0.81468858] Distance 9.701978916191129 Each least square approximations [-9.01492833 -1.18208748 -2.92898783 -3.88419826 2.47730395 -1.17021782 1.32473472 0.29168239 -0.64353022 0.25493861 2.40853093 5.36474015 0.09184468 0.84156554 0.22704302 -0.66469462 -0.90286157 1.41033032 1.12990815 -0.6195296 ] Distance 7.783174405992373 Each least square approximations [-11.58879746 -0.84498527 -4.77029185 -0.49253149 -1.18544622 -0.93061182 1.35337859 -1.35276915 -0.07286388 0.36000386 -0.95511894 1.20524942 0.30666993 -0.87505344 -1.4652085 0.8567397 -1.0652198 -0.20036634 1.94887856 1.10734938] Distance 6.37234456920714 Each least square approximations [-9.71832913 -3.63976602 1.24595794 0.10309895 -2.30025856 1.56639696 -0.03549812 -0.40183094 -1.42453815 2.19019043 1.93953412 -0.95914097 0.65853214 0.43721515 2.92748816 -0.61025494 -0.81312399 -1.78703143 1.53090579 -0.09661461] Distance 8.517297460290013 Each least square approximations [ 7.0388981 -0.87318427 4.45748364 -1.89050451 3.14436993 1.0424269 -2.18595311 2.05923822 0.19850638 0.36597704 2.3517221 0.51766266 0.76496131 3.24058195 1.009951 0.2961192 1.39230419 -2.94145539 2.02161615 -0.72876575] Distance 9.480120279551931 Each least square approximations [11.22650635 1.20627702 -2.10128739 -4.46306652 -2.66843378 1.54655939 -1.38270757 -0.48577446 0.92387831 -1.63871329 0.21610585 1.86173886 -1.24514835 0.90539335 0.94614589 -0.8563198 -0.14902661 0.60084154 0.94923943 -0.34196952] Distance 6.407503695615926 Each least square approximations [10.35453511 0.67787539 -1.6356428 -2.06768591 -3.33716096 -0.18167852 -0.33783858 -1.68828143 -0.32850404 1.61284676 -1.24755928 -0.03392229 1.30041595 1.72542613 0.24716408 0.25628877 0.13108968 2.04672228 -1.67591493 1.27598496] Distance 8.397998112798689 Each least square approximations [-12.75345218 5.72683615 -0.47980939 1.66625196 0.71827666 1.82990749 0.40182815 -0.49601438 0.14600388 -0.06387468 0.61021106 0.5283051 0.02763296 1.77790735 -0.72684736 0.25209243 1.12676335 0.70676273 -0.39039558 -1.49707065] Distance 2.3817715046706995 Each least square approximations [-7.19147539 4.16349951 -5.21629922 4.57389562 0.66697938 -1.20919512 1.25709461 2.00881313 -2.79380383 0.6844315 0.50726077 0.0730555 3.45205784 -0.64679798 3.10486915 1.08733572 -0.43158731 1.96659233 -0.0893674 -0.88924071] Distance 7.9300178882085195 Each least square approximations [10.99067081 -1.02753926 -2.70598389 0.80514683 -2.4167988 4.14186355 -1.96537277 -2.80363438 -0.59150208 -0.74989312 -0.77051356 0.2427371 -0.67663405 -0.1435916 -0.75012971 -1.45578023 -0.18265819 -1.05964623 0.2847978 -1.59720909] Distance 7.1472148089372265 Each least square approximations [ 9.62474844 -1.32494178 -3.32179733 -1.89125584 2.57311439 -0.52991901 -2.87458687 -1.75794874 -1.41677799 2.09010322 2.06189996 0.84373539 0.30496796 -0.13168806 0.99226888 -0.63538435 -0.43938636 -1.33807532 0.40271321 1.75737682] Distance 8.877331578066418 Each least square approximations [-9.98305583 -5.78693928 -4.29932832 -0.77892581 0.45764309 1.77625369 1.11248081 0.97246675 1.51768078 2.68837994 0.26541289 1.2868969 1.02586517 -0.3398025 -0.61843859 2.10157118 -0.87776329 -0.13445797 1.32163344 -2.56433369] Distance 6.32554484481193 Each least square approximations [-10.7986776 3.90140583 0.28476243 -4.62288646 -1.49360781 -0.34451314 1.54448466 -0.55466567 -0.86369553 0.59729001 0.97440301 1.14271725 2.40348145 -1.0705625 -1.56803125 0.78622669 -0.71693437 -0.79232025 -0.12277727 1.18225621] Distance 7.063793047461586 Each least square approximations [-1.09737260e+01 -1.72438487e+00 6.35059199e+00 5.83180126e-01 -1.15611594e+00 -7.46604283e-03 -8.40000742e-01 1.91352138e+00 -2.05604699e+00 -2.19455450e-01 -1.50796060e+00 5.42579021e-01 1.81214992e-01 1.43855529e+00 -2.43967225e-01 -4.94012071e-01 -8.99057317e-01 -3.05075957e+00 3.63316139e-02 1.27692355e+00] Distance 5.776640315047153 Each least square approximations [ 9.85990901 -3.02446368 1.61920317 -2.45595148 1.98370578 0.61921215 -0.71430171 1.93575286 1.81273799 2.64609799 1.47784566 0.24337397 1.98193387 2.17155408 -0.1164361 0.74267684 0.9791178 -1.19350089 0.76329186 0.31319071] Distance 8.702775445091653 Each least square approximations [10.37562104 2.77458073 -1.07214419 -4.39408386 2.45283768 -0.96734973 -1.15364618 -3.16450976 -1.3272098 -0.14083963 2.12989293 -2.22770667 -0.91618558 0.75170857 -2.08068428 -0.4390569 -1.2535368 -0.41084465 1.13363539 -0.301732 ] Distance 7.0503141956353845 Each least square approximations [10.65690503 -4.04532352 -2.49809368 -1.31633217 0.90013928 -1.27803695 -1.359241 -0.45456849 2.92266748 -1.30723562 1.43172573 1.79983398 -1.47726794 -0.50836274 0.03721708 2.38316988 -1.4700971 1.74547362 -1.16167021 0.64068757] Distance 7.148554440577233 Each least square approximations [-11.25153083 -1.66605987 0.77669578 3.56666504 0.74569956 -3.68217865 0.06815337 -2.00098519 -0.21513082 3.38691935 -0.57723337 -1.50540919 0.16336007 0.79914665 0.36559974 -0.46145641 -0.0193075 0.27445495 -1.73550304 -0.94026746] Distance 6.64949910770667 Each least square approximations [-12.79426962 -1.87681688 2.14919742 -2.78227886 -0.44802071 -1.49411655 -0.73751345 0.81110365 -0.48829001 -2.13770113 -0.28627794 -1.66168902 0.16342162 0.32333154 -0.14414982 -0.29709448 0.35531055 -0.84227011 0.32391164 0.41836948] Distance 3.426522547157863 Each least square approximations [ 2.69659945 1.40147808 1.1764978 -2.30992281 -2.91365757 0.7254008 -1.69196035 -1.17330088 -2.93105711 -1.27348046 -2.89575867 -0.42898833 -0.42798995 -1.01949469 0.91956104 -0.12240389 0.39964086 1.22573928 1.0900683 -0.32434395] Distance 12.28525471815192 Each least square approximations [ 5.43659809 1.90980301 2.59880292 -2.49199278 3.28613983 -4.92127952 0.99445005 -0.8617533 2.51018988 3.43347391 3.20037834 0.0549625 -0.46830622 1.51461361 0.95826541 -0.3016941 3.87149763 -0.47619587 2.88406818 -0.30924447] Distance 8.096635640878434 Each least square approximations [-5.90318999 0.21489299 -0.24527417 0.1365029 -3.93295135 -0.91368985 2.44748423 1.82285061 -0.36037013 -3.01306213 -1.29448846 0.13518557 0.83457765 -2.49764289 0.02195101 -0.95830435 -1.2010314 -0.67228828 0.03385658 0.50917653] Distance 11.066156431212807 Each least square approximations [-3.94560686 -3.16548044 1.5129656 -1.62861829 -1.0449965 -4.51121992 -0.28974469 1.50249793 -0.77633718 -0.41387503 -2.86251938 0.02202975 0.02999077 -0.90366489 1.53022713 1.29145745 1.25290415 1.51368813 -0.49992282 -0.43238422] Distance 11.469597712963473 Each least square approximations [-7.45721822 1.02814262 -2.66094427 0.6054442 0.12630386 3.6988254 0.97938585 3.66048238 2.38585412 0.40600884 2.70896137 0.89984843 2.46950553 -1.55541055 0.44373701 -2.14319905 0.22553173 1.68867058 -0.06722828 1.16432383] Distance 8.956184651344142 Each least square approximations [ 8.07789867 6.74066772 -1.24247652 0.26132037 0.34754557 -0.6668014 1.54124429 2.00159632 -2.83906473 -1.49962214 0.48992175 1.38941361 0.33676936 0.55801285 -2.52865081 -1.18250213 0.39815606 0.92778081 -0.10577267 -0.09135042] Distance 7.935689421907549 Each least square approximations [ 3.53152161 0.19507775 -2.32683747 -3.64239417 1.91023628 0.26300744 -4.80126325 0.011268 0.9598569 -1.65024732 1.25228987 0.19620019 1.99755187 -1.49996732 -0.35822795 3.98207658 2.41538169 -2.02640337 -0.21743885 0.6655236 ] Distance 10.396657508334323 Each least square approximations [ 5.02032052 4.26167879 -2.08975214 -3.8417075 2.27456343 0.13131154 -2.14594462 -3.35336227 1.61203962 -0.96094036 -0.48020768 2.15659612 0.18926345 0.73866967 0.21560174 0.90958929 0.44527363 -0.65277445 -0.35603387 0.15971393] Distance 10.478135354478177 Each least square approximations [-3.93784595 1.09807976 0.50811264 1.17612861 -2.61204603 -1.0856463 1.89404773 0.58379686 2.29521789 2.05988361 0.53224567 -2.50634245 0.40820519 -1.79205141 -0.34154978 1.76774468 1.79456774 -1.10392468 1.86809307 1.62866549] Distance 11.848980896989108 Each least square approximations [-3.78781462 3.97284698 -3.75815439 2.39912632 -0.47715638 -2.68317549 -0.31310477 3.00095591 -0.6387544 2.74635788 -0.14290828 -0.28597025 -1.7967118 0.73661029 -0.47978724 -1.03300555 -1.63628945 0.29739771 -1.3475543 -1.34811328] Distance 10.958126643887294 Each least square approximations [ 7.37262057 0.01143894 0.15083188 -4.13746256 1.51106388 0.12629157 -2.64128762 -0.27542577 1.27881042 -0.03596501 0.08085759 -0.53449703 -0.17795052 1.31236772 0.27221998 1.0920557 -0.40384442 -1.44388236 -1.35753304 -1.82921793] Distance 10.62577357014536 Each least square approximations [ 7.40611928 -1.19757664 -3.62329251 -2.01439759 -2.48262827 0.33075514 -1.29272932 0.71933563 -0.18701894 0.4097094 0.97130034 0.33226105 -0.21059858 -2.45260697 2.22162872 0.92519051 -1.20964456 0.19769372 -0.71392224 1.79490117] Distance 10.289222677709505 Each least square approximations [-6.07443547 -2.31655191 -1.74820562 -1.23562098 2.56114269 0.82358097 0.51061924 -0.39147429 -0.45790577 -3.49007351 0.20017953 -0.01130309 -1.56698544 -2.28851862 0.33116244 1.58155996 0.87237944 0.7439652 -2.68729709 -1.79255221] Distance 10.823977334555215 Each least square approximations [-6.58360132 2.95161966 2.2074983 1.27214219 -3.2527462 0.78771194 0.07440846 -1.41786769 2.33973497 2.70973659 1.01255598 1.63785795 -3.78352604 1.09257059 -0.40586569 1.07116069 -0.82286118 0.56209316 -0.05893203 -0.83917942] Distance 9.966516418276093 Each least square approximations [-5.06039937 -2.88244246 2.78944482 -1.01108467 -2.17255229 3.02305811 -0.46108914 -0.59615863 0.02091855 -1.61700081 -1.32272614 0.63299629 1.97346711 1.47854213 2.25938558 0.92908812 -1.25100387 0.94932345 0.14144538 0.04351918] Distance 11.388302964266254 Each least square approximations [ 5.97420294 -3.33323906 5.13749682 -0.00772727 1.78217415 1.73740052 0.76758637 1.19659443 -1.49581723 -1.11807565 -1.98911021 1.78389557 -1.33392365 -0.60297216 -0.0130301 -0.83562956 -1.47867221 -1.13751525 -1.8782372 -1.30009555] Distance 10.127413028446478 Each least square approximations [ 5.84994686 1.68537226 3.30093173 1.61566845 4.11816419 2.69730054 -0.53456821 0.34677453 -0.94429608 -3.07038034 1.21622002 -0.81733812 0.68637322 2.08170903 0.90259235 0.17447139 1.10223692 0.36122851 0.18817768 -2.62824666] Distance 10.2238908137992 Each least square approximations [ 7.47448101 1.81759131 3.7007475 -2.88130073 0.36821162 0.80976751 -4.22883131 2.32829048 -0.52253766 1.46267034 3.58707839 -2.55282519 -1.15032603 -1.64484786 0.17116787 -1.811711 1.68172616 0.31092882 -2.30936903 -0.32237573] Distance 7.9610876047698325 Each least square approximations [-6.0939365 -0.64505363 1.66554997 -0.16068237 -3.82857979 2.52235436 -1.71793071 0.0501476 1.54143802 3.33694008 -0.72056944 2.50629321 -0.08201806 -1.19180461 -0.29172046 1.11144019 -1.44476772 -0.12932402 -1.29628924 -1.18398844] Distance 10.656927665892946 Each least square approximations [-6.51753806 4.12091687 -5.93424635 3.18792458 -0.87922797 -2.34289135 1.89200689 -0.46498002 -3.32292206 2.29151329 -0.20994413 0.39516464 -0.4886974 0.94207961 0.24909505 2.78757481 -1.26318265 1.15161087 -0.61516298 -1.9217753 ] Distance 7.947936983315914 Each least square approximations [ 9.37725851 1.4559376 -1.27299465 -0.4913093 -1.23114418 5.43447601 -1.2098935 -1.57933339 0.84665631 -1.73486455 0.04846828 -0.21062887 1.46759476 0.43369146 -0.58677971 0.94554735 0.22615685 0.32730011 0.51038849 0.45762382] Distance 8.695281010094904 Each least square approximations [ 9.23621364 -0.0662699 -1.66075115 -2.96855698 4.57057584 1.55735538 -2.59782273 -2.46152486 0.09390548 0.38015641 0.31696637 -0.04351662 -0.61042847 -0.98693977 -0.3346181 -0.88326506 -2.36358189 -1.30091675 -0.70815821 0.41069306] Distance 8.18916220711677 Each least square approximations [-10.09448461 -3.29235193 -3.855193 0.18623482 0.75692325 -0.85640218 1.90528936 -0.18365483 1.4976193 2.14799257 2.2345147 4.10900363 -0.09870214 -0.5915098 -0.68365485 -0.87630285 -0.36404813 0.72422622 0.30654653 0.63175832] Distance 6.8137616279469295 Each least square approximations [-11.66173754 1.67879915 -4.12230466 -2.27344818 -0.13571957 -0.91740248 -1.45703174 -1.94986631 0.6495701 0.37832854 0.28237531 0.22315531 2.33391099 -0.14060957 -0.1506653 0.75076602 -0.90009105 0.87144084 -1.2865359 -0.67176426] Distance 5.685630961615479 Each least square approximations [-9.86864429 -2.20609488 3.88511307 -1.18625021 -4.46958715 0.97197972 -2.03864033 0.68740668 -0.79428129 1.69186514 0.16873415 0.0707356 0.30493911 -0.36054158 0.74718537 -0.1722356 -0.23985777 -2.47314036 1.40138268 -0.63215311] Distance 7.302584311643262 Each least square approximations [ 8.12977762 -1.84448099 4.13804844 -3.37149603 4.45491305 0.40373875 -1.82679541 0.40515408 0.5894208 1.35484186 1.28627048 -0.35303817 1.82227896 1.97802847 0.66960398 0.56162341 1.10548008 -1.59829669 2.13437622 -0.38189418] Distance 8.281184616767224 Each least square approximations [12.2768016 2.46057204 -0.82560457 -4.20081735 -1.32160923 -0.10636691 -0.20949616 -0.87748979 1.51553502 0.41591972 -0.64229468 -0.75294753 -0.68906794 1.01741202 0.10986393 -0.45548117 -0.39887993 0.63967836 0.59328239 -1.04062273] Distance 5.065090535238031 Each least square approximations [10.75202534 -2.45679426 -0.88405935 -2.19919257 -0.82087287 -1.02481662 1.83083195 -1.38163239 1.14402168 2.13098473 0.11503584 0.25814128 0.48051646 0.58132641 0.60640334 2.10681422 0.14738413 1.99371556 -1.28830976 0.2924032 ] Distance 7.695454911725574 Each least square approximations [-1.30655926e+01 5.69957186e-01 1.94561273e+00 8.05650981e-01 4.09712013e+00 -1.06077371e+00 1.16522468e+00 1.66355581e+00 -6.00668852e-02 -3.27759012e-01 6.29983548e-01 -7.16974985e-01 8.48526837e-01 -4.33137251e-01 -1.91546208e-01 -7.10717972e-01 -5.43272693e-01 3.91507631e-03 -7.20945754e-01 6.14973704e-01] Distance 3.0563638459832148 Each least square approximations [-6.12789939 4.45847142 -5.48823614 3.48292895 -0.05260282 -1.72199138 2.07159656 -0.28063421 -3.39001786 1.60037402 0.73978897 -0.31543839 0.52430014 1.07520363 -0.05468625 2.79107197 -0.43071616 1.91817033 -0.0384308 -3.07389903] Distance 8.670491303599192 Each least square approximations [10.74369533 -0.52876186 -3.00043821 0.3412116 -1.5485674 4.92976306 -0.72814354 0.19339509 -0.08056418 -0.68823063 -0.05040049 0.24350602 0.77720305 1.34878035 -0.78604618 1.41929043 0.94167729 0.93711387 0.08979067 0.99017021] Distance 7.680561965995188 Each least square approximations [ 9.78522650e+00 -3.34619019e-01 -2.20055347e+00 -1.42281922e+00 3.16184930e+00 2.19662389e+00 -3.40234339e+00 -2.48372048e+00 -1.61390506e-01 1.44306319e+00 7.07748406e-01 7.05138057e-01 1.03853286e+00 -8.37243218e-01 -1.04685550e+00 -1.41515154e+00 -1.08398581e+00 -2.10667196e+00 -4.51604597e-03 4.74780657e-01] Distance 8.385455378719634 Each least square approximations [-1.00012165e+01 -3.83711996e+00 -3.80789953e+00 1.68292240e-01 6.61370073e-02 1.26110974e-01 1.14145142e+00 -1.65969025e-03 1.30254394e+00 2.37428489e+00 1.99511784e+00 3.96664186e+00 -8.54132560e-01 -4.86562732e-03 8.92107417e-02 9.30665343e-03 -1.32764538e+00 6.55173017e-01 1.12720550e+00 -1.17645920e-01] Distance 7.587743539169438 Each least square approximations [-11.47306337 4.7625624 -3.47263299 -2.47697018 -0.48375566 -2.6451468 -0.40835953 -0.40411485 0.30215438 -0.73905293 0.90291876 0.08279077 2.4819 0.64727131 0.53546073 1.06196249 -0.48074109 0.9303522 -0.41006718 -1.29633832] Distance 5.193167245300589 Each least square approximations [-9.94687762 -1.60137534 4.53346973 -1.55689369 -3.61187033 0.22921087 -1.44872222 1.15438209 -1.52780518 1.47819659 0.10970359 0.32117692 1.43618743 -0.15248134 0.80339802 0.41557162 1.03219671 -2.37553904 1.2955482 -1.26285913] Distance 7.804158141548291 Each least square approximations [ 8.81465799 -1.30033126 3.86365432 -2.24342004 3.27231864 0.08406447 -2.71094479 0.10788622 0.91011402 1.97106504 0.27520737 -0.1666509 0.99188336 2.25114632 0.46740397 1.57328647 1.53923332 -2.89901661 3.21502594 0.31313458] Distance 8.199994974098109 Each least square approximations [12.18686086 4.66567151 -0.66864154 -2.37657448 -0.35417591 -2.01141533 -0.7875352 -2.14470543 0.17760355 -0.37269966 -1.69097943 -0.71387425 -0.93052664 -0.39212574 0.14267998 -1.13036555 1.06006618 0.32410252 1.20397228 -0.19135042] Distance 5.008912700043588 Each least square approximations [11.2237008 -3.62215871 -0.69538187 -1.94228483 0.28153129 1.01062936 1.05163689 -1.6114045 2.13855772 2.6141189 -0.81942549 0.38838939 0.54049651 0.59978141 1.08919832 1.35175883 0.32700433 0.60228875 -1.36719512 0.99894494] Distance 7.214809334887305 Each least square approximations [-1.36579715e+01 -2.88831047e+00 -3.72342143e-01 1.45079943e+00 2.15675195e+00 -1.58330561e+00 -2.32115796e-02 1.34296981e+00 -8.41864714e-01 -1.51858159e+00 1.74388624e-02 3.13950054e-01 -9.78799148e-01 -1.07968198e+00 7.63600347e-01 1.25529505e-02 3.90175949e-01 -7.02287640e-02 -4.08859475e-01 -1.87744467e-01] Distance 2.6771277152723947 Each least square approximations [-5.55238924 3.9150494 -6.09997372 2.61216798 -1.74345339 -2.56679023 0.24362134 0.22894393 -2.5603591 2.42617179 -1.77758616 1.02961933 -0.95914335 1.54111014 1.87898429 3.37139311 0.42393158 2.65902443 -0.39346492 -1.99796763] Distance 8.858200252731848 Each least square approximations [10.63354704 -0.33690505 -3.89356215 -0.72795337 -0.14621624 3.74886137 -0.77248618 -1.43456675 -0.51270034 -2.1865425 -0.54361961 0.21486972 1.88808633 0.81826485 -0.64087985 0.28483147 0.64663309 2.34438006 -1.13493104 2.03595259] Distance 7.588329770528437 Each least square approximations [10.54136676 2.61866912 -2.59091728 -2.58482891 2.11029237 4.15641745 -1.42839372 -1.55073473 -1.09147728 -0.88587007 1.23976668 2.48140151 0.9958994 0.14503103 -1.22249264 -0.14498029 -1.2823857 -2.32683317 0.71017159 1.31679724] Distance 6.753188778581521 Each least square approximations [-1.06421872e+01 -3.36868298e+00 -2.76396196e+00 -1.46222080e+00 1.86625680e+00 1.66590084e-01 6.92466522e-01 -2.05533385e+00 3.73250125e+00 3.24029381e-01 1.51965560e+00 1.60903142e+00 -2.90903419e+00 5.49220781e-01 1.25423367e+00 4.04557185e-01 2.06327841e-01 1.06803267e-04 1.47743962e-02 -1.92775978e-01] Distance 7.248140476909962 Each least square approximations [-11.27783419 4.22071745 -2.54723981 -0.68785604 0.08110457 -1.37820741 -0.61464277 -2.72031919 0.8291565 -0.86149628 1.98030571 0.18552828 0.75553263 1.66986407 0.20775497 2.25617193 0.29518986 0.17315861 -0.61236987 0.80112826] Distance 6.927170431201567 Each least square approximations [-8.50859184e+00 -3.28227611e+00 4.51010507e+00 -7.27325194e-01 -3.51193277e+00 9.46853323e-01 -3.19576766e+00 -1.48476030e-01 -2.40194208e+00 -9.45026943e-01 -8.93351299e-02 2.37933282e-01 3.01154661e+00 4.12189750e-01 8.57086140e-01 -1.94177903e-01 4.39891171e-01 -1.01624770e+00 4.77174359e-01 4.27057062e-03] Distance 8.885399075294263 Each least square approximations [ 8.31443134 -1.80898357 4.63672753 -2.70362033 3.20177024 0.06537156 -3.79497827 -0.28617209 0.64040156 3.23881543 -1.21351712 -1.16348294 0.74493576 2.37169733 -0.11027676 0.56802629 1.58013072 -3.08769768 1.79466135 0.32084068] Distance 7.943661745949952 Each least square approximations [13.10438148 4.5907689 0.83709039 1.36588488 -0.91814675 -1.58166216 -1.46715465 -0.75372449 -1.71066852 1.34209181 0.95119027 -1.26087182 -1.38961659 0.36151653 0.77435011 -0.85202444 -0.81708577 -0.40838025 -0.24196653 -0.14158531] Distance 3.41958027004033 Each least square approximations [11.40924488 -2.98335465 1.58650137 -2.14489459 -1.61374795 1.0373839 1.34313771 -1.58631142 2.65309878 0.9719712 -2.17397544 -1.95605186 0.0129084 -1.82182798 2.03475274 2.96594891 0.47467525 1.56833831 -0.94100015 1.84460727] Distance 5.540098983798754 Each least square approximations [-12.82991404 -2.28658832 0.82637802 -0.69794624 -0.16271708 0.41366441 0.64506588 -1.32315564 -0.93544981 0.47460604 -2.28522687 1.20881036 0.50920096 -1.66156161 1.11548574 -0.34818214 -0.01421713 0.042036 -0.68180661 0.53455602] Distance 6.193218470749607 Each least square approximations [-11.69040618 -1.48402601 2.73028222 -2.46271925 1.93013804 2.89911369 -0.33365172 2.70607333 -1.26585001 -2.33576888 -0.80406275 -1.62333319 -0.12315163 -0.75170787 0.23468303 -0.19375573 -1.10013658 -0.05512547 0.6001885 -0.16288046] Distance 4.450625420732616 Each least square approximations [ 2.30527881 -0.5478414 2.85042865 -0.72163287 -3.25821694 0.71125332 -1.56820052 -0.57888893 -2.6617478 0.10703847 -2.71230168 -0.5774569 0.27871791 -1.01219188 0.30234266 -1.88447091 0.67499617 -0.07203879 0.87154092 -0.32668068] Distance 12.463466939667724 Each least square approximations [ 3.31034586 1.43311223 1.10068732 -1.9771048 4.37981168 -5.28423992 2.69898277 -1.62466469 2.46538256 4.25031195 3.17784463 0.60055867 0.5847236 1.13848652 1.86366796 -1.68295695 5.24625299 -0.88973735 1.14262244 0.68165149] Distance 7.5218862002673115 Each least square approximations [-6.2894194 2.48547271 0.99165531 0.55868258 -4.4676394 0.29430937 2.07096233 0.1397321 -1.64116743 -1.84541788 -1.17245758 1.14434007 3.24934866 -3.30953735 1.09124901 -0.89092496 -1.1633755 -0.04925303 1.96984796 -0.75084784] Distance 9.742127243850188 Each least square approximations [-3.06877117 -3.30641104 0.60339299 -3.13818202 -1.18669823 -3.92504441 -0.68112861 3.88298617 0.10198638 -1.2514241 -1.01706458 -0.62907313 0.39567108 -2.71454672 -0.09200692 0.18315207 0.97811155 1.41123821 0.80594841 -0.3821663 ] Distance 11.275511842178142 Each least square approximations [-7.85855407 4.14612542 -2.13887357 0.25828109 2.77702404 3.34307299 1.8176599 3.29382724 0.99616686 -0.3557538 1.51560496 0.30023721 1.54820173 -2.24885791 1.30715552 -1.05797412 -0.10186812 0.62601685 -0.08311544 1.82120805] Distance 8.380243932131407 Each least square approximations [ 7.13177662 4.57683794 -4.4197986 -0.03971629 -0.98347374 1.20379935 1.78181986 3.04618385 -2.53658536 0.47974028 0.51078769 1.25107524 1.0126229 0.64813384 -1.58117337 -0.42941888 -0.60859866 0.6627458 0.44421022 0.53594655] Distance 9.17832760281511 Each least square approximations [ 2.6000217 -0.04865181 -2.83969847 -3.59240634 0.95654006 0.2368148 -4.40075576 -2.33104035 0.62084334 -1.06361647 2.0632921 0.42700977 1.50181622 -2.08456692 -1.35396681 4.08244934 3.63936547 -2.88038384 -0.8139455 0.88989536] Distance 9.839552571875343 Each least square approximations [ 4.3915744 4.06295445 -3.67061635 -2.40731651 2.54985016 -1.31236708 -2.57981957 -3.99002316 3.03241091 0.03055843 -0.52337681 2.00583346 1.72288004 1.69422201 0.77689367 0.011789 -1.80513455 -3.01036118 0.02640821 -0.15909319] Distance 9.285896697612081 Each least square approximations [-3.53242963 1.621719 -0.94623439 1.83900057 -1.21320604 -2.0768325 1.90470096 -0.07733554 1.67808431 2.61255794 0.83718816 -2.91602318 -1.02429839 -0.98646697 -0.12626201 -0.51411571 2.96355244 -2.79280983 1.32237071 0.42484659] Distance 11.657993090530734 Each least square approximations [-5.20523671 3.88519458 -3.38929797 1.99234387 -1.93169692 -1.86566735 0.79906842 -0.43923139 -4.42503744 3.68591705 -1.58481094 0.65780459 -0.58324367 1.21311837 -0.22521278 2.42279309 -1.30571561 2.95663968 -0.48660252 -2.98137082] Distance 9.414331812365022 Each least square approximations [ 9.10734302 -1.46271894 -3.47061688 -0.59750646 -0.13139028 2.78406422 -0.03873858 -0.07910799 0.17122087 -1.24073706 0.25604785 -0.24741632 1.08482979 0.96792523 -0.94358596 0.86861724 0.84164734 1.25211444 -0.68818683 2.273948 ] Distance 9.95483701615488 Each least square approximations [ 8.67142342 2.3137067 -0.87702688 -1.59345382 2.70557882 2.99608545 -3.11636357 -1.6379401 1.55315449 0.41690927 1.34803189 -0.26898582 2.22994048 -0.28613095 -1.5463196 -0.34714619 -1.57958056 -1.70841979 -0.51147086 0.77998706] Distance 9.32003714950515 Each least square approximations [-9.58162909e+00 -2.76516909e+00 -1.34573346e+00 -8.38239085e-01 4.18346980e-02 -1.03863155e+00 1.48759671e+00 -1.25869931e+00 1.07570754e+00 2.19907686e+00 2.13342993e+00 4.45701353e+00 -1.04211362e+00 -4.28814988e-01 1.93435053e-03 6.09664637e-01 -9.69466458e-01 1.62741218e-01 9.00062311e-01 1.82780684e+00] Distance 8.58610929080302 Each least square approximations [-10.31952484 3.40068006 -4.50456531 0.52892223 -0.22934462 -3.62564847 -1.17119847 -0.21278162 0.74869889 1.31934362 2.90363188 1.48510185 1.48433731 0.32590038 -0.16321364 1.3140504 -0.08149091 1.14210883 -1.00950486 -0.05012299] Distance 6.720018212644906 Each least square approximations [-8.11158275 -1.89465136 2.72115634 -0.17089616 -4.65999754 0.29917169 -2.35854116 1.71279815 -2.51533776 0.35959283 0.46587185 0.09433743 1.39198619 -2.13881056 0.60097578 0.83248891 -0.02861931 -2.95524002 0.53127264 -1.60259126] Distance 9.2075396513301 Each least square approximations [ 6.4761915 -1.64477073 4.1118887 -2.10064407 2.60241705 -0.28025828 -3.92659387 -0.65486182 -0.55367709 2.23776612 -1.6733017 -0.79040083 0.72955826 2.35032538 -0.01248034 0.10898894 0.15644276 -3.90308332 2.44514859 -0.53614784] Distance 9.630073293496944 Each least square approximations [11.89432559 3.38014506 -2.24137857 1.22278114 -0.94502029 -0.67945618 -2.84119003 0.37812149 0.47283431 -0.48209468 -1.11439166 -1.12995571 -2.30738697 0.3583628 0.16944103 -1.15807434 -0.06384055 -0.23955107 0.56134522 -0.42634482] Distance 6.195988052343366 Each least square approximations [11.10057664 -1.11693495 0.65228533 -0.04153095 -1.21415361 1.12318936 3.16008878 -3.1092321 3.25933273 2.39191058 0.09439554 -0.71834697 1.44702535 0.47897878 -0.66512845 1.88638648 0.91703333 1.5980073 -0.60038365 0.44715242] Distance 6.580247095440759 Each least square approximations [-13.09887299 -1.65040023 -1.08902592 -3.86010919 1.33249008 -1.09387023 2.15182039 0.41759323 0.49228293 -1.02416716 0.50538006 0.24118287 -0.06930417 -0.74657372 0.78444202 -1.39921241 0.06773411 -0.39275458 -0.77937069 1.21593588] Distance 3.5471859393520995 Each least square approximations [-5.56936466 4.59547481 -4.41092405 3.4316088 -2.62481837 1.07111257 0.68522395 2.11336049 -4.57107529 2.57181931 -1.74331389 -0.69107673 1.27165788 0.81241421 -1.5182803 0.63998889 -1.04812249 0.7989981 -0.20603267 -2.06749151] Distance 8.287340142004227 Each least square approximations [ 8.57267388 -3.51038944 0.58823827 -0.83585645 -1.13042002 1.86758521 -3.33006725 -2.20571041 1.59761064 -1.47052403 -1.41417349 -0.39708977 -0.50079815 2.15101295 -0.861468 -0.00989412 1.03707952 -1.06507032 -1.08536423 1.45789259] Distance 9.028212223901814 Each least square approximations [ 8.85798243 0.12791679 -4.19475203 -0.67797872 1.65636987 -0.22697849 -0.5449037 0.63063859 1.92362689 1.47738824 3.77911598 -1.33449793 1.21241574 -1.3655823 0.13380864 0.53555736 -1.31959996 -0.01477955 -1.64267095 0.48388771] Distance 8.764017945877251 Each least square approximations [-9.41623235 -4.15289165 -1.69973745 -1.91748189 -0.31928687 -0.62958071 -0.32999811 0.64758312 -1.13166059 2.92337735 4.76511647 1.59173647 -0.39807248 -0.46563159 1.98969447 2.89771632 -1.45721377 0.68571438 -0.80149888 -0.71331172] Distance 6.4842731360329955 Each least square approximations [-8.9577224 2.90659317 -0.93728421 -2.70286947 0.75867045 0.34085913 1.02029647 0.06521871 0.71609392 2.6132429 1.72692893 4.2843591 0.9223521 -1.36846141 -0.99173028 -1.30194518 1.39269088 0.30822254 -1.83055422 -0.19315236] Distance 8.305295663006756 Each least square approximations [-9.45259787 -2.53884232 3.5790286 0.3176076 -0.863953 -0.8511041 -2.27343741 1.27636924 -2.9264155 -1.76919724 2.09795849 1.28177335 1.05872035 -2.07188647 -0.30463771 0.57724975 1.1688531 -1.4134484 -1.20011309 0.39031863] Distance 7.84742045484743 Each least square approximations [ 7.69932254e+00 -4.59123519e+00 3.84573791e+00 -2.36688150e+00 -1.29973284e+00 1.44223349e+00 4.68024583e-02 1.71597754e+00 5.07098768e-01 -5.39121797e-01 3.47726218e-01 1.26069547e+00 2.03868412e+00 4.48064740e-01 5.88919599e-01 2.18872847e-01 -9.07675364e-02 -2.60120483e+00 2.11417144e+00 4.28630422e-03] Distance 9.020628211169877 Each least square approximations [ 8.43060711 3.43504869 -0.07934219 -2.56804322 0.41487361 -2.19191203 -1.96261476 0.871477 0.88009992 -2.34387274 2.30723025 -0.61864784 -2.79774559 1.07800927 -0.12771496 -0.10503257 -0.82591757 -0.52098274 0.4525644 -1.33597539] Distance 9.17030915478742 Each least square approximations [12.43278533 -2.33325158 -2.14872743 3.24954395 1.62325453 -2.67787053 0.9870557 1.16212848 0.44548898 -0.65015967 0.45018988 -0.16528803 1.64428271 0.01570665 -2.08738297 0.11014116 -0.04255775 0.48308679 -0.53164866 -0.31992849] Distance 3.3500172424327435 Each least square approximations [-1.01127908e+01 -1.13161208e+00 6.81313429e-01 1.27976873e+00 6.10263033e-02 -1.72423114e+00 8.75491857e-01 -3.21961310e+00 2.37794925e+00 -2.82306376e-01 -1.31388197e-01 1.51657748e-01 6.56392775e-02 2.19835183e-03 1.12195280e+00 -2.69561933e+00 -1.06453191e-01 7.28041119e-01 -2.26616802e+00 1.00626684e+00] Distance 8.144877252597077 Each least square approximations [-5.22491721 5.95203052 -4.94543358 3.82308987 0.51319611 -2.68461753 1.9556493 0.12117952 -2.56613264 0.07995033 -0.09339971 -0.42117748 -0.7188022 1.92536993 -0.47438543 1.67723315 -1.01146818 2.56098477 -1.32008699 -0.2033936 ] Distance 9.18101788731951 Each least square approximations [ 9.71760543 0.16837309 -2.37238318 0.50572446 -0.34250043 4.92996706 -2.5890345 -0.88430433 2.6526571 0.84811715 0.91023279 1.36150957 1.37294426 1.74983873 -0.34270577 -0.0557685 0.80980482 1.1131416 1.59120211 1.36424194] Distance 8.17074572809456 Each least square approximations [ 9.30168647 -2.49914231 -2.02277446 -1.56497992 2.5824256 3.18508488 -2.04306016 -3.80080869 -0.3804634 1.52871134 0.56118838 0.11346903 -0.34712208 -1.94664763 -0.21202932 0.62462216 -0.99380305 -1.81038022 0.66469867 0.77878401] Distance 8.578809215045354 Each least square approximations [-9.05236523 -3.99118969 -3.45748286 -1.66629088 1.73986444 2.28500684 0.51715851 1.37343496 -0.98493812 -1.14541999 2.22655982 3.00235194 -0.81000105 0.19961293 1.58769958 -0.48115389 -1.43992158 2.18033904 0.71842484 -0.6154001 ] Distance 8.388912658526499 Each least square approximations [-1.28431747e+01 3.82795072e+00 -4.01608478e+00 -9.55757116e-01 -3.86264638e-03 -1.52392366e-01 4.88316595e-02 1.78586241e+00 -1.35035306e+00 -8.81291590e-01 7.09867562e-01 -7.68940412e-01 -1.40638408e+00 4.19235733e-01 4.23761886e-01 -7.99009917e-01 3.36216443e-01 3.04703755e-01 6.72164015e-01 -4.92648032e-01] Distance 3.657966685240389 Each least square approximations [-9.65043052 -2.95670481 4.68527714 0.10143264 -1.18637814 2.38765885 0.22904196 -0.90029835 -2.14493304 1.91874781 -0.2447608 -0.62778675 -0.32911187 -0.21151815 2.33348963 1.48905609 0.29373077 -0.58725395 -0.28487313 -0.76183222] Distance 8.447175940385181 Each least square approximations [ 8.68224533 -2.3236392 3.78748841 -1.22394117 3.67051913 0.80940411 -2.79593537 1.64226149 -0.96840145 2.373803 1.01742809 -2.25763651 0.66441908 0.73357854 0.22114734 0.32574036 1.17662381 -2.92933595 1.08495084 -0.96872085] Distance 8.580177244529553 Each least square approximations [10.72825844 4.87083595 -0.34754528 -3.22807542 1.17765043 -0.7779699 0.47029503 -1.92659183 -0.32907867 -0.92702866 -1.54310651 -1.26778765 -1.16394446 0.64481752 0.19733135 -0.78566841 0.48219158 0.80199892 0.44379887 -0.51979341] Distance 7.536122516709456 Each least square approximations [11.08279166 -2.37494062 0.43150378 -3.05697595 -0.05511307 0.68852331 -0.06429248 -1.64149096 -0.31956713 3.34113317 -1.04767002 2.21399156 -0.40175694 0.22911438 -0.34876081 1.21852202 -0.14726004 1.86559246 -0.01272337 0.8657316 ] Distance 7.502889886727506 Each least square approximations [-12.86752991 -0.91059737 -1.29796511 3.15673441 0.1241939 0.99220702 -1.40108125 -0.02335734 -1.2741673 0.52311499 0.07706004 -0.40402328 0.69743199 -0.74024603 -0.2654226 0.07933439 -0.83177184 0.25589319 0.54341611 0.87935798] Distance 5.898029679244604 Each least square approximations [-1.01896024e+01 -6.38706950e+00 2.56561118e+00 2.68095963e-01 -3.01296522e+00 1.81905396e+00 1.65416005e+00 8.05881910e-01 -2.55082812e-01 1.20840931e+00 7.78429696e-02 7.15448205e-01 -1.07626906e-01 1.68139371e-03 9.50949844e-01 -9.68036221e-01 -8.75352475e-01 -8.69341962e-01 -4.67561918e-01 -9.98678033e-01] Distance 5.603548044135871 Each least square approximations [ 1.05609011 0.66782216 1.3017402 -1.53943882 -1.01859085 0.15729134 -0.97158127 -0.92720966 -2.36519317 -2.4274498 -2.13830427 -1.64950022 -0.0373627 -0.33285677 1.56652243 -2.15861681 0.66150916 1.21775384 0.65904536 -1.33224653] Distance 12.90179776482275 Each least square approximations [ 2.6163155 2.61662585 1.53361463 -0.47556331 4.09271465 -5.03859469 -0.32256344 1.33144715 4.26000648 0.91693795 3.53193264 0.98779945 -0.25549603 1.28574023 0.8053641 -0.55608745 1.46841962 -0.78484213 2.17735933 1.88681321] Distance 9.930295137753506 Each least square approximations [-3.53471991 2.05729625 -1.47677144 -0.60919893 -3.93187334 -3.44431955 4.49179341 -1.21291635 0.24924119 -1.18264655 0.0497109 -1.58299973 2.33232152 -0.88389453 0.265151 1.3087094 -0.80198218 -0.44187847 0.56336163 0.6043961 ] Distance 11.105861790065472 Each least square approximations [-1.3003395 -2.53061151 1.91527604 1.26860162 -1.74452468 -3.2526885 -2.11935239 -0.41012024 -1.6665829 -1.31902044 -1.35399217 1.6530523 1.9293549 -1.26115859 1.23761432 1.30851923 1.87279726 2.02919021 -1.02735994 0.22645654] Distance 12.126663656338506 Each least square approximations [-4.81477127 2.51627679 -2.24082002 3.11087194 -1.9824828 2.51100208 -1.40250013 4.30642357 2.62831591 -2.479268 3.50390289 1.15849252 0.24725267 -0.36266759 0.39941926 -1.94313271 0.5731089 1.56869745 -1.42005895 2.00335542] Distance 9.51324536437285 Each least square approximations [ 3.85804742 4.04553678 -1.33005315 -2.28948289 -1.89861295 0.35647568 -1.96681933 2.01923595 -3.2272957 -1.9931136 1.80210524 2.82390014 -0.75567297 -0.18281039 -2.34977622 0.27886345 1.3012544 1.44031606 0.40512805 0.37034769] Distance 10.920696509655023 Each least square approximations [ 3.11952842 -2.24959262 -3.81818908 -1.64076471 1.57688175 0.102772 -3.21550427 2.6357884 -0.49891821 0.2302657 1.41760465 0.66953293 1.36202631 -2.10391231 -0.60823232 2.917729 3.16277502 -1.27648138 -1.73375539 2.39762686] Distance 10.720314308518994 Each least square approximations [ 3.05602343 3.24152399 -1.39177892 0.30419003 -0.94210892 -1.17846106 -2.17706194 -2.27624539 1.76603996 -1.06088539 0.7615312 -0.39464564 1.60517108 0.18101228 0.57111131 1.41042515 -0.24333971 -2.13138192 0.16560046 -1.16711675] Distance 12.454454488286462 Each least square approximations [-1.96870232 1.92960645 2.0244948 -1.98613511 -2.52320601 -2.57985889 0.94545359 -0.8680079 -0.24795523 1.34523461 -0.28001361 -3.35949256 0.74278454 -0.65795231 0.03090045 -0.48195147 4.24736326 -1.1744213 -0.22245575 0.04109137] Distance 11.867909435323023 Each least square approximations [-5.01674373 4.13619689 -5.85333013 4.73616506 1.48977212 -2.54863743 1.80504293 3.40477936 -2.63566353 1.20180803 0.43060447 -1.19948821 1.38736112 0.03766749 0.33692446 0.43673623 -1.51381473 1.62769942 2.12274207 -0.01518164] Distance 9.147905350341489 Each least square approximations [14.89865157 -1.53787661 -0.54291548 -0.72374945 -0.14348673 -0.37806739 0.48154123 0.54121485 -0.18634803 0.16318033 0.38359274 -0.26861151 0.11208361 -0.21682824 0.04111672 0.17507615 0.06327402 0.23612209 0.1207765 -0.30432132] Distance 1.2369864770003405 Each least square approximations [10.84235986 -3.08716209 -4.23170298 -1.47604972 -0.13589823 -0.33612225 -2.17697796 -0.21464 0.80202285 1.44586222 1.03478641 2.09957211 2.41682345 -0.32468069 1.80685707 -0.48149403 -0.11746347 -0.05934931 -0.25536663 0.42130025] Distance 7.60956764735639 Each least square approximations [-8.89580038 -4.83455459 -4.7716928 -0.92561203 1.10888405 2.5152781 1.24340634 0.12799356 -0.01835071 0.14980024 1.05566074 1.23554046 -0.97908622 -1.90742019 0.01631969 1.35902349 -2.86561973 1.13514439 1.16106447 -1.93504682] Distance 8.304102274162936 Each least square approximations [-10.47903501 6.29844075 2.52691776 -1.60353558 -4.48945226 -2.38626408 0.75431763 -0.84555297 3.00179369 0.21702761 1.09089636 0.62316284 0.93188024 -1.34755165 0.10708134 0.48141385 -0.54543062 1.55103518 -1.00859486 0.35451953] Distance 4.99308938270869 Each least square approximations [-9.53007896 -1.80792206 6.63849813 -0.3293608 -1.53056385 0.48762779 -2.0328841 -0.18567891 -1.49430171 -1.14762648 -1.16687409 -0.44815802 1.73816798 1.17593331 0.6301369 1.05998249 0.46191302 0.01753444 0.03604058 -0.58252887] Distance 8.444133501882503 Each least square approximations [10.22808765 -3.24724975 3.8852106 -3.30170912 0.73703545 0.33197231 -1.88314988 0.66006789 1.78906507 3.37819615 -3.13534825 0.80844412 -0.12842472 -1.08883961 1.66342663 2.34494593 -0.4893196 -2.54162012 -0.09550972 0.69360357] Distance 6.353523215236346 Each least square approximations [10.18660364 4.1423792 2.16881558 -0.99652046 4.22213135 -0.27717314 0.14335054 -1.02975744 -0.84900639 -3.44529486 1.29368102 -1.62076226 -1.25704949 -0.29022781 -1.52092304 -2.47999164 0.52581227 -0.72660567 -0.82193421 -1.12145506] Distance 7.248948817706918 Each least square approximations [ 1.09308164e+01 -5.51502340e+00 1.98800822e+00 -2.74566387e+00 3.41020362e-01 1.36334598e+00 -2.85436954e+00 2.06448122e-02 2.16240509e+00 1.11010030e+00 3.08545255e+00 -5.12072467e-01 -9.25261853e-03 1.22922551e+00 -6.43211984e-02 -4.89653740e-01 -8.66653695e-01 1.66426007e-01 -1.46168321e+00 1.93614767e+00] Distance 5.682428279920912 Each least square approximations [-11.03664173 -4.67001436 0.73182656 1.88138715 -3.22342993 -0.42290154 -2.35586391 0.22391309 -0.26634179 1.78358503 0.49197693 -0.05563067 -1.24741035 1.97615286 0.24970402 0.47415099 -1.62171588 0.32770239 -2.81896066 0.93459059] Distance 6.5762594197211355 Each least square approximations [-9.95719218 8.86319736 1.55082672 3.06208041 0.03836858 0.78682232 -0.84942878 0.55842277 0.17908249 -0.08886618 -0.98648412 0.44043055 -0.37274645 -1.17709223 0.26363891 0.43610426 0.81542091 1.31469148 -0.11605353 0.02539839] Distance 3.727714483123271 Each least square approximations [ 5.88018767 -1.4286754 2.20885196 -1.82344286 -2.51507816 1.4390697 -4.62097726 -1.92130093 1.09978627 -0.39491122 -3.20848595 0.39446456 -0.65477217 -0.25695152 0.25364142 -2.48316153 1.86535497 0.08605569 1.85200516 0.77407221] Distance 10.301071319222684 Each least square approximations [ 7.44508447 1.11038839 0.75137358 -3.20479371 4.05068692 -2.05648595 0.10090157 -2.57277788 -1.48429317 3.45212688 1.74163241 1.01956342 -1.67245507 -2.5432409 0.38524933 0.27077017 2.46374683 0.51883777 -1.54395038 -0.543302 ] Distance 8.886481293893166 Each least square approximations [-8.40992849 -4.5838467 -0.82924533 -0.40208528 -4.40403003 0.73772136 1.45560895 -1.39383555 -1.14683566 -2.6450506 -2.56843235 2.15963005 2.87204201 -0.68888632 2.55162181 1.0283392 -0.68380965 -0.44530982 -2.80353862 -1.26493606] Distance 6.917591969641343 Each least square approximations [-7.79818243 -2.20165908 0.74531143 -5.21411268 -0.31095507 -1.13690824 1.60982436 2.5184289 1.33817258 -0.88318329 2.05010112 0.93456206 -1.62242338 -0.37439821 -1.3290726 1.52272273 -0.44750143 1.94003998 -0.99112356 -0.88400958] Distance 9.299180333531217 Each least square approximations [-8.9512975 0.59797509 3.41769309 0.01759935 -0.06899076 0.90390151 3.74125374 2.38714022 1.17056337 -1.24956843 0.43171546 2.09676885 2.5221991 -1.19782024 0.5568014 1.47832538 -0.71637202 0.32365234 -1.30102896 0.06421108] Distance 8.810757930601431 Each least square approximations [10.35960038 -2.03736937 -0.353858 3.40424677 -0.53417344 -0.89461223 0.77317668 2.71441619 -1.94479304 -0.09900501 2.00512872 -0.217418 0.88122315 -0.30293892 -1.65278333 0.20910257 -1.93010535 -0.62748694 0.21996651 -0.25609402] Distance 7.9030002049714065 Each least square approximations [ 5.85978295 0.9446907 -1.46233827 -3.84049896 1.76212457 0.95451287 -3.80522443 -3.72499235 -0.10859471 -0.53602367 3.24449338 -2.81676416 -1.04673431 1.76508054 -0.47401072 2.44482288 0.88081862 -1.82879885 -0.57115168 -0.65560857] Distance 9.586114787684826 Each least square approximations [ 8.57505143 1.88856319 -2.81211999 -0.67173612 3.34388906 0.80976341 -4.09289764 -0.06418964 0.53820817 -0.46048407 1.00820295 3.24177283 0.60090457 0.31345512 2.61500271 2.80093286 -1.82051743 1.5186727 0.59061001 0.98814655] Distance 7.89082916480372 Each least square approximations [-6.98957744 1.02268322 -0.64721077 3.10079065 0.07465738 -3.99773577 2.21091543 -0.1944747 2.81294014 5.20597194 -1.45278724 -0.24572306 -0.41327914 -2.37874604 -1.57528979 1.27869134 -1.73790142 -1.2584553 0.99398604 2.01432386] Distance 8.532494406505768 Each least square approximations [-6.32376879 4.61433616 -3.82054373 2.74226693 -0.61467361 -1.49924864 1.38909001 -1.18025301 -4.10562461 2.1886927 -0.51514138 -0.39575077 0.97131225 2.43926265 0.54472497 2.29423171 -0.4652848 2.34053031 0.02681495 -2.23968118] Distance 9.229279155708117 Each least square approximations [ 9.12071458 -1.32592171 -2.63199611 0.62956464 -1.84221409 4.89966288 -0.78650625 0.64864916 0.55524085 -1.31571388 -0.49177659 1.21321031 0.74649211 0.95594935 0.06402885 0.43297054 0.97578875 0.27710004 0.04551195 0.80608397] Distance 9.589291561307277 Each least square approximations [ 8.71028202 0.93233055 -1.10736943 -0.85706907 3.89127015 2.05007102 -2.81402517 -3.26723512 0.04438116 1.73493654 1.55611215 -0.73893732 0.43674506 -1.57680146 -0.74387393 -0.02466476 -0.99403754 -1.66720387 0.17295209 0.23177967] Distance 9.490041495137426 Each least square approximations [-9.8781079 -3.40376251 -1.80308335 -1.93320584 -0.27942969 0.85528964 0.86493314 0.38498971 0.68516083 1.14261843 2.08392478 5.36242038 -0.24570763 0.92429122 -0.79380318 0.39773052 -0.73108382 1.34988309 2.15851504 0.9416917 ] Distance 7.577877542783963 Each least square approximations [-1.11178801e+01 3.47722460e+00 -5.30403956e+00 -1.22678286e+00 -8.82573350e-01 -3.12770911e+00 -3.80823564e-01 1.03174399e+00 -6.42353121e-01 -1.79083579e-01 1.35957437e+00 1.11703177e+00 1.37241946e+00 4.74666843e-01 -1.30863935e+00 4.26702465e-01 -1.42743912e+00 9.19113732e-01 7.96459177e-01 -5.55645061e-03] Distance 5.620661795226946 Each least square approximations [-9.75153839e+00 -2.23696783e+00 2.80181339e+00 4.22671026e-01 -3.18532365e+00 1.55342183e-01 -2.91464779e-01 1.50409733e+00 -2.64264408e+00 2.44815223e+00 -2.91963137e-01 -9.53205288e-01 -8.16707248e-03 -1.29642843e+00 2.17341745e+00 2.74628754e-01 -1.83952999e-01 -2.10303436e+00 1.42564012e+00 -8.24058804e-01] Distance 8.455659280675391 Each least square approximations [ 7.53060137 -1.47314143 3.25634444 -1.60565036 3.02884327 -0.16428985 -2.59837252 0.76157079 0.21512755 1.53263923 0.91889811 -0.0118623 1.00576364 3.0077091 0.30607638 0.74605347 1.25145912 -3.76135266 2.70873338 -0.68682602] Distance 9.679612177269213 Each least square approximations [11.71059976 3.80680401 -2.98260031 -1.82243565 -1.0339537 -0.98963314 -1.69224999 -1.81349381 0.63446512 -0.96988121 -1.36874442 -1.57080079 0.01862444 0.37737292 0.03760081 -1.20787373 1.06370194 -0.09148662 1.32209575 -0.33285336] Distance 6.117708260073343 Each least square approximations [11.32695942 -0.83480611 -0.85371691 -0.60663836 -0.20084801 1.7652741 1.62244526 -3.25679237 1.48655048 1.93202582 -0.67420181 1.27754487 0.15544056 0.39927016 0.87997343 0.39145761 1.02405933 1.29103597 -1.1476326 0.43305427] Distance 7.74017731802331 Each least square approximations [-1.37178898e+01 -3.20093090e-01 -3.40403139e+00 -1.92224960e-01 1.99943107e+00 -8.60942658e-01 1.49680456e-01 1.41784468e+00 -3.70017091e-03 -2.66992257e-01 3.85766166e-01 -8.74012676e-01 1.04089056e+00 -6.06284981e-02 -3.17871172e-01 -5.94417873e-03 7.16771186e-01 -1.00138398e+00 -3.50504818e-02 -7.57256671e-02] Distance 3.063565359751596 Each least square approximations [-4.87189731 3.30222618 -4.69716818 2.31674508 -2.49422194 -0.89894269 -0.77820551 -0.58316327 -1.65859835 3.09047059 -0.86193965 1.21114793 -0.20671233 2.74566205 3.92214319 2.42371002 -2.31964914 1.23693657 -1.34834708 -2.0866022 ] Distance 9.729887890031675 Each least square approximations [ 8.56308107 -0.4150813 -3.78137046 0.11883894 -0.36437416 4.03835596 0.2024449 0.17013858 -0.53678612 -2.58962938 -0.96237867 0.27656314 1.37357401 0.83770882 -0.03417703 -1.17338615 0.68741658 1.00269559 0.15903825 -0.99678934] Distance 10.11766163049075 Each least square approximations [ 8.64187407 3.79332643 -0.43066248 -1.73595617 2.10650601 3.83020336 -1.33858542 -0.75639154 -0.26075044 -0.27783396 0.93555409 2.63325599 -0.36457627 -0.07909343 0.97278403 -1.43625433 -2.3358388 -1.88553475 -0.74403602 3.24349681] Distance 8.730393597320898 Each least square approximations [-9.12301897 -1.46617522 -1.52620152 -3.53295186 1.20860905 -1.7267877 3.51596015 -0.70366517 3.28492192 2.41818647 0.43641116 1.84495061 -1.06735973 -0.51650877 -0.42404618 0.42973556 1.19486252 1.22120914 -0.48002488 -0.13613064] Distance 8.859395879093407 Each least square approximations [-9.66007381e+00 2.16200532e+00 -4.06979794e+00 5.70362817e-02 -5.56942938e-03 -2.27703651e+00 -5.41526028e-01 -2.70014102e+00 1.91766636e+00 -6.21180390e-01 3.37231365e+00 -3.18189372e-01 1.78664601e+00 9.30898418e-01 -5.49675401e-02 1.85573402e+00 6.85635507e-01 -1.08561889e+00 -3.86828060e-01 1.11990243e+00] Distance 8.229713020430616 Each least square approximations [-8.04875014 -2.57456472 2.07673125 0.18665345 -2.45439985 0.44104356 -3.04587813 0.64861066 -2.17286598 -0.46608352 -0.24416644 2.50377108 0.87154051 1.77546128 1.63690666 0.50714473 -0.26466954 -1.28841467 1.65348552 1.25828811] Distance 10.262157533737993 Each least square approximations [ 6.16626461 -2.27457741 2.92408129 -1.80515915 3.11868647 0.41128235 -4.34356703 -0.54697249 0.50347469 3.04759696 -0.17261547 -0.97479359 1.12171589 3.09453572 -0.13307644 0.4629454 1.89811592 -2.82887612 2.18221613 0.16441063] Distance 9.95495615528029 Each least square approximations [ 1.33704538e+01 4.34137922e-01 -2.88937726e+00 2.77986731e+00 -2.18053218e+00 -7.67572071e-01 2.18291860e+00 -1.39348239e+00 -1.42750302e+00 -5.94854732e-01 1.45081817e+00 -4.98645863e-01 -3.65414717e-01 3.77683395e-01 -1.52159243e+00 -4.57262908e-03 -4.76634941e-01 1.70689649e-01 -6.43404947e-01 -5.15616813e-02] Distance 2.4608714748921634 Each least square approximations [ 9.44642412 -1.19821122 0.91153362 -0.30567297 -3.27967159 1.34511749 0.42411598 -1.17265061 3.89052463 1.77322806 0.14968435 -1.03591584 0.17506809 -2.54636733 0.95674931 2.99571996 0.38709393 -0.02363421 -0.58989324 1.00246421] Distance 8.840286182590354 Each least square approximations [-11.58392245 0.60919368 -0.08536855 -2.19135647 0.32853235 -2.41500904 0.70436518 -1.37328476 -2.0863695 0.58816632 -1.83405357 0.15791624 0.01343212 0.36754718 -0.28686291 -0.08072 -0.12412514 -0.46614984 -0.14750884 -1.27962498] Distance 7.953389203288566 Each least square approximations [-12.22741993 -0.22975908 4.20062403 -2.42829782 -2.16610051 -1.17712766 -2.27485461 -1.14720018 0.08730516 2.85442837 0.46510426 0.86660386 0.0977963 0.36125892 0.41736967 0.3120962 0.80815895 -0.5785877 -0.84318259 1.22775637] Distance 3.6568427383529727 Each least square approximations [ 1.290818 0.30112801 -0.03826092 -1.19195969 -1.41119702 0.33611323 -1.55370935 -1.76216339 -1.90288904 -2.92543309 -3.87637436 -0.31782007 0.12081954 -0.50875657 1.06094189 -0.39117858 0.88148376 0.05991044 1.42199513 -0.4696785 ] Distance 13.003909574324917 Each least square approximations [ 5.23353701 4.87040256 4.17241395 -1.4146451 3.07520947 -3.49713861 0.64017873 -1.15761762 1.87123017 3.5489172 3.18919731 -0.33091269 -2.71855536 0.96605693 0.13227375 1.00208661 1.40044186 1.39564818 1.78594175 0.41955171] Distance 8.650518298800591 Each least square approximations [-6.00201649 -0.21846144 0.99352255 -0.93882792 -5.57986982 -1.96595748 3.36293456 1.90013678 -0.3427878 -2.39650338 -2.49117009 0.00955353 0.19513718 -0.93729966 1.4755749 -0.20585577 0.55099049 -0.54408944 -2.01068163 1.09455761] Distance 10.143098319296687 Each least square approximations [-3.71082928 -3.51889469 1.53357156 0.98456181 0.70068851 -3.70623877 0.44738966 0.41421257 -1.55634939 -1.13295116 -0.66189406 0.80533945 -0.27627224 -1.01721078 -0.11762686 2.61511846 0.22178468 1.66338934 -0.76076356 -0.6358348 ] Distance 12.294630585485274 Each least square approximations [-6.04889539 0.92962319 -3.67711059 2.09201166 -1.65767289 3.97868961 1.5878829 3.60252726 1.88449236 -2.44979256 2.73634717 1.55446579 2.60783035 -1.09063054 0.52976769 -1.94440099 -0.97696438 1.61708946 -0.23594665 0.93647112] Distance 9.292328044494576 Each least square approximations [ 6.19889879 5.89188834 -0.49830219 1.51138207 -0.27474277 -0.58427893 0.05372976 2.36582369 -4.3135282 -1.93405183 0.39649397 2.46765452 0.60485255 1.5990559 -1.63619492 -1.42828478 -0.82631683 0.30737894 0.51567146 -0.19561617] Distance 9.632291555085779 Each least square approximations [ 3.6759851 -1.01474471 -4.8571545 -2.12799103 1.07079169 -0.25598614 -4.91844937 1.37139639 0.49235767 -0.81586868 2.37410704 -1.82546115 1.15781545 -0.91355139 0.28871975 3.58768681 0.82889803 -1.12768269 -0.93259593 0.71079984] Distance 10.653587393437093 Each least square approximations [ 4.76728138 5.84544727 -1.93267565 -2.01089654 1.50683411 1.04835075 -3.28425024 -4.17177322 1.2867072 -2.36223539 -0.33351892 1.42679641 0.21011713 -0.70094785 -0.88073496 1.67347938 1.53667976 0.14507524 -0.61810631 -0.95790362] Distance 9.918414674758772 Each least square approximations [-3.73867342 3.04204793 -0.3419026 -0.7720082 -2.91100368 -2.90148215 2.48112761 -0.31588472 2.42597016 2.10680896 0.59234963 -2.4298152 2.32298407 -3.48455218 -0.67854265 1.78451764 1.36673445 -1.50854297 1.64950967 1.51410965] Distance 10.852375792975778 Each least square approximations [-4.3063567 3.0455661 -5.30263213 1.44240258 -3.31884571 -0.68798767 -0.12877128 -0.55939411 -1.88605926 2.36231363 -1.22665582 1.65016846 -0.96507792 2.52924712 3.46681785 3.76344966 -2.17878313 1.11778004 -1.12243638 -2.10523681] Distance 9.620835652195026 Each least square approximations [ 7.95297536 0.74767258 -3.29447342 -0.78649491 -1.31928103 3.78730723 0.37159008 0.08215523 -0.84885229 -3.21236406 0.25447156 -0.5353316 0.8473042 0.11247203 0.315067 -0.68910309 1.21612582 1.79091085 -0.93678528 0.01641911] Distance 10.544732518592161 Each least square approximations [ 7.98284583 4.21520373 -0.4075115 -3.28967985 2.2770635 4.20857279 -1.20975244 -0.82328711 0.4879228 -1.48771654 0.57336063 2.49175097 0.49304983 -0.65405268 0.79728483 -1.47770692 -2.5324095 -2.08703652 -0.91751761 2.62380307] Distance 8.512759329372548 Each least square approximations [-8.86440073 -0.80937391 -1.3065628 -3.55288668 2.52130062 -2.41897592 3.68081709 -1.97745223 2.94939012 2.40198859 0.32661981 1.8669089 -1.376368 -0.81760639 -0.60330488 -0.1928514 1.0887468 0.95958758 -0.81471698 0.28146232] Distance 8.594055774185284 Each least square approximations [-9.1551163 1.29035044 -3.64061916 0.72095715 -1.04417131 -1.84008016 -1.15464813 -2.69396041 2.42154172 0.18034777 2.83335507 -0.99542559 1.40728436 1.99682256 -0.21502299 2.38311263 0.45068586 -1.11784146 -0.54361229 1.35697986] Distance 8.856724364881249 Each least square approximations [-7.57402506 -3.11388735 1.45817727 -0.34925409 -3.24102263 0.07334908 -3.48324341 0.33628506 -1.9200259 -0.26220355 0.13183625 1.9497598 1.54963978 1.72859973 1.41706167 0.61046473 -0.213413 -0.89154171 1.21164264 0.88992909] Distance 10.509543593505516 Each least square approximations [ 5.98196136 -2.14399843 3.29047021 -1.90887387 3.49938145 0.03819325 -4.27783425 -1.20991051 0.77844036 2.71020598 -0.13223012 -0.59445291 0.33271145 3.43861314 -0.22323569 0.08989936 1.55628851 -2.74125432 2.26508379 -0.23223813] Distance 9.932933868206396 Each least square approximations [13.46408003 -1.15380784 -1.12979403 3.94976035 -2.49306917 0.08735192 1.35803003 -1.25790499 -0.52714707 -0.24018475 1.16889819 0.43621294 0.07109414 -0.30160222 -0.56763373 0.36646601 -0.09129256 0.78637752 0.58211391 -0.4284311 ] Distance 2.868485733459614 Each least square approximations [ 8.87934643 -0.63386964 1.0512485 -0.97782984 -3.95025523 0.7575084 1.34051406 -0.4558422 4.3116675 2.06141743 0.37029401 -1.26030299 0.90050131 -1.88089169 2.3069276 2.37689188 1.45632501 0.23965258 -0.899653 1.04752818] Distance 8.803513425352493 Each least square approximations [-11.20605466 0.94657973 0.86034822 -3.46192842 -0.13254454 -1.57589417 1.05129609 0.15053871 -2.16096639 1.05799681 -2.1823276 1.34946157 -0.38724672 0.08425907 -0.1493891 -0.42998247 0.29330708 -0.36808193 0.06905903 -1.58460821] Distance 7.915897104382923 Each least square approximations [-7.8294268 2.73067086 -1.88665408 -1.26621263 -1.2388955 3.93005271 -1.18470059 0.41255774 -2.69427344 -1.62222185 1.52716678 -3.58722436 1.37869103 -1.25977698 -1.24836207 1.80188912 0.22981006 1.23032785 -1.46014016 0.49967498] Distance 8.572055348600983 Each least square approximations [ 4.34289035 -1.44574363 0.70226372 -1.04834771 -2.54453038 0.96347662 -1.43598091 -0.41997325 -2.67000345 0.45941424 -2.32675296 -0.73265312 -1.07859932 -0.42504836 -0.63622654 -0.7404752 1.55377873 0.89845454 -0.69435774 0.32121875] Distance 12.316931217976585 Each least square approximations [ 4.27966889 2.55450357 -2.52705098 -1.55559368 2.5113461 -0.90093655 -2.22299621 -2.89609808 2.70739787 3.61467557 3.29274428 -0.8953183 1.32712592 -0.3079542 2.00553048 0.10319602 2.14299708 -0.37177908 -1.07452519 -1.23407089] Distance 10.190895801726652 Each least square approximations [-9.12434868 0.14240989 1.68346591 -2.57055288 -1.45936653 -0.59490053 -2.49308087 -0.38751795 -2.55516893 1.8844736 -1.30552825 1.0077771 3.58607784 0.31861349 -0.12555977 -0.10074328 -2.84377893 0.60548205 1.26501437 -0.01776299] Distance 8.116572763910236 Each least square approximations [-5.94996237e+00 -1.85815025e+00 -2.00063832e+00 -1.47094088e+00 -1.97728177e+00 -2.75693744e+00 3.47046595e-01 3.52019443e+00 -4.02168372e-03 8.03547269e-01 -4.90802469e-01 2.27948334e+00 1.08551152e+00 -1.67746517e+00 -2.32731916e+00 9.74015561e-01 5.45889545e-02 -9.35032152e-01 8.30877268e-01 -2.58701865e+00] Distance 10.466223074593971 Each least square approximations [-11.16615322 0.42015703 -4.61182937 1.6415046 1.44576716 -1.79415243 3.03069861 -0.18129872 -0.39187723 -0.37456083 1.66954634 -0.42117483 0.1817935 -1.72864952 -0.017866 -0.15483759 0.84432495 -1.60091311 0.30170368 -0.58143922] Distance 5.470492499708933 Each least square approximations [ 7.51732835 2.35980837 -0.60922223 1.76306502 -0.76705825 2.08247984 1.42736972 1.16259944 -1.26090649 0.09261707 1.97751418 0.79073591 0.96855164 1.42381817 0.80341408 -0.70724611 -0.16379298 -2.74221103 1.39519488 2.4814434 ] Distance 10.17433356297999 Each least square approximations [ 5.47160818 0.14507868 -1.70579206 -3.24382021 -1.58756321 -0.52703076 -3.93530565 -0.88318831 -1.65856876 -2.83399355 1.30431158 1.5496494 0.6325667 -0.6186662 -0.45609567 2.69834045 1.78025419 -1.77248653 -0.35457458 -0.44755338] Distance 10.537325618633103 Each least square approximations [ 7.51405152 3.1918365 -6.20043982 -1.43798559 0.84581564 -0.53348584 -0.081856 -2.27209006 1.69670743 -1.035421 2.09900712 0.4699726 0.3687093 1.65319541 1.87182404 -0.10483617 -1.86225335 -0.59843751 0.96075603 0.75363155] Distance 8.347217023891355 Each least square approximations [-6.9645482 2.47687346 -1.95771618 0.69145979 -1.73815261 -1.50136222 -0.73091822 -0.20322246 1.82690248 0.80220286 -0.70326799 -0.98476174 -2.01203403 1.13129563 -1.69656894 -1.44380904 1.46819921 0.093579 0.88351361 -1.33420599] Distance 10.863824705603813 Each least square approximations [-6.24621035 3.09624296 -6.48997396 1.19653588 -1.36152366 -2.88144154 1.85247611 0.08709386 -3.48342176 1.7255834 -2.16659836 0.11762184 -0.07978769 1.43023761 -0.12107917 0.70742973 -0.93089527 2.90791346 -0.21792244 -1.38759817] Distance 8.69943996901273 Each least square approximations [10.28718489 1.42263561 -2.13859576 -0.76348647 -0.09513386 3.77144942 -1.70194229 1.19414585 -0.3673982 -1.27741591 0.36605995 0.48607785 1.5602741 0.59975707 0.36144685 0.16486269 1.74826416 1.10184859 -1.61673486 1.49574615] Distance 8.327003222629454 Each least square approximations [ 9.58490098 0.02994952 -3.36204676 -2.19956124 3.10723595 2.69510036 -1.66019096 -2.04875841 1.28520129 -0.85845258 1.45532913 -1.0837107 1.33317822 -0.043559 -0.54044189 0.43606223 -0.89511998 -1.84568134 0.74946723 0.63287168] Distance 8.373426584297887 Each least square approximations [-10.08132074 -2.22776306 -3.1548474 -1.3814302 2.51695703 0.37666 -0.09999013 0.19091743 0.7109721 -1.94655861 2.60262346 3.46458556 -1.36272678 0.46465078 -0.15865036 -0.95639935 -1.09802283 0.50436968 0.9109514 1.72373571] Distance 7.667162008669633 Each least square approximations [-1.14526160e+01 3.67824707e+00 -2.94007191e+00 9.91839418e-01 -1.70211164e+00 -1.88695998e+00 -2.33292975e+00 -3.37882381e-01 8.30217961e-01 1.38696390e+00 -4.05464004e-01 2.28437582e-01 -9.10967478e-01 4.54512938e-02 -1.43374504e-01 6.82533618e-01 8.09973909e-03 3.09909216e-01 4.89727690e-01 8.78008164e-01] Distance 6.597176551119781 Each least square approximations [-9.13285158 -3.67486611 2.67213979 -0.12794732 -3.26211395 2.3894832 -2.54642275 -1.0307959 -1.28952488 1.09576207 -0.25450785 -1.42111111 0.16385037 -1.5269336 1.9326459 -0.3512351 -0.8610302 0.03915577 0.36280155 -0.68131926] Distance 8.639444923714393 Each least square approximations [ 7.77240493 -1.83702952 4.9313285 -2.96234748 4.04477826 1.06108722 -2.77138035 0.05308952 -0.59408435 1.85346603 -0.33218931 -0.13199139 0.27604173 1.65990017 -0.15951548 -0.84254845 1.01507544 -2.45779094 1.03448051 -0.41623302] Distance 8.790126222492066 Each least square approximations [11.8961349 5.03377384 0.63868126 -0.48466423 0.64427204 0.26788708 -1.56847802 2.04580846 -0.5782981 -0.46103468 -0.87716225 -0.02924494 0.02905079 -1.08714132 0.05434834 0.11006866 1.00657306 -1.66311856 0.76095571 -1.31872683] Distance 5.6451158008781 Each least square approximations [11.61079153 -0.34112425 1.76429002 -3.17424499 -1.5454675 -0.05829442 1.71141266 -3.10111245 -0.46744333 1.78555086 -0.54048568 -0.99815044 -0.35145513 0.30448947 1.05717058 1.68566518 1.04634996 1.07620393 -0.56799642 1.5587891 ] Distance 6.179207403590324 Each least square approximations [-13.13850537 -1.81150169 0.29555565 -1.73138654 -1.42884924 3.52480961 -0.61933595 -0.3411169 0.3522009 0.87927484 -0.89639419 -1.64745258 0.90301402 -0.13014123 -0.15111602 0.31401552 0.61788799 -0.79920268 1.45132267 0.27488344] Distance 3.547940693966111 Each least square approximations [-6.07340246 3.48607849 -6.78382108 2.08568218 -2.38234475 -1.37046031 0.34932107 -1.05105439 -2.5490515 2.6975493 -0.81691719 1.32328077 -0.6345201 2.39871815 1.7875175 3.31581342 -1.59541773 1.62938465 -0.65857741 -2.24880831] Distance 8.425548331581796 Each least square approximations [ 9.63511776 1.24940026 -3.02686592 -0.31096931 -0.86424623 5.45159839 -0.57277535 0.3425735 -0.49205649 -2.9134851 -0.40821716 -0.43949874 1.61398781 0.49005769 0.02683019 0.01771776 1.29289264 2.07517486 -0.90351504 0.64412879] Distance 8.526245124182916 Each least square approximations [10.004572 2.79357519 -1.79062687 -2.80510419 3.51301481 3.9573944 -1.1096662 -1.83512324 0.22132022 -0.91773346 1.03810263 1.12930925 -0.01337675 -0.27682705 -0.4971045 -1.59123007 -2.49547285 -1.34718097 -0.71617561 1.76700692] Distance 7.553837404969536 Each least square approximations [-1.06985124e+01 -1.98432284e+00 -3.16663786e+00 -1.84305586e+00 1.70663183e+00 -1.47548668e+00 2.22711228e+00 -5.58530596e-01 2.29920854e+00 2.25349570e+00 2.26944917e+00 2.17008204e+00 -1.81253020e+00 3.21845859e-01 3.64160482e-01 -6.89130320e-01 5.72926727e-01 9.48150677e-02 -5.84534161e-03 1.36587241e+00] Distance 7.6029322102339005 Each least square approximations [-11.14133087 3.10508594 -3.77999079 -1.09933846 0.41631503 -1.16492735 -1.5884757 -2.93122401 1.74160187 -1.02700042 1.15055621 -0.55422994 0.99229759 1.09167846 0.57448998 1.17764397 0.15209472 -0.15376172 -0.91743853 0.14743752] Distance 7.346707812935973 Each least square approximations [-9.39052827 -3.22465598 2.86268982 -1.54771315 -3.65598158 0.3048894 -3.33745529 -0.48021839 -1.64154898 0.07174026 0.6531189 0.49860128 2.29096631 0.72839231 1.19612459 -0.45780212 0.14785906 -1.26126366 1.01278264 0.79671596] Distance 8.85116652823371 Each least square approximations [ 7.83517754 -1.82299634 3.90522967 -3.01339357 4.28421963 0.70945385 -3.57841587 -0.46873214 0.72354101 2.12904996 0.84142381 -0.55901567 1.05533396 2.93560717 0.45664335 0.22409188 2.06257556 -2.31901652 2.72918361 -0.13178795] Distance 8.503973896119819 Each least square approximations [14.11075528 2.85465911 -0.06358384 -0.09639609 -2.6282828 -1.86311093 0.56516314 -0.45019592 0.92889078 0.64209391 0.31991477 -0.64143116 -0.27844479 0.43502203 0.25885393 0.27655457 0.37104952 -0.11433813 -0.46270344 0.17566057] Distance 2.3744550096377424 Each least square approximations [10.84625957 -2.10440141 -0.25089177 -2.26291741 -2.15383244 -0.04675904 1.79717725 -1.22851242 2.12315997 1.63297075 -1.32852324 -1.67085882 1.27018299 -1.50696512 1.0066842 3.45579672 1.56310379 0.40947896 -0.80263308 1.8094007 ] Distance 7.394287848720091 Each least square approximations [-13.34215126 -0.24547722 1.77037238 -0.83675359 1.5545697 -0.29213681 0.99328144 -0.22832282 -2.41562112 -0.18044622 -1.18854025 0.46374827 0.61850569 -0.95079222 -0.033007 -0.42139958 0.54114935 -0.32794435 -0.58092956 -0.32488275] Distance 5.581876893828923 Each least square approximations [-5.92287047 4.60856249 -3.33617226 3.65895365 -2.64672355 -1.25937304 -3.2775836 3.06320779 -2.61758171 2.06567523 -1.39665165 -0.97964371 0.96949132 -0.20179594 0.35596729 2.88437779 0.04935593 2.55231775 -0.04191659 -0.74211989] Distance 8.62481177636872 Each least square approximations [ 8.91765292 -2.88371668 -2.03105004 -1.12655475 -2.20550596 2.03241358 -2.37844599 -1.42141921 0.35288711 -1.21776845 -3.03803505 -0.0381054 -0.66524193 -1.12699905 -0.09655103 -0.29135987 -0.2490019 0.39384489 -1.18922079 0.48570029] Distance 9.489315258820884 Each least square approximations [ 9.35082136 3.63771591 -3.01098398 -3.30833855 -1.38732884 -0.73403527 -1.28343257 -4.10981478 0.6635291 1.10524341 2.6866178 1.19503938 2.03675288 -1.55875051 -0.66086363 0.35398081 -0.91296923 1.14329563 -0.39574257 0.30234889] Distance 7.276470778919329 Each least square approximations [-11.26739786 -6.31365177 2.12619043 -1.06957007 0.52287965 2.12139151 0.04041982 -1.98685836 -0.61852369 1.97040059 0.78794876 -0.78782389 -0.66689599 -0.50192362 -0.33160478 1.72724472 -1.28295405 -0.43280647 0.5481535 0.8464273 ] Distance 4.59521909312484 Each least square approximations [-8.02026286 4.62697083 -0.65201555 -2.47131411 -2.66583931 -0.11803604 0.41531439 0.62578031 -1.0051355 0.70589044 2.47991737 3.35203457 -1.14226143 0.77079187 -2.58520037 1.07647789 0.79825142 -0.25929477 -0.70999825 -0.96959771] Distance 9.150512569004622 Each least square approximations [-9.9306267 -2.49373243 2.14413098 1.35636996 -3.03960008 -1.68331544 0.25428531 0.92896409 -4.2941488 -1.88321511 -1.69189328 -0.86010124 3.31881414 -1.46399496 -0.18644679 0.20045399 0.4810711 -1.36914155 1.10150003 -0.20481395] Distance 6.9289961808725735 Each least square approximations [ 8.60671439 -2.44455834 1.65289102 -1.43429963 1.56953661 -2.31144945 0.70322872 1.28694564 -0.80571662 0.97366823 -1.11109771 0.56385027 2.174157 0.57818876 0.25767656 -0.46208768 -1.29129053 -3.09149676 0.96474046 1.24008164] Distance 9.87345263204622 Each least square approximations [ 9.10840865 2.05637018 1.5008594 0.63738688 1.15080342 -2.32114533 -3.19332562 -1.13798929 -0.03753471 -0.77521923 3.6360056 -3.0522282 0.0729833 1.73846415 -0.68369377 0.54340039 -0.1399676 0.41259651 -0.61821926 -0.48792602] Distance 8.869750499359357 Each least square approximations [10.29524859 -0.99164324 -1.12236672 -0.85171751 2.91709829 -0.16217236 1.08038675 -1.07985977 3.91951167 -2.57821577 2.73250192 0.52798902 -1.11356929 -0.56218154 0.92907632 1.08654942 1.40782771 1.31585247 -0.72257321 1.98183056] Distance 7.2882782467876055 Each least square approximations [-9.80005158 -2.38713902 -0.95961575 -1.16415915 -0.31431802 -2.07921398 -0.94601187 -0.5782581 1.03717338 4.04721625 0.15844441 0.95204452 2.15887128 -0.77615847 0.3911795 -1.39114566 -0.50338778 0.72330545 -1.96371602 -0.74116927] Distance 8.59531042585844 Each least square approximations [-5.06980048 4.36917075 -1.93292152 2.47273568 -2.92061375 0.08677269 -3.39962627 2.70864875 -2.73955695 2.0530076 -1.45821125 0.29544059 0.01973939 0.55949423 -0.63174932 2.2648716 -0.26410061 2.77796675 -0.17829999 -1.32899935] Distance 10.076020715069934 Each least square approximations [ 6.8667624 -3.5855238 -1.7870814 -0.5907201 -2.22529323 0.68527582 -2.14586833 -1.31137022 0.24408451 -0.09988821 -3.10145665 0.45624123 -0.14860799 -0.14948314 -0.22623721 0.22833031 0.16279294 0.58893019 -1.84041763 0.77635756] Distance 11.102122282207059 Each least square approximations [ 8.54060511 5.20596472 -2.55372791 -1.12848529 -0.81223917 -0.75065092 -1.41577477 -1.66704462 0.30051293 0.02798286 2.80465074 0.20582576 2.29428244 -2.21039808 -0.65592342 1.49976217 0.49797018 0.8836722 -0.70133183 2.29948211] Distance 8.454535306993307 Each least square approximations [-10.19581774 -4.85708354 3.41539751 -0.46724963 -0.79432691 0.2425442 -1.41192586 -1.91568174 0.0949378 1.83303316 1.52467877 -1.16231459 -0.46444502 -0.76758959 -0.21568277 2.96162076 -2.01556198 0.60634125 -1.17884162 2.58818916] Distance 6.163898216178539 Each least square approximations [-6.0411324 3.9003224 -1.20235443 -3.08839377 -0.9536459 -1.53964395 -0.5683757 -0.33245593 -0.60138784 0.03615476 3.20826604 4.21974899 -2.24210121 -0.27635414 -3.36072721 1.00484447 2.1160224 0.52737848 -1.40629682 -1.12619556] Distance 9.627314268007025 Each least square approximations [-8.59662246 -1.78136594 0.93476116 1.21870761 -2.40193787 -2.30966586 0.28032946 1.23323235 -4.11298629 -3.16932921 -1.64308394 -0.78810576 3.81762584 -3.00945684 -0.48676622 0.51284822 -0.16257943 -0.88376694 2.21780733 -1.23824598] Distance 7.69101451902529 Each least square approximations [ 7.6644405 -2.17144176 0.44691766 -0.07696727 0.11155754 -1.12776741 0.64791938 -0.17801543 -0.78231329 -0.83317663 -2.30753919 0.2246183 2.36122151 1.08153435 0.41307858 -0.71036094 -0.46054127 -2.40929378 1.07163257 1.10814529] Distance 11.18332046329793 Each least square approximations [ 7.433095 2.49222914 0.73661213 1.72161431 -0.51748147 -3.0808256 -2.8782182 -1.34134701 0.36193515 -0.40486089 3.70814948 -2.31876184 -1.05539988 1.95784756 -0.86980742 0.70200722 0.09453501 0.50626573 -0.1516191 -0.27840808] Distance 10.10774115849551 Each least square approximations [ 9.45647277 0.5937274 -1.23222674 0.67313019 2.2879781 -0.39822419 1.94205376 -1.08439473 3.84938352 -2.54630609 2.47595088 -0.18941476 -1.06519798 -1.73014127 1.01491587 1.55876366 0.79202612 -0.79697245 -1.26974828 1.55985048] Distance 8.396945101306134 Each least square approximations [-8.14105924 -2.47793426 -1.87308315 -1.9541389 1.28181629 -1.69199202 -0.40668707 -1.40181913 1.35980943 2.85674723 -0.23336445 0.69495414 0.71239807 -0.72989526 1.59654837 -2.21247214 0.45678847 0.37916007 -1.59741146 0.11174142] Distance 10.22902418106387 Each least square approximations [-5.43468209 3.75755389 -7.50408917 4.25693115 1.66179321 -3.50558891 2.4996132 3.23093887 -1.68154909 1.05182993 0.12723972 -0.23343427 0.77624504 -0.70716546 0.37590412 -0.16222544 -1.56613095 1.28217738 1.18135767 0.71642219] Distance 8.766474826783602 Each least square approximations [ 1.51414656e+01 2.51615278e+00 -3.73818791e-02 -7.04919160e-02 5.91977421e-01 -3.98802191e-01 -2.85148546e-01 4.88025220e-01 4.16262059e-01 1.23961895e-01 -2.68086776e-01 4.16515272e-01 2.96557582e-03 -3.56339102e-01 1.28508936e-01 -2.43660426e-02 -5.01500298e-01 -4.36371912e-01 -1.88199381e-02 -7.16423601e-02] Distance 0.7080224961323894 Each least square approximations [11.09014209 -3.98464663 -4.97450061 -2.58907637 0.71982521 -0.57984931 -1.56856445 -0.23035866 0.55485886 0.13080172 0.35208293 1.67552183 1.63724428 0.028646 1.92624192 -0.18981845 -0.521878 0.38602326 -0.05040326 0.08983428] Distance 7.359044704628747 Each least square approximations [-9.28986147 -4.47730667 -6.01148574 0.33666533 2.34006114 2.10325871 1.25328287 0.19276829 0.04787727 -0.49017 1.05194591 0.57681524 -0.75569709 -2.2519922 -0.25225775 0.02859185 -2.4961326 0.79602767 1.09142889 -1.40470019] Distance 8.15064173305196 Each least square approximations [-11.16723274 5.58063406 3.19241797 -1.76068469 -4.54063965 -1.37714167 -0.71070776 -1.10660618 2.87404583 1.03244795 0.02788629 -0.34490209 0.62585266 -1.8234287 0.63690068 0.44197215 -1.00695975 0.97042126 -2.21972075 0.6760655 ] Distance 4.844389738444062 Each least square approximations [-9.68442251 -2.07536297 6.90719172 -0.96163069 -2.44264517 1.53276675 -2.51544802 -1.45979475 -0.3138468 -0.90458631 -1.41004294 -0.7067336 0.80754168 1.07998342 0.44530344 0.35938252 -0.35767424 0.29241735 0.06926364 -0.4349415 ] Distance 8.276215231105525 Each least square approximations [10.23364749 -3.20057833 4.36125518 -4.04707313 2.53039705 1.06861378 -1.78665158 0.72216687 1.34436277 3.07237028 -1.98984776 0.77906371 0.16537981 -1.31427103 1.69722728 1.61907268 -0.13283237 -1.18864506 -0.43022546 1.03528102] Distance 7.111313645922412 Each least square approximations [10.55891671 3.83377789 3.72024982 -2.41912327 4.4724371 0.57235723 0.61272965 -0.25874344 -0.90249638 -2.71662108 1.35842044 -1.33089564 -0.88614718 -1.00244682 -1.94131085 -2.35675108 -0.15364103 -1.17178398 -0.42784749 -0.91047735] Distance 6.780156338311436 Each least square approximations [10.60726255 -5.19192272 2.35935951 -4.63905915 0.35330893 -0.49131156 -2.28476537 0.4586667 0.80000199 1.42679245 3.43978653 -0.26154452 -0.28232339 0.73010146 -0.0510441 0.4680723 -0.52724667 -0.0721655 -1.17448706 1.39970016] Distance 6.824247396026856 Each least square approximations [-11.09569494 -4.38247236 3.10471659 2.37229794 -2.76999527 0.33955995 -2.56675521 0.64896159 0.62716882 2.16123508 0.47873671 -0.83279326 -0.92917493 2.2991072 0.14483286 -0.11584904 -2.06259336 -0.04861126 -2.38066269 0.7694685 ] Distance 6.548666812795611 Each least square approximations [-6.06157589 3.14563952 -1.64502841 0.22933468 -4.19145246 -0.8899549 0.4727335 -1.30661327 -5.02722009 1.2901047 -1.56540687 -0.24357365 -0.93325442 1.26858021 0.27744504 2.40379317 -1.87568912 2.45450297 0.86872534 -1.45618882] Distance 9.562717838155296 Each least square approximations [ 6.51181599 -1.46014794 -2.12481168 -1.13416931 -2.52290904 2.67187522 -0.24511559 0.66194479 0.68360857 -2.96960294 -0.11690709 0.02089384 -0.08721682 -0.38484684 0.2058005 -0.19712898 0.19689461 1.29900136 -0.87539867 0.89717766] Distance 11.582750268262508 Each least square approximations [ 6.34813067 3.34970893 1.0848015 -2.70339855 3.91862588 1.29203366 -2.44785397 -2.11937068 2.73174467 1.07109782 1.6167057 -1.18999857 2.5577334 -0.89431885 0.80437162 1.49139317 -2.11962069 -1.43169587 0.08765124 0.5458352 ] Distance 9.701529841167675 Each least square approximations [-8.50958748 -1.35834169 0.66086792 -4.08363354 1.44816522 0.09046499 2.81564456 -1.54549084 -1.33185627 0.28185612 0.77352065 5.48033685 0.11069612 0.15073442 -0.6549022 0.16996589 0.08204172 0.64283248 1.82713551 2.28506948] Distance 8.09829979569144 Each least square approximations [-9.35902935 -0.57836447 -5.03088889 2.62914945 -2.82614249 -3.2377106 0.23163266 1.29331336 -0.14987695 0.89044951 1.85149866 0.88976025 -0.18171754 0.14277554 -2.05968509 0.60786494 -0.64940783 1.33797521 0.33197981 1.03865642] Distance 7.608417394592108 Each least square approximations [-8.32290476 -3.16357002 -0.8738877 2.13958214 -3.0323688 0.8981124 0.0610536 1.79566173 -3.46802355 2.15359006 -0.19835127 -0.41541694 0.52949008 -1.87964985 2.62285757 0.34574348 -0.76541251 -1.44937204 0.60401948 -0.9873707 ] Distance 9.042538750773572 Each least square approximations [ 5.62535998 -0.27275014 3.78784562 -0.40967707 2.2996756 -1.58478224 -2.69925157 0.81180695 -1.64492274 1.44980542 -0.04141724 -0.3259689 0.71205003 3.70275795 -0.46731034 -0.06168143 -0.36140876 -4.68489165 1.52518116 -1.92215214] Distance 10.09449994470543 Each least square approximations [10.65891029 -1.14831685 -4.02355883 0.58493598 -0.35290296 0.0313679 -4.59233071 0.77190374 0.86851514 -0.68804793 0.3345122 -0.17553247 0.63224691 0.02766506 0.67616268 -0.20176001 1.27834625 -0.3330676 0.89021757 -1.25545619] Distance 7.188738632854144 Each least square approximations [ 9.71117531 2.80941407 0.34774795 -0.44926403 -2.70630694 1.48917743 1.23485106 -3.22503394 3.12870921 0.15158537 0.0226728 0.93868652 2.08916289 1.1723764 0.36015571 0.59161351 1.3586069 2.04293314 -1.67768661 0.34697311] Distance 7.840727793642519 Each least square approximations [-11.65145093 3.60985624 -3.32241419 -4.39733283 -2.14620202 -0.49770122 0.98072599 1.46335647 -0.24269803 1.57268117 0.17015868 -1.01667083 0.71931196 -0.12487205 1.03277801 -0.93140462 0.94589922 0.15899774 0.44534158 -0.25336887] Distance 4.119424172934201 Each least square approximations [-3.29841352 2.96134509 -3.99057583 0.64176966 -3.73430036 0.31434525 -1.20825131 -0.3568524 -1.94713289 3.05587153 -1.6903187 0.89002282 -1.00994932 2.33970351 3.85680156 2.52645394 -0.66326291 1.25319883 -1.17932488 -2.53475027] Distance 10.545765383818496 Each least square approximations [ 6.92618472 -1.70350042 -3.79032799 -0.56207702 0.22971189 1.65109613 0.51853755 -0.61221358 -1.4876717 -3.68623649 -0.48357504 -0.66403989 1.1420542 0.68001653 -0.10881147 -0.87348789 0.98479409 1.96804264 -1.18660975 0.09535718] Distance 11.087385736200103 Each least square approximations [ 6.39219533 5.54592242 -0.97664986 -2.10432564 1.32128345 4.063491 -1.42134474 0.47141329 0.27596091 -0.59884993 1.24099511 3.64410192 1.02560593 0.2402922 1.06544719 -0.97291113 -1.72668292 -1.68821284 -0.48259309 2.73578413] Distance 9.364449701800742 Each least square approximations [-7.92203334 -0.28536703 -0.24258038 -4.34499811 2.12021955 -2.08821739 2.92151224 -2.99609679 3.16755538 2.29988873 -0.38319952 0.89903221 -0.88179057 0.26626936 -0.34198037 2.14647716 2.39872099 1.00349915 -0.66416317 -0.82661838] Distance 8.905356680272336 Each least square approximations [-7.22673337 1.29438768 -3.85145162 1.03008986 -1.58208366 -2.44616036 0.74437981 -2.29341745 0.93854282 0.60821513 3.87860073 -0.01817252 1.62293192 2.07750772 -0.7383509 2.28136787 0.44257574 -0.80842286 -0.89359201 0.81904871] Distance 10.088484889901867 Each least square approximations [-5.96199149 -2.71390892 0.86565312 0.63412623 -2.46778232 -0.97383196 -3.60583851 1.12902082 -2.52449067 -0.96699646 -0.07046645 2.84772855 1.68973726 0.72371217 1.52523134 -0.20914804 0.0142314 -0.58545623 0.19307866 0.80243599] Distance 11.384819623283066 Each least square approximations [ 4.32403886 -2.30822327 3.28994235 -0.91246672 1.78876861 0.56094159 -3.99759216 -1.25742392 0.2987128 3.26003386 -1.32809991 -0.50522498 -0.01236272 3.6534565 -1.04692864 0.33783439 0.71962008 -4.05518807 1.87130316 -0.06412566] Distance 10.614465504770843 Each least square approximations [11.76009422 -2.16039391 -1.62511141 5.56056197 -1.44708069 -1.46434193 -0.02445399 -1.79791517 -3.11940749 -0.73309595 0.50695095 -0.20452818 -1.81347277 -0.06631601 0.84425688 0.53718148 -1.19221062 -0.11102117 -0.33981357 -1.39918031] Distance 3.8496101575212403 Each least square approximations [ 8.33395002 -0.4011557 1.469897 0.84270887 -4.0366132 1.76738109 0.47394196 -0.79729382 5.03357878 0.73978939 -0.53524408 -1.89906463 0.50099431 -2.98411987 2.70902504 1.1431086 0.40647776 0.5138133 0.88670765 -0.11403687] Distance 8.695714699454362 Each least square approximations [-9.59259144 1.16064227 -0.6088022 -4.15568159 -1.31377056 -2.24919723 0.17193154 -1.60650694 -1.46075372 0.58120566 -2.56089211 2.43889809 -0.26795788 -0.02664461 1.11942425 -1.64027743 0.41927751 -0.25920352 -0.39727906 -0.95784712] Distance 8.744952514390558 Each least square approximations [-5.01646327 3.59626457 -2.0780938 0.27607845 -2.91731782 0.177655 0.44281071 -0.53114497 -3.1825047 2.91186405 -2.87770024 1.04453523 -1.72443032 2.19043884 2.11948584 0.2021794 -0.47144002 1.75934298 1.93633018 0.80668107] Distance 10.585299618935965 Each least square approximations [ 5.40684867 -1.00185787 -0.37238789 0.54432932 -0.94873149 1.96269864 -1.66262465 0.36647805 1.63994984 -2.60965956 -1.82924936 0.386356 -0.43397751 0.0135526 0.98940302 -0.37662893 -0.7461875 1.87229345 -1.78166705 -0.36522517] Distance 12.3111996928795 Each least square approximations [ 8.74273022 3.92343876 1.11051008 0.94838971 4.62002453 1.98164685 3.28077875 3.7646573 -0.94489568 0.0720479 1.54593173 0.3111844 1.9938877 -2.31312095 1.45568577 -1.03772435 -0.84496566 1.647673 0.02824356 0.52250764] Distance 6.912688275056652 Each least square approximations [-6.73499187 0.08533835 -2.82032876 -5.42045475 -1.37422647 0.03535402 1.98063266 -1.21214991 0.85468269 -0.52037706 0.392142 0.41537808 -2.61510304 -1.48364273 1.52371816 1.65414325 2.16868077 1.56086691 0.44697089 3.70507697] Distance 9.224232091735644 Each least square approximations [-7.12926662 -2.87564349 0.96031593 -2.25924141 0.97173991 -0.13386655 0.67569231 -1.23764915 0.97081099 0.66225958 3.18468426 1.14256226 -0.96680192 -0.28452774 0.47611754 -0.16768131 1.44900037 2.54684167 0.76906649 1.16297566] Distance 10.902378872038991 Each least square approximations [-5.32023952 -2.17346421 3.11564113 1.44546314 0.74156523 -0.35517148 -2.94399572 -0.52905196 -0.73554524 -2.04124276 1.76052891 2.69632831 2.86054212 -2.32946124 1.72273406 -1.14525163 -0.12397904 0.32707706 0.57191888 -0.74650559] Distance 11.096963633007201 Each least square approximations [ 5.4638945 -1.83663847 3.75220173 0.25227712 -0.96482789 0.9316329 -2.67724241 1.01389458 -1.05365633 0.53660811 -1.20163574 -0.27282014 2.73822393 0.81807016 1.24301758 -0.09268883 2.26527815 -0.17936716 1.63583001 -1.75476393] Distance 11.42992315328746 Each least square approximations [ 7.96601377 -0.08510124 -1.79353993 0.45593806 0.17967643 0.02201333 -1.34189969 -0.9266177 1.07983045 -0.31912677 3.99015005 -1.1806264 -2.29061684 -1.36694924 1.91857632 -0.57273268 -1.13332803 -1.45175212 -1.32990252 -0.83879412] Distance 10.315552952394265 Each least square approximations [ 8.23214526 1.72163989 -1.47406362 0.21205599 -1.91700288 0.93490025 -1.10810282 2.36456859 1.00900356 -0.51476337 -2.3796764 0.67720148 3.73381874 -3.55599008 -1.7301643 1.01105837 1.07655021 -0.88426196 -0.75225268 0.91847469] Distance 9.267607311857699 Each least square approximations [-7.2081029 2.48826635 0.52396456 0.4272606 -2.58517309 -1.383427 3.26068371 -0.57067141 0.83131685 -0.17568735 -2.64229065 0.56165864 1.96140245 -0.40357384 1.78927193 -0.58975053 -0.4838704 -1.59042116 -1.7310307 0.53457557] Distance 10.572582555931161 Each least square approximations [-7.58066576 -8.51915516 2.69827885 0.90756684 -0.26709 3.99002449 2.90274408 -2.28329581 0.44971548 0.68198415 0.38625756 -0.67575573 -0.54611861 0.09443413 0.25698271 0.04162112 -0.7162326 -0.64812758 0.41156036 -0.41289377] Distance 5.427343064937407 Each least square approximations [-1.21859208 0.96630008 1.27601709 -0.0946923 -1.59429437 -0.70482574 -0.15990002 -1.48470161 -3.71036556 -1.58928943 -2.55281134 -1.21549886 -0.4634213 -0.57474889 0.67124567 -0.27248381 0.89018333 1.87157757 0.8278309 -1.23724653] Distance 12.608031771309856 Each least square approximations [ 0.13519747 1.92755273 1.0576581 2.8012311 4.75164561 -5.1957379 0.07508799 0.60993767 3.7106559 1.26359396 2.1054396 1.1836819 -0.57098813 2.06564957 0.06094718 -1.76468563 0.90989137 -1.62383146 2.9089738 0.10644995] Distance 9.831360029059564 Each least square approximations [-0.42399804 4.86435902 -2.61962768 0.06843734 -4.60448551 -0.92280981 3.98210546 -1.144386 -0.16530627 1.10033087 0.89413515 -1.79607483 1.57880088 -0.16814248 -0.65547066 0.2127122 -2.04125493 0.88102855 0.1289961 0.77664321] Distance 10.789091548593683 Each least square approximations [ 1.67465866 -1.67325705 1.95435483 0.29464128 -0.61839745 -3.22894378 -1.94027032 -0.41297297 -1.94620603 -2.32903672 -2.44593875 -0.02369258 2.58261016 -1.45630119 0.9634625 2.24362863 0.92461672 1.38857989 -0.03038237 0.66341266] Distance 11.946901937905983 Each least square approximations [-2.51410474 5.35926897 -2.25488955 3.50037844 -0.03087135 2.11718219 -2.28791159 2.3598544 1.76884648 -0.81265118 4.12589329 -0.64878812 0.21883063 0.34593924 0.15780756 -2.50861483 0.80030625 1.09205235 0.20044151 0.769325 ] Distance 10.114573089875725 Each least square approximations [ 1.5567635 5.25403908 -3.24261268 -2.59932371 -2.19177142 0.83486251 -1.06765446 1.39138017 -1.2585377 -2.23876645 1.6671364 1.3392277 -1.04192112 0.09150866 -0.64274468 2.08138521 1.49768345 1.53451634 1.5212269 0.94657781] Distance 10.929902672072739 Each least square approximations [-0.11916962 -1.70907196 -3.6121489 -2.3534957 0.37715665 -0.57689265 -2.26734189 1.3490387 1.00540896 0.46271323 0.19343992 1.46688231 1.20422101 -3.77977518 -1.05542525 1.28803714 2.76430681 0.50050086 -0.88871641 2.44765382] Distance 11.601760493624507 Each least square approximations [-0.45568555 1.89350163 -2.4566258 0.27433621 -1.18447967 -1.17547458 -1.78148965 -2.79782869 0.2891319 -0.71157137 -0.06767007 0.00904423 2.19113232 1.00605508 -0.19443327 -0.43818926 0.09284988 -2.72854533 0.50641807 -0.7380982 ] Distance 12.711136158668985 Each least square approximations [ 0.76333101 1.47610081 1.30867806 -0.35572053 -1.14673629 -1.93048411 0.88866502 -0.151629 -0.80813095 -0.75011449 1.43163687 -3.03701898 0.67715133 0.62718754 -0.27086562 0.07199168 4.58391834 -1.87858012 -0.04978731 0.5679733 ] Distance 12.30504189192353 Each least square approximations [-5.14070289 4.05706146 -6.31330323 4.65990713 1.72132591 -2.57516207 2.02873386 3.55168416 -2.33441495 1.39211173 0.22542007 -0.72695101 1.42132508 -0.32148672 0.33104176 0.28851995 -1.3229353 1.68840252 1.74794724 0.4300006 ] Distance 9.04960279389481 Each least square approximations [15.1077474 -0.35409278 0.07546127 0.68977439 0.81052784 -0.57949386 0.03484047 0.05274798 0.0423951 0.25238109 0.10264478 0.22014158 -0.03402421 -0.32419814 0.29951499 0.2989954 0.18543987 0.1399932 0.03222331 -0.18778962] Distance 0.6748489678819583 Each least square approximations [10.82272431 -3.32941845 -4.86298965 -1.65514038 0.19212206 -0.55404729 -1.83532136 -0.13928284 0.54686359 1.05063126 0.91889576 2.01551589 1.94437048 -0.0516083 1.6089713 -0.19546275 -0.06399594 0.10516893 -0.07227355 0.33311967] Distance 7.721130799862553 Each least square approximations [-9.10864678e+00 -4.68533328e+00 -5.10204650e+00 -3.90165662e-01 1.41039063e+00 2.52009178e+00 1.10739663e+00 5.48846814e-02 -1.99273325e-01 -5.86046870e-03 9.81477958e-01 8.02536884e-01 -7.42846310e-01 -1.70714666e+00 -9.89752758e-02 1.14774714e+00 -2.85586805e+00 1.10559071e+00 1.21872975e+00 -1.83656736e+00] Distance 8.333902673011123 Each least square approximations [-10.69558468 6.22634512 2.77003491 -1.78831083 -4.48976057 -2.02164297 0.54085247 -1.03680432 2.59789948 0.41751687 0.98471022 0.3150295 0.99597684 -2.14085647 0.16956934 0.41432684 -0.82818005 1.38440678 -1.51237209 0.692872 ] Distance 4.692434553748086 Each least square approximations [-9.57037246 -1.59956055 6.73467797 -0.3985015 -1.89140115 0.77904121 -2.07183773 -0.70534974 -1.21332681 -1.35372375 -1.35335325 -0.71886368 1.36608993 1.21608499 0.51674727 0.90375833 -0.13072701 0.10368645 -0.02710483 -0.33086202] Distance 8.481957907927885 Each least square approximations [10.1863192 -3.46703494 3.80925967 -3.6235719 1.12131625 0.73377828 -1.8363768 1.0315628 1.57450779 3.61278706 -2.88675002 0.91103746 -0.09339356 -0.90204423 1.81009585 2.17853555 -0.16270974 -2.16676521 -0.29665319 0.97510239] Distance 6.469097617683627 Each least square approximations [10.12597372 4.14462929 2.63684055 -1.71685992 4.11769481 -0.15409523 0.41726052 -0.76816248 -1.33245424 -3.21692189 1.60421105 -1.53005796 -1.66083739 -0.67934148 -1.69078225 -2.59175431 0.26250902 -0.99558144 -0.7292559 -0.9973654 ] Distance 7.143179128001757 Each least square approximations [10.85760332 -5.3716561 2.17034891 -3.32493396 0.36362528 0.64809005 -2.78126928 -0.05111047 1.60036294 1.10583874 3.15926364 -0.38726911 0.05751533 0.73330852 -0.03767674 -0.16153715 -1.11875718 0.11810188 -0.95188815 1.58057543] Distance 6.391531490730428 Each least square approximations [-1.10051932e+01 -4.50283533e+00 1.51467237e+00 2.15664344e+00 -2.92379293e+00 -3.63217201e-01 -2.68899869e+00 -3.39500085e-01 2.00735806e-01 1.89328711e+00 6.28145320e-01 -5.25828216e-01 -1.23489813e+00 2.27984722e+00 2.26402432e-01 1.31757062e-01 -1.74752772e+00 6.18254340e-03 -2.82864579e+00 1.21865954e+00] Distance 6.543254003543708 Each least square approximations [-6.9159641 2.4297569 -7.54229854 0.98750671 -2.80050028 -1.77750603 -0.25596621 0.76712367 -3.90133816 -0.7922314 0.91062674 -0.32383889 0.30885225 -0.61244813 -1.60747636 1.80448921 -0.90024635 0.80797918 -0.05947066 -0.49001523] Distance 7.966146056910654 Each least square approximations [ 8.80976337 1.44462107 -0.39548393 -1.49509528 -2.42108639 3.94731908 -2.0604789 -2.4452643 -0.89041225 -2.27747914 -1.04823111 -0.32209846 1.03405547 -0.69577563 -0.80338701 -0.06208476 0.42637172 0.14322443 -1.51444596 1.15860857] Distance 9.194000956725688 Each least square approximations [ 8.4108572 0.60861307 -4.07263599 -4.98441553 3.0005659 -0.49713709 -2.93048657 -1.64297826 1.18998288 0.20045803 1.01370549 -2.66230747 0.91456408 0.58633082 0.12976211 0.43048827 -1.61589429 -0.71867643 1.0646192 0.46204214] Distance 7.937336880473975 Each least square approximations [-1.00220234e+01 -3.35065412e+00 -2.57556872e+00 -9.42167146e-04 4.69390703e+00 -3.21676239e-01 -5.01485758e-01 1.25858776e-01 -9.17055013e-01 1.82333605e+00 1.95918474e+00 2.00577459e+00 3.53559652e-01 -9.46597850e-01 -1.64757439e+00 1.74978200e+00 -2.22322620e+00 -1.50254408e-01 1.73444253e-01 1.39068571e+00] Distance 6.7121193611487096 Each least square approximations [-1.00461360e+01 1.40210879e+00 -1.75979138e+00 -1.79488234e+00 -2.70820058e+00 -8.48739749e-03 -2.48806793e-01 -1.77028039e+00 -4.17295815e-01 3.29365457e+00 -1.04391846e+00 1.03709484e+00 1.37506947e+00 -3.37936458e-01 -1.37212758e+00 9.07953619e-03 -3.87685225e-01 -1.11616139e-01 -1.66923722e+00 9.38461915e-02] Distance 8.469855424777833 Each least square approximations [-11.34132638 -4.83711335 0.40590901 -1.03563984 -2.93728784 -0.09737174 -2.29614506 0.31674323 -2.86958568 1.33250374 -0.28984094 -1.54734363 -0.46291103 -1.36722951 -0.43427772 -0.64984841 -1.04412104 -0.77107736 -0.09057234 -0.06333842] Distance 5.230777196079398 Each least square approximations [ 9.09233973 -1.06579322 3.6061417 -3.26704017 3.36466385 0.72258336 1.02412246 0.1627774 0.15766775 0.60345948 0.77077749 0.20746791 2.40072193 2.66265581 -0.15552166 -1.3006599 0.11290762 -1.12342042 1.85489336 -0.32663388] Distance 8.407799290144043 Each least square approximations [10.35462319 0.76167236 1.8299165 -4.56016242 -0.66031767 0.12935864 -3.10699352 2.29148657 0.19803093 -0.97464713 0.8358109 0.36016626 -0.19753808 0.45753701 -0.14803753 0.28612907 -0.28257159 0.03558271 0.88565922 -1.13851671] Distance 7.738270998308341 Each least square approximations [10.84619256 -0.25938708 -1.00128212 -3.43599879 -1.40538584 -3.80002706 2.70232024 0.40101434 2.28939136 -1.9976777 1.15258742 0.35517373 -0.70715252 1.61695287 0.3076208 0.40473035 0.02698818 2.80086136 -0.45761001 0.81629705] Distance 5.859676809389981 Each least square approximations [-11.08032417 1.21002464 3.11965968 -0.95130543 0.47970819 0.38125014 -0.88699821 0.35309697 0.61907918 1.74807758 -0.27359306 -1.56960576 -0.70701849 2.10145582 0.86564225 -0.69923925 -0.58399617 1.35406433 -0.87683645 0.97657571] Distance 7.701977844584717 Each least square approximations [-6.76626155 3.23638917 -4.94820695 2.41773164 4.55524434 3.57361724 -0.02639002 4.0379575 -0.64812202 -0.268058 1.21162513 0.41466341 -0.58776021 -1.49801755 0.17652875 1.69119241 -2.3267293 1.44594572 0.4076702 2.3441776 ] Distance 7.326798276518731 Each least square approximations [ 8.08719494 0.51101854 1.74937033 0.23093116 -1.30483307 2.18459214 -2.50424321 -1.840255 -2.4252803 3.08913467 -0.64186182 -0.60074837 -0.99018121 -1.11933648 -0.40458396 -2.76390899 1.52269856 -1.55874887 0.69499601 -0.66759592] Distance 9.698080790756125 Each least square approximations [ 6.70470592 -1.32079322 -4.80194058 -2.52737417 2.23519198 -1.87247298 -0.88678271 -1.44239547 0.64770128 2.57840363 -0.07102251 0.71023491 -1.08520112 -0.17910503 1.42217966 -2.0321946 2.5578345 -0.53908718 -1.00308073 0.72238334] Distance 10.003026830100858 Each least square approximations [-10.42587377 2.00358633 -2.49249112 2.18056485 -1.11766643 2.724175 -1.23660174 -0.14918097 -3.03273043 0.53732198 -2.25098612 0.04606128 2.13875126 -1.06356966 -0.81082156 0.3296021 -3.1329792 1.11512951 1.47798129 -2.41744835] Distance 6.071024312431672 Each least square approximations [-7.31933669e+00 2.12521631e+00 6.47711066e-01 -4.76845518e+00 -2.85472439e+00 4.94664273e-01 -2.47427940e+00 1.63495101e+00 1.30255293e+00 -4.15066629e-03 5.42786845e-01 -3.37413861e-01 6.46557350e-02 -2.69169913e+00 -2.45160557e+00 -2.47569568e-01 -3.34823129e-01 6.44592057e-01 1.10042459e+00 2.64646141e-01] Distance 9.757200811052424 Each least square approximations [-11.34991091 4.9711292 1.2688747 -2.43801708 0.53077076 -0.23631253 1.173172 -2.86115778 -0.30744507 -1.24252887 -3.40965083 -1.95763056 -0.43734577 0.72679322 0.89906627 1.70026319 -0.74911352 -0.45279414 -0.79331872 -0.74145994] Distance 4.0529988331316416 Each least square approximations [ 9.23626252 -1.52120958 -2.66524427 -1.68207132 1.12977673 4.59233177 1.20672696 1.37284566 -1.21002638 4.11525208 1.43337677 -0.76059659 -0.92621483 -0.21172404 3.04365233 -0.13008371 -1.20450725 0.53020984 -0.6626263 1.67105673] Distance 7.171623950042034 Each least square approximations [ 6.22172889 2.17051872 1.94328279 -3.72066558 1.47219584 1.12643203 0.32936967 -2.78249339 -0.29515829 -1.33946381 2.69649031 0.19828103 0.78480103 0.49449134 -1.93458022 0.90104933 1.32075099 -0.79337112 -0.2780667 1.19462646] Distance 10.957251979751417 Each least square approximations [ 7.41120513 -0.29382805 -3.85611915 -5.36346736 1.51443546 -2.07009608 -1.70049572 -0.60319962 1.4362212 1.11899228 2.4867953 -0.31141483 -0.82676928 1.62716807 0.51913889 0.01810453 -4.45190073 -2.68788683 -0.04952625 -0.90201414] Distance 7.831575319230236 Each least square approximations [-7.04453757 -1.3765279 1.19703295 2.58896424 0.32634107 -1.32848482 -1.83612753 1.17598266 0.09315254 4.04249017 -0.84879798 -1.53201756 -1.1689381 2.81492851 -3.58922287 -1.36204865 1.58463354 -1.93658045 -1.46602559 0.38777335] Distance 9.622132725281757 Each least square approximations [-5.54508542 3.76011173 -7.33037818 4.23823587 1.5641366 -3.2340698 2.47960963 3.24157263 -1.81109419 0.69223627 0.20549003 -0.12475286 0.900003 -0.64308601 0.4503114 0.25888335 -1.68279639 1.11161613 1.57096854 0.80923388] Distance 9.129495420408135 Each least square approximations [ 1.52983116e+01 2.52113837e+00 -1.51949994e-02 4.54289827e-01 -4.74299754e-01 -5.85472741e-01 3.00726088e-01 1.85877327e-01 4.44779426e-01 9.67779750e-02 2.53652544e-02 1.66362175e-01 2.64482459e-01 5.38942133e-02 5.86523997e-02 -2.21575594e-01 4.41938523e-02 -2.64918609e-01 8.05557544e-02 6.92888104e-02] Distance 0.5057026658182316 Each least square approximations [10.95846408 -3.766063 -4.6834943 -2.8728635 0.90732016 -0.7317295 -1.64972861 -0.3378089 0.59717335 0.3694273 0.3224155 1.76875957 1.70830974 -0.09705047 2.02086304 -0.35951388 -0.46200733 0.02883979 -0.17564335 0.35844118] Distance 7.880344291595802 Each least square approximations [-9.25383227 -4.45523996 -5.92091083 0.10330397 2.31184571 2.08556602 1.29312189 0.14787522 -0.0581072 -0.47352668 0.96944236 0.84533451 -0.75747971 -2.31566052 -0.33497229 0.1942877 -2.64206207 0.69562328 1.03311654 -1.43589015] Distance 8.455393535606415 Each least square approximations [-11.19230895 5.63663324 2.81070347 -1.57310027 -4.7314924 -1.80566422 -0.44486866 -1.29721934 2.99755942 0.68411983 0.18107433 -0.73445781 0.6036266 -1.85893776 0.68508735 0.37691938 -1.06122398 1.16323489 -2.47498681 0.82567669] Distance 4.8278356663810476 Each least square approximations [-9.85032723e+00 -2.15955310e+00 6.79218789e+00 -9.44681919e-01 -2.22773657e+00 1.38700158e+00 -2.52185003e+00 -1.14692952e+00 -6.35856971e-01 -1.04122804e+00 -1.47500821e+00 -8.69298872e-01 9.76734397e-01 1.44235411e+00 6.07794078e-01 5.53918179e-01 -4.12824355e-01 3.27740102e-01 -5.61197838e-03 -3.62966158e-01] Distance 8.376945535962868 Each least square approximations [10.57493273 -3.2442027 3.85164702 -4.13699586 2.38299289 0.62781766 -1.85468122 0.63435703 1.2936985 3.31892136 -2.09089079 0.94237981 0.22836442 -0.62273826 1.75017924 1.95573594 0.05577869 -1.30922564 -0.33129686 0.83495202] Distance 7.069227446567399 Each least square approximations [10.74854812 3.63961006 3.47304486 -2.33074267 4.03882417 0.33399302 0.66812383 -0.54013952 -0.67572281 -2.49291611 0.99385181 -1.58093596 -0.77033128 -1.13168944 -2.03672522 -2.38983898 0.16028805 -1.07569129 -0.24776936 -0.99842527] Distance 7.37743498730754 Each least square approximations [10.67945437 -5.12630918 2.47650668 -4.51841106 0.19261781 -0.32251153 -2.42980735 0.47984472 1.17100659 1.51727363 3.01674112 0.02624819 -0.13153747 1.25070885 0.26894629 0.78139205 -0.63597402 -0.05096166 -1.4298131 1.34130973] Distance 7.039163608282479 Each least square approximations [-11.24967804 -4.28393569 2.74463898 2.29869377 -2.68707698 0.29009517 -2.57504431 0.82056818 -0.04475224 2.24712675 0.87086363 -0.8698781 -1.33229552 2.02705971 0.32843816 0.06359322 -1.83925294 -0.05747983 -2.33241359 1.02979772] Distance 6.871054919013296 Each least square approximations [-5.59895391 3.53582535 -6.62930576 2.75697803 -0.27334612 -3.16741206 1.37723266 0.50613311 -2.52526882 2.08380932 0.67146308 0.02703288 -0.50600569 0.4406333 -0.8118216 1.14225577 -1.82735175 1.57278156 -0.95507832 -2.99576987] Distance 8.914595300938197 Each least square approximations [10.96241927 0.85002384 -2.94130772 -1.52514613 -0.6379389 3.98098894 -1.77125634 0.86908501 -0.93060887 0.49432761 0.50150848 0.18358629 0.86499327 0.69346095 0.33815457 1.56826784 0.70430436 0.05172096 -1.71401939 1.81482211] Distance 7.243101879921792 Each least square approximations [10.32645498 -0.88790784 -3.43431315 -1.99885904 1.57730591 2.26922885 -3.29351442 -1.56131904 0.68541542 0.01865709 0.74075221 -0.04639798 1.66761697 0.59143253 -1.26686974 -0.74667706 -1.25688977 -1.23213047 0.22662 0.9098448 ] Distance 7.8731234669480195 Each least square approximations [-9.74178803 -3.39920853 -4.2982358 1.20459356 2.01134752 -1.20928023 1.13609335 0.64473367 0.52907468 2.1840186 2.37192869 2.14981481 -1.69205603 -1.02434187 0.21370172 -0.11859059 -1.91343815 0.35795697 0.1613253 0.57897262] Distance 7.706890683304269 Each least square approximations [-10.91480369 5.51754476 -1.38315342 -0.68710588 -0.87535287 -1.80202287 -2.51760436 0.11810402 1.1207069 1.89808146 0.2694587 0.47870595 0.97254843 0.76901353 1.69164468 1.45985923 1.37171266 0.46170003 -0.91670922 -0.35710171] Distance 6.271616903274604 Each least square approximations [-9.22589854 -2.47264714 4.16986266 -2.62950444 -4.19609363 1.51381747 -2.96332683 0.01940371 -0.72957914 1.07503787 0.53733162 -0.33456345 1.76208325 -0.96843926 -0.3942235 0.41398558 0.87525144 -1.96054757 0.0594908 -1.00730343] Distance 7.753296718890891 Each least square approximations [ 8.44256108 -1.70746469 4.71221478 -3.02698829 3.95910946 0.99996671 -2.81166187 -0.76040814 0.09303595 1.79152605 -0.77431379 -0.64847653 0.3306888 1.44929652 -0.06704327 -0.57380318 1.13616972 -2.10593468 1.70165262 0.42701576] Distance 8.373167111386534 Each least square approximations [11.9104086 5.17222343 1.98808647 -0.22064655 1.54185229 -1.45171881 -1.65879273 1.37102851 -0.10724421 -1.39276401 -1.70809101 0.6318449 -0.76321672 0.20484616 -1.65178183 0.67182432 0.53206443 0.19895548 1.86174808 0.24330753] Distance 4.6654436812767655 Each least square approximations [ 1.10880753e+01 -3.53882874e+00 1.01422147e+00 -3.23113942e+00 9.50922417e-03 4.69287677e-02 2.24781763e+00 -8.21903271e-01 1.43183979e+00 2.90443646e+00 1.44747273e+00 -1.27916357e+00 -3.70302261e-01 3.74819953e-01 -3.48644089e-01 2.26475268e+00 1.02848060e+00 -1.90900704e-01 -5.05093026e-02 1.47454859e+00] Distance 6.381914112216696 Each least square approximations [-12.75753849 -5.08641851 2.80460397 -0.97502595 -0.69184253 -0.15824275 0.62688972 -0.15799998 -0.05953286 -0.76602162 0.48572507 0.75753029 -1.39968539 0.0404807 -0.95787875 -0.36159193 0.28065757 1.94532142 0.79866434 0.11364291] Distance 3.0209443495874786 Each least square approximations [-10.3015073 -0.22264464 -2.48184024 -0.65461474 6.9453413 -1.80562869 -2.34369291 2.08161537 0.28195186 -1.53265312 0.74582979 0.9800921 -1.42524125 1.14048954 0.07158649 -0.85107423 -0.66876183 0.49760195 -0.6082249 -0.93418502] Distance 4.602577894188346 Each least square approximations [ 5.74457736 2.17400742 1.09607838 -1.98617364 -0.72180211 2.33443322 -2.65194669 -1.49199095 -3.49884223 2.42587508 -1.96468133 -0.28317743 0.90561922 -1.06768936 -0.02011248 -1.03904439 0.16167717 -2.06082133 1.3916392 0.15925417] Distance 10.759480845899908 Each least square approximations [ 6.60308055 -0.95913526 -1.8019528 -3.03484309 2.32079997 -2.9782325 0.78214282 -2.04193279 -1.09447848 3.50827826 -0.02097347 0.71969796 -1.80970316 3.10352981 1.72934908 -0.46302559 4.84670052 -0.22961488 2.02961138 1.41768129] Distance 8.329888071080383 Each least square approximations [-7.16127856 1.41115396 -2.92818321 3.9243344 -1.00067409 2.61767834 0.83577673 2.71549003 2.00339129 -2.38514225 -0.67125292 -0.10506233 2.08312028 -3.96695334 0.38012182 1.09746025 -1.09118202 0.16257164 0.92825632 -1.6740488 ] Distance 8.692788157762488 Each least square approximations [-5.83252902 -0.31977759 1.60209477 -4.11402664 -1.70014157 -1.84353816 -1.85405768 1.45602862 1.06424838 -0.56874387 -2.03936102 -1.49568233 0.52017258 -0.54503445 1.18560611 0.83218868 0.19878937 -0.38937324 0.67296008 0.3705675 ] Distance 11.333677898467464 Each least square approximations [-7.94662904 2.71741724 1.5504196 -3.50128102 1.70452614 5.33817921 -1.04791184 1.03196463 1.41977242 0.21390678 -0.88051528 -0.81739393 0.17443925 -1.34488358 -0.16400877 -1.48647178 -0.63130684 0.54589008 -0.7545473 2.38228644] Distance 8.481059745184412 Each least square approximations [ 8.4642943 4.38386608 -2.00141769 -3.26013355 1.73591669 3.8154093 3.12396799 0.70090747 -0.93334869 2.13875813 -0.10245492 -0.82284951 0.15848476 -0.45693419 -2.36164593 -0.87292131 -0.85373195 2.14008843 -0.97140723 -0.50176553] Distance 7.258264006180077 Each least square approximations [ 4.6085805 2.85283869 1.36053326 -3.90321125 2.93460577 2.66716744 -1.68101989 -2.13420017 -0.80487849 -1.46329 1.16549271 -1.69948445 1.18633676 0.61141935 -2.10942582 3.46018692 1.52025358 -1.18317044 -0.92635032 1.04339492] Distance 10.234419468118256 Each least square approximations [ 5.42323437 -0.01346119 -1.10215522 -6.19598991 2.57846475 -2.07325249 -2.0585674 -1.7161353 1.38959081 -0.1399576 0.04064598 -0.23234599 -2.58555074 0.23104526 -0.79123125 0.14655452 -2.91158036 -3.03933336 0.22597473 0.32253927] Distance 9.529026000197545 Each least square approximations [-4.96320169e+00 -1.97711941e+00 2.49482129e+00 3.25000844e+00 9.85485162e-02 -3.58893590e-01 5.26674662e-01 -3.36786046e-01 1.47704066e+00 3.99898713e+00 -3.41889811e-01 -6.17259079e-01 -3.24526002e-01 6.67765050e-04 -2.48689255e+00 1.45837541e+00 -1.80550600e-01 -1.96755075e+00 6.78023499e-01 1.58755535e+00] Distance 11.197333043931344 Each least square approximations [-8.97304158 3.65465484 0.22718341 1.68068379 3.63291504 1.9937045 -1.80885105 3.92419119 0.26531576 -1.69348 1.60331775 -1.48872559 1.27102647 -1.56551993 -1.77385394 3.19679233 -0.32036001 0.77716428 0.11946647 2.04314399] Distance 6.94347762189061 Each least square approximations [ 6.07541073 -1.6756705 1.65098983 -0.19622809 -3.28316798 0.41635808 -2.09914984 -2.12798901 -1.52575377 2.90596037 -1.77632555 0.40295251 -0.90514108 -0.69164131 -0.35171752 -1.91450982 0.59384302 -0.71948991 1.08458559 -1.07951147] Distance 11.22934752436077 Each least square approximations [ 5.91920483 -0.14682892 -1.07425392 -1.84336363 0.68800703 -4.27463074 -0.4478086 -2.84214181 0.39277166 4.81007479 1.85060711 1.30429704 -1.17002089 -1.5874364 1.52171658 -0.2947691 3.2666055 -0.83659569 -0.43190558 0.5181892 ] Distance 9.883746965635865 Each least square approximations [-9.17966169 -0.01521992 1.69222236 1.01863635 -3.31738354 2.41819586 1.32530625 1.41654998 -3.31870445 -2.6249858 -2.36443169 0.50123235 2.01511962 -1.31741972 -0.3409402 1.10568001 -2.82925865 0.6767071 1.31860338 -3.5233646 ] Distance 6.969733616542768 Each least square approximations [-5.91256376 0.51337955 0.4507432 -3.881818 -2.63977833 -1.39058758 0.93782287 3.96227667 -0.05997259 -1.03139252 0.64429168 0.1735472 -1.1291408 -2.00090812 -2.49133837 0.68705644 -0.56408855 1.73470917 1.67387463 0.247258 ] Distance 10.73414510903592 Each least square approximations [-10.4917937 4.71353302 -0.62352262 -0.29022176 1.23946525 2.01103642 4.65319422 1.74836971 -0.90483683 -0.91222106 -2.11581934 -0.33122194 2.72457748 0.08002956 0.96401929 0.72135776 -1.17662698 0.35798083 -1.34597532 -0.01523642] Distance 5.418336538744583 Each least square approximations [ 9.61514961 2.1674527 -3.06155041 0.83100695 -1.28155709 1.00466801 2.79274842 4.16279744 -2.02877105 3.06730755 0.98264102 1.44168174 -0.76140151 0.33982132 0.12983114 -0.33175979 -1.71060063 -1.02442242 -1.20627788 1.21827425] Distance 7.180474060391877 Each least square approximations [ 3.55661784 1.99008663 -0.80143768 -3.92761622 1.57579338 0.69995484 -2.59422394 -3.9780094 0.17722818 -2.04379153 2.83441379 -1.00194769 0.08013872 0.36204557 -1.72003072 2.34996082 2.3203543 -1.34810683 0.69461838 0.68001226] Distance 11.074304155386542 Each least square approximations [ 6.54603164 2.22521124 -4.16939923 -4.23960506 3.0919312 0.90386278 -3.67596361 -2.38123034 2.18009973 -0.20575224 1.29309887 1.3938382 -1.42895604 2.37330427 0.07013556 -0.92974532 -3.73042208 -0.45286766 -1.71891611 -0.16190068] Distance 8.005068146065627 Each least square approximations [-5.60376576e+00 3.05886662e-01 -2.46665303e+00 3.65422029e+00 -1.07382740e+00 -1.58000337e+00 -9.49990321e-01 7.53222916e-01 1.27326319e+00 4.72626373e+00 2.27949050e-01 -1.16517931e+00 -2.41176662e+00 -4.59167833e-03 -2.99438461e+00 1.52819393e-01 1.33145337e+00 -1.20726074e+00 -7.52552736e-01 3.70578913e-01] Distance 10.521208218817375 Each least square approximations [-6.74507819 -0.07495884 0.3419149 -0.08730335 -3.11776402 2.84300734 -1.67751032 -0.50153952 -1.14351648 -0.70141179 2.91508605 -2.04071238 2.94669135 0.55688883 -0.08855036 2.38504914 -2.16533693 0.51365415 -0.11375242 2.75682855] Distance 9.48376202088579 Each least square approximations [ 2.65745902 -1.7273803 0.16595574 -0.11938747 -2.91506349 0.59329313 -0.40849145 -0.92446464 -0.59080926 -1.83688104 -2.02719331 -0.4516322 -0.98592635 -0.09716483 0.0064399 -1.44197828 0.82138727 0.67739658 0.77560912 -0.73856577] Distance 12.838091895586325 Each least square approximations [ 4.23059926 1.45058269 1.49350483 0.1856957 1.30430445 -1.51655576 0.82770898 -2.55096529 3.46763833 3.63983046 3.35916242 -2.70625148 0.12672124 -0.3898091 0.42723636 -1.12759566 -1.25873007 -0.47586223 0.24284594 0.63328029] Distance 10.812914290160725 Each least square approximations [-4.44448164 -1.15788226 0.49801068 -5.64712253 -2.5791129 -1.6703356 -1.06866214 1.86000235 -3.08043994 1.71358753 1.32691703 -0.83395196 1.23836315 -1.5087621 1.33453603 -0.48802057 -2.29762963 -0.20452356 0.37349888 -0.20654059] Distance 10.230546713177501 Each least square approximations [-4.34809857 -1.73422422 0.05437056 1.09899999 0.58821495 -0.74086861 2.63388187 0.25555821 -0.28933487 -0.59205074 0.79795713 1.57783132 -0.98283361 -0.8312339 -0.98436342 -0.02042151 0.68293421 -0.83255358 0.28452952 -0.30664681] Distance 12.633700217621671 Each least square approximations [-8.3608907 -2.41394055 -5.04464304 4.12975514 3.04452546 -1.12256091 -0.82520045 0.66190494 1.0666146 -2.52452867 3.00563646 -0.58193773 0.39900742 0.42779112 0.95438629 2.03423801 0.22081755 -0.71963369 -0.67369826 2.17600139] Distance 6.343514532446348 Each least square approximations [ 5.99346064 1.91228267 -2.81582717 0.7604908 -1.08719127 0.33988359 -0.12654194 2.28480844 -1.26090835 -1.41597735 1.07056748 0.73671232 1.9398668 1.09503549 1.87058243 -0.51053212 1.89382622 -1.83337057 1.06985804 0.7873516 ] Distance 10.991634738129303 Each least square approximations [ 3.82390513 -1.50143335 -3.63679784 -3.21985955 -1.25518636 -1.55784311 -0.5742551 2.11386824 -0.47124358 -2.0750804 0.99907431 -0.52690676 1.01194864 0.5604093 -0.18501938 1.21288703 -0.06406331 0.3592008 0.40455641 0.50067522] Distance 11.818963220352147 Each least square approximations [ 5.20038671 3.7727629 -4.00347063 0.38857872 -1.02422584 -1.38561024 -3.80869975 -1.57387572 2.13064404 -0.58717776 1.44587713 1.19859234 0.38559348 0.6547183 -0.71072718 -0.04677983 1.02865976 1.08519385 1.42589481 1.28529936] Distance 10.262920240678502 Each least square approximations [-4.34464846 4.5352705 -1.37001404 0.95042856 -3.02943061 -1.94808066 -0.94933225 -2.33114844 -1.47276654 0.46603817 -0.02667401 -0.98886415 -0.20526329 1.16967388 -0.49305287 0.66667791 0.50269886 0.86810631 0.98343884 -0.36165381] Distance 11.360183894034058 Each least square approximations [-5.34347314 4.28780717 -5.66595625 4.71165002 1.81239741 -1.22764037 1.8295619 3.64204076 -2.98636503 0.97888806 0.31841878 -0.78808964 1.87767749 0.17581681 0.11356368 0.35009095 -1.35312665 1.09067969 2.47533336 0.14398603] Distance 9.405834514927035 Each least square approximations [14.71072479 -2.4886285 1.99217971 -0.04867657 -0.21543155 -1.07292582 0.14876318 -0.50119699 -1.16032272 0.10522637 1.04776262 -1.18034487 0.09490025 0.87792988 0.1031777 0.22161025 0.55965544 -0.40391717 0.01984701 -0.29003728] Distance 1.133193682624412 Each least square approximations [10.32261553 -3.0663284 -4.76955765 -1.56500314 0.38089003 -1.04806602 -1.97327298 0.2629495 1.15284288 1.9582924 1.1294448 2.03963673 1.95290342 -0.24664491 2.05200755 -0.26167313 0.53143766 -0.25365901 -1.0117651 0.46770361] Distance 8.238191890034678 Each least square approximations [-8.82395273 -4.29183316 -4.88613033 -1.05560923 0.61896776 2.45077095 0.84677333 0.36311298 -0.66080608 -0.0846148 1.0656699 1.47177154 -0.44200259 -1.72484892 0.14390659 2.03826029 -2.91954116 1.07515949 0.60418288 -2.43939525] Distance 8.886970830199552 Each least square approximations [-9.94831297 5.96549056 2.5831282 -1.91492245 -4.64445081 -2.0923102 1.16487187 -0.64295319 3.52446956 0.50362694 1.16980342 0.98435526 1.44989987 -1.83085364 -0.1764152 0.51195648 -0.94580254 2.05944296 -1.46212057 1.14106336] Distance 5.711671482952311 Each least square approximations [-9.72583311 -1.2699209 6.33075421 -0.64186073 -0.72507166 0.2525545 -1.65989379 -0.08232929 -1.09292786 -1.6232863 -1.07755309 -0.36320285 1.57145616 1.45252412 0.77788085 1.12925278 0.22484217 0.40631245 -0.58706939 -0.13864286] Distance 9.075544715727833 Each least square approximations [10.5928641 -3.69996897 3.41359942 -3.38970306 -0.50420447 1.10150647 -1.19306242 0.91252254 1.89647185 3.56654364 -3.40444817 1.33687235 -0.88557577 -0.58173494 1.77369408 2.71341044 -0.9281855 -2.742701 0.08131513 0.85926319] Distance 5.599494770499094 Each least square approximations [ 9.43626899 3.88636043 1.95831961 -1.23861569 4.38013331 0.12001542 -0.16203361 -1.24241687 -0.6853991 -3.83437136 1.7796942 -1.3600025 -1.95801791 -0.35219413 -1.27356582 -2.06034852 0.49793495 -0.80607492 -0.44815833 -1.05607856] Distance 8.488811935245757 Each least square approximations [11.11014588 -5.59831928 1.70514041 -2.46875203 0.05381621 1.14749377 -3.46028459 -0.04894255 1.88440906 0.81145521 2.92190342 -0.39143672 0.72594856 1.16720504 0.18640414 -1.18177524 -1.7815155 -0.34139306 -1.06203534 1.31765417] Distance 5.926548535073776 Each least square approximations [-10.37535809 -4.26887989 0.54073082 2.32495271 -3.38250707 -0.63668506 -2.09752273 -0.24227687 0.31639961 2.34733072 0.19667718 0.18450106 -1.8922797 2.38904119 0.12077775 0.23931436 -1.17403615 0.24873306 -3.25937046 2.30338146] Distance 7.367994089382208 Each least square approximations [-9.52316805 -6.52006349 3.08923152 -0.7340945 -3.15121875 -0.97493349 -2.01197428 1.36291959 -0.95796319 -2.14258644 -0.44123694 0.12931861 0.50760732 0.06760184 -0.92042991 -0.1207206 0.66163924 1.49570156 -0.43772587 -0.66903243] Distance 5.253213745351391 Each least square approximations [ 0.72758627 0.21601459 0.51890989 -1.20251136 -2.67058844 -0.74395161 -0.18536079 -0.68859088 -2.44231194 -2.04962685 -2.41743885 -0.97453394 0.03265864 -1.40505119 0.44143911 -0.36581815 -0.13687749 1.72511182 0.40571053 -0.14272013] Distance 12.841184107578542 Each least square approximations [ 3.0182419 2.9551234 2.38372672 -1.29100616 0.61565432 -5.35292069 0.92639212 -0.86880514 3.90288269 1.26705579 3.40792202 -0.9797272 0.96846611 1.33022901 -1.24168329 0.35165616 3.10464799 -1.41368543 3.54151577 1.05315418] Distance 9.105712031346526 Each least square approximations [-3.39610893 0.1217793 2.29238075 1.15914598 -3.01356889 -1.43459153 2.07029521 0.09222777 0.52186067 -1.445274 -0.18712134 -1.14558959 0.36510162 -2.82607832 -1.49200135 -0.30948377 -1.39983378 -0.44297937 -0.16334436 0.52069905] Distance 12.150692399782535 Each least square approximations [-0.57718715 -1.15195615 1.38642423 1.13286913 -1.30023379 -4.57060027 -0.71152361 0.27564716 -1.51481547 -0.79714255 -1.67729352 2.31618391 0.48667604 0.24493142 2.13072265 1.61782746 1.47138548 1.26701822 -1.58618998 -0.45496496] Distance 12.030795277462676 Each least square approximations [-4.29342953 0.78219107 -4.24557114 2.33090886 -2.10543036 3.1678597 -0.77768026 4.44638279 0.98589345 -1.4551482 1.45416455 0.91281457 2.41191728 -1.33580779 -0.59688426 -1.1956709 1.96480224 0.17455665 -0.17574817 0.2116912 ] Distance 10.054175417404908 Each least square approximations [ 4.19078411 6.65933411 -2.18853366 -1.83821203 -0.38262611 -2.42598815 1.19090608 1.76887562 -2.14090163 -2.38404211 -0.85951803 1.87754522 -0.51439739 0.0698777 -1.83681399 -0.0918663 0.44656849 1.12468672 0.39314791 -0.22449746] Distance 9.864852545699065 Each least square approximations [ 1.67512884 -0.49232652 -2.60255932 -0.87100902 0.6202417 -0.27059123 -4.51969926 2.52413065 0.1922678 -0.0655345 1.85567375 -0.30016245 2.69428063 -1.47847427 -0.16300447 2.32531874 2.67444406 -1.00512834 -0.72117298 2.03456978] Distance 11.345098503110941 Each least square approximations [ 2.5665646 3.79700031 0.23121383 -1.03965096 2.39761332 -0.89517585 -0.68328577 -3.76255452 3.98664123 -1.84940038 0.08356247 -0.14543451 0.12029504 0.44085509 0.28021405 0.85350054 0.63121471 -0.77106716 -0.57972142 -0.39826314] Distance 11.518117137035471 Each least square approximations [-1.60665183 0.20058128 0.35727417 -2.32502175 -1.77914475 -1.82115926 0.87469807 -0.71690199 1.25288186 1.04747846 0.69842401 -1.78826265 0.5120562 -1.83270441 1.56637744 0.546902 2.65648719 -0.5087228 0.16577554 -0.49739559] Distance 12.711875991965801 Each least square approximations [-6.45101686 2.86410518 -7.75582405 2.57831097 -1.03649246 -3.5884485 1.78623036 -0.1393221 -1.88579532 2.14107738 -1.01998099 -0.31363524 -0.33293929 1.78865004 0.6236689 0.31820492 -1.56665809 1.80669452 -0.73164283 -0.92504489] Distance 8.206694682530316 Each least square approximations [11.36959713 1.72696401 -2.66321311 -2.1757689 0.76486771 4.10655062 -2.1535154 0.96670709 -1.32293763 -0.36574283 -0.8231905 0.31651069 1.85545835 2.11783543 0.45833796 0.27866923 0.39374995 0.64832455 -0.92255357 0.63941991] Distance 6.442741378129063 Each least square approximations [11.39241171 -0.71124007 -3.49086184 -1.38992508 2.11497054 2.64696793 -2.01550879 -0.96405305 0.82019135 -0.52017154 0.86294252 0.69545955 0.36869962 1.17935484 -0.18179188 -0.22102634 -1.24121496 -1.19416552 0.9114257 0.3662582 ] Distance 7.261230495946397 Each least square approximations [-10.27828002 -3.16234599 -5.31703831 -0.48026644 1.56254883 0.50815924 1.10367541 1.35050171 1.74614428 0.23098901 2.2945324 1.19194193 -2.27841753 -0.20601802 0.15421667 -1.3705387 -0.2290439 0.49306893 -0.30401235 0.6013873 ] Distance 7.332068455733462 Each least square approximations [-11.5556009 5.39944232 -0.8470727 -0.24722142 -0.33975754 -1.355725 -3.16221634 -0.20151602 0.9191865 1.39285402 -0.30269718 0.25798253 0.94117894 0.94038796 1.82886223 1.74140442 1.15369268 0.09872907 -0.88386438 -0.07131021] Distance 5.713465364904678 Each least square approximations [-9.55252370e+00 -2.89531736e+00 4.30553652e+00 -8.47361604e-01 -3.35676874e+00 1.95342214e+00 -3.17071171e+00 -1.37935484e+00 9.53712289e-03 9.55447561e-01 2.38614486e-01 9.37581560e-01 4.32668257e-01 1.52060692e-01 8.20908628e-01 -1.29211972e+00 1.54145084e+00 -6.85977607e-02 1.06710243e+00 -1.43128831e-01] Distance 8.212653559473681 Each least square approximations [ 8.70000247 -1.36389884 5.89949119 -3.64478967 3.94940478 1.79502038 -3.27690335 -0.62893845 -0.16775462 1.4386919 -0.64075075 -1.18389148 -0.18552142 0.58703121 -0.13386148 -0.83857606 1.39428291 -2.57312795 1.31525684 0.79112202] Distance 7.056631390247251 Each least square approximations [12.4185473 5.59067972 1.13827164 -0.30358954 3.17494226 -1.94587951 -0.28598657 1.32974972 -0.93864563 -1.49394936 -0.4338223 -0.03172867 0.57843663 -1.6851645 -0.31183497 0.11706855 -0.77185799 -0.74946692 0.67548769 -0.18277528] Distance 3.241023921470298 Each least square approximations [11.49084708 -4.07345509 1.1283254 -4.05260776 -0.55863613 0.56684344 0.85092829 -2.00930133 -0.13840013 2.21795584 0.38456816 -1.06152848 -0.55973004 -1.91832338 -0.0561433 1.93230177 1.3111704 -0.33096474 -0.02565204 1.27124901] Distance 5.675073698617194 Each least square approximations [-12.61903813 -4.70554429 2.49230073 0.71061302 -2.89726689 0.76241027 -0.25315534 0.11801273 1.11494326 -0.34339444 -0.85686939 -0.65681773 0.86941666 0.12037336 0.43791103 -0.59001274 0.72047814 0.5140824 1.00979489 -0.37505257] Distance 4.287954847568118 Each least square approximations [-4.39123403 2.87561164 -0.26287176 3.80958705 3.82430491 2.82762893 0.02639849 2.73468698 -0.01731841 1.02776554 -2.13898511 -1.35465368 -1.33115355 -0.85544314 1.18969275 1.09200641 -0.76457806 1.93991718 0.24360323 2.15276249] Distance 10.442857876037348 Each least square approximations [ 5.83835301 -1.76395242 0.98122465 1.05725484 -0.51284751 -0.12268537 -2.23579541 -1.57000479 -0.44366476 2.55741308 -0.8619599 1.04585379 -1.59807389 -2.52925737 0.42471907 -0.80075643 1.47774816 0.57019304 0.52537671 -0.9645863 ] Distance 11.568294321025734 Each least square approximations [ 5.65072099e+00 -4.07820065e-01 -2.83162036e+00 2.27238926e+00 1.35195809e+00 -1.52130199e+00 2.40688867e+00 -1.42960733e+00 7.85829935e-01 2.73146375e+00 -1.06829987e+00 1.50208417e+00 -1.58134157e+00 -2.23777116e+00 3.11602509e-03 -7.82325803e-01 2.62645491e+00 -2.63529572e-01 -1.04509394e+00 1.12469428e-02] Distance 10.862477058592974 Each least square approximations [-7.04891705 1.73095752 -0.48025082 -1.57400457 -3.84277844 5.22695632 -0.97062472 -2.80848259 -0.44522882 0.47283184 -0.1525749 -1.07543435 1.20277972 -0.81982985 -0.22569151 -1.71368153 -3.46260894 2.09576424 0.05666918 -1.9331196 ] Distance 8.352732413102489 Each least square approximations [-4.63777634 0.72808788 0.51250158 -3.81533161 -2.60974688 -0.11640012 0.25751181 2.03748489 2.1115833 -1.27947146 1.26417613 0.6625303 -0.94866312 -2.62410481 -2.82603554 1.0608188 2.49616315 0.90372452 1.72082396 0.28244883] Distance 10.94933284333699 Each least square approximations [-6.43100544 5.40502468 3.77210596 4.08056371 2.27459983 -0.3090304 -0.91553203 -2.75617582 -0.16676468 0.02905447 -2.18775799 -2.76941422 4.11937811 -2.34408689 1.06826181 0.68995736 -1.23949416 -0.70227581 0.22464135 -0.80548866] Distance 6.9611050956555545 Each least square approximations [ 5.82633243 -1.4386112 -2.16931835 0.09886862 -0.69788125 0.37305356 0.9100505 1.67048381 0.771768 3.65583158 -0.01611751 -1.0556633 -0.3359878 -2.56691489 4.47710197 -0.30563261 -1.54825784 -0.52880255 -1.44115451 2.76539836] Distance 10.179138896896696 Each least square approximations [ 3.04159833 3.09161934 -0.12447646 -1.36278174 1.57947158 1.39768299 0.22569275 -2.61564409 -0.08794538 -0.07392791 2.96003726 -1.53837575 -1.62327718 -0.65565563 -2.38470424 0.41467768 0.44382425 -0.7493895 -0.39163014 -0.17233386] Distance 12.242455987911654 Each least square approximations [ 5.16384505 0.33673141 -2.61007705 -0.83086605 2.97372692 0.02738213 -2.39787498 -2.17111221 0.51162685 0.97466236 2.54133968 -0.36625271 0.59512395 1.50846837 0.80008204 0.34278542 -3.55041771 0.49875741 0.21944719 1.27733812] Distance 11.117245934152692 Each least square approximations [-4.55063789 -1.37501747 -1.2466248 1.74101373 0.42675183 -0.09708563 -0.50258454 -2.13154191 1.49827924 2.54133604 0.1238253 -0.30571378 0.15717929 0.16347429 -3.38379705 -1.32083196 -1.08649579 -2.70339052 -1.89668074 0.4523157 ] Distance 11.678478158223847 Each least square approximations [-8.82395361 1.22748784 -1.07354626 2.67020156 4.2740262 1.41341659 -2.18256404 1.28148491 1.07685507 1.18789085 1.15256286 -1.41312251 -0.21210132 -1.89505396 -1.41746531 3.30964285 -0.45633489 -0.93836903 1.56046546 0.13373296] Distance 8.412516007689291 Each least square approximations [ 5.96602763 -0.73798711 0.3169017 -1.14944013 -2.90634213 0.47008038 -1.59314351 -2.32289493 -3.78598112 2.51132087 -2.59102516 -0.98134761 -0.9135444 -1.3776212 -0.23701236 0.79354102 0.71822641 -0.29664592 0.50473825 -0.77091211] Distance 11.125645095694619 Each least square approximations [ 7.6101943 1.21567628 -0.40725424 0.59688874 0.68808327 -5.11775033 -1.19787232 -0.88369508 0.55185277 3.93436598 -0.40930768 2.06439344 -2.34913157 0.35657814 0.74578248 -1.84458557 2.17293668 -0.89068327 -0.51054596 0.32626288] Distance 9.307763197427523 Each least square approximations [-8.74421161 2.35194343 -1.28826877 2.6672062 -5.31941825 1.9435831 3.53155325 0.96216581 -0.29109059 -0.67191351 -1.59082471 -1.13383373 -0.51620228 -0.92644706 -1.97776806 1.77972997 -2.81345201 -0.69982924 -0.57289401 -2.47629291] Distance 6.889838449780087 Each least square approximations [-3.72513268e+00 1.34924022e+00 9.29743933e-01 -5.28494227e+00 -2.70046877e+00 -1.92824827e+00 -5.77592697e-01 3.40407892e-01 1.07493302e+00 -1.12294938e+00 -3.81776820e-01 4.31327935e-01 1.81131871e+00 -1.44425721e+00 5.58651683e-02 2.50621210e+00 9.08709443e-01 2.67488646e+00 8.62913879e-01 2.62084127e-03] Distance 11.491413546300997 Each least square approximations [-8.73033516 7.6279347 0.5850098 -1.5256526 -1.11899545 1.08319899 0.16837144 2.07575813 0.46901774 0.01629035 -0.72902247 0.57589859 4.44296391 0.16054272 -0.49395433 -2.1857618 0.9165236 0.23090877 -1.03381961 -1.23114245] Distance 6.159909035949521 Each least square approximations [ 8.49708658 3.7713347 -1.10390995 -1.3736679 -1.26673932 0.40075253 3.10820655 1.69138039 -1.44334173 2.04155399 0.65288596 0.96510732 -1.09528969 0.07187241 1.4363699 2.12956492 -1.54857093 0.59418514 -0.7275824 1.86437811] Distance 9.227417431271254 Each least square approximations [ 3.93826992 2.30379638 -0.37061414 -2.78335047 1.63975159 0.17236087 -1.94703739 -2.89577156 1.56604029 -1.86125988 1.72820182 -1.35700569 0.07572168 -0.71248718 -1.27656632 1.94130185 0.85494684 -0.44404848 0.16864869 0.73605859] Distance 12.222022422188598 Each least square approximations [ 5.50844716 -0.06924678 -4.03823945 -4.31416983 3.63758377 2.27302887 -2.33845454 -0.63382202 1.67959608 -0.64086995 0.57183698 -0.41156345 -1.116109 2.11773183 -0.22505758 -0.2570881 -3.58464401 -2.06714897 -1.81330156 -0.31306293] Distance 9.566049098880875 Each least square approximations [-4.55093088 -2.76250163 0.30346295 3.18813794 0.04659379 -2.45798671 0.53947914 1.93772321 1.33776469 2.97935724 1.01839669 0.42644585 -1.46031281 -0.52562401 -2.76179887 0.51086303 2.17074413 -0.74168715 -1.43620401 0.17820266] Distance 11.528312491021834 Each least square approximations [-5.19758947 4.03387799 -6.00740815 4.57647153 1.40509362 -2.24801259 2.03890253 3.15819682 -2.55584417 1.09779703 0.53755889 -0.75234816 1.88822591 -0.07284278 0.54501161 0.91839606 -1.38484215 1.48969041 2.09087702 0.05592267] Distance 9.104425726666202 Each least square approximations [14.87473654 -1.06651015 -0.49241269 0.81950351 -0.7030319 0.13375564 0.79510836 -0.12184827 -0.08814473 -0.23932909 -0.08335148 -0.33216566 -0.36788373 0.19195317 -0.26068145 0.17572585 -0.29138106 0.51137017 -0.13916895 -0.27484755] Distance 0.9068132282280076 Each least square approximations [10.81141623 -2.87486573 -4.26447964 -1.54085987 0.28848885 -0.44590706 -2.03357148 -0.23377391 0.61879607 1.3220532 1.1528507 2.06973897 2.33570867 -0.28573106 1.61599992 -0.52999387 -0.33698103 -0.207479 -0.20485271 0.46534903] Distance 7.708012213609913 Each least square approximations [-9.02186777 -4.80237719 -4.9297969 -0.93029313 1.23708395 2.30468369 1.38177597 0.12772173 -0.08945745 0.49658609 1.01292227 1.18442893 -1.08633194 -1.62798996 -0.06758611 1.43089931 -3.02605228 0.93084562 1.36038404 -1.97305682] Distance 7.966150913521366 Each least square approximations [-10.60780148 6.19262714 2.48074653 -1.97292011 -4.47730994 -2.30359421 1.26276637 -1.29931108 2.53161893 0.14150016 1.08060866 0.35293986 1.28835899 -1.64654241 0.06790114 0.42562253 -0.70076558 1.23044365 -0.95353498 0.80681437] Distance 4.55914799093109 Each least square approximations [-9.68915049 -1.84580461 6.60068951 -0.38891065 -1.63911341 0.39780963 -2.1413434 -0.16839554 -1.69432819 -1.2835882 -1.07563612 -0.63099135 1.88827803 1.50726746 0.71202051 1.00285688 0.05438084 -0.10739814 -0.018486 -0.45494944] Distance 8.004646165534128 Each least square approximations [10.33860722 -3.19897566 3.48030571 -3.34731783 0.90476365 0.2135134 -1.94912538 1.07356967 2.03137433 3.49806441 -2.71715374 1.12956081 0.05869671 -0.16050609 1.72926495 2.45393356 0.25167681 -2.28829961 0.24079726 0.65248445] Distance 6.3313356854208775 Each least square approximations [10.37941394 3.83947054 2.06305325 -1.58172418 3.68720182 -0.52554345 0.13070323 -1.27615049 -0.83890043 -3.11750137 1.39806322 -1.53499059 -1.65518123 -0.57171337 -1.52773378 -2.7042493 0.2879456 -0.48069787 -0.49409872 -0.81453013] Distance 7.264158866729658 Each least square approximations [10.92215867 -5.42486395 1.80380671 -2.85233284 0.1939225 1.00665625 -2.92750216 0.08732884 2.28815848 0.80262512 2.43450206 -0.30269013 0.28784307 1.28181846 0.08763047 -0.06375508 -0.84305559 0.22819777 -1.51381488 1.61646987] Distance 6.094340541767373 Each least square approximations [-11.2216929 -4.1240774 0.89180932 2.21575737 -2.79069872 -0.75728797 -2.40163593 -0.23186015 -0.46369996 1.63009955 0.54527675 -0.06783752 -1.28143176 2.16981531 0.49201425 0.47331304 -1.52401026 0.29646465 -3.14396354 1.06044025] Distance 6.320843151419899 Each least square approximations [-6.23416386 6.44550384 -2.46823174 2.84867994 -1.51281317 -0.45530127 0.59637556 -1.4607169 -3.59592663 1.1632607 -2.62242227 -1.27776548 -0.3643893 4.3042804 -0.82973792 -0.10311664 0.54386963 1.70689451 0.11510843 -1.29731 ] Distance 8.179599847477204 Each least square approximations [ 8.53351764 -3.64667468 1.37015732 -0.89149627 0.50228798 1.46313189 -3.65162082 -0.02480821 1.29899602 -1.31742515 -1.99616429 0.4847925 -0.38469236 2.13064288 0.37157377 0.35507069 2.01010531 3.16551536 -0.82184931 0.88626751] Distance 8.99610151830412 Each least square approximations [ 9.56334511 1.21489646 -1.84154349 0.81082254 2.56979743 2.39363531 -0.63850771 0.0868879 0.569802 2.35599478 2.16933723 -0.26672233 0.88605249 -2.21389967 0.11687319 1.43914616 0.78737844 -1.61023247 -0.35075321 -1.38493222] Distance 8.953041884623445 Each least square approximations [-8.01782616 -2.56514228 -2.2943174 -4.20558522 -1.15295387 1.20715731 0.93481046 0.49475634 -0.15062287 -2.30568909 1.14761855 3.21243063 -1.99658983 0.6921941 2.34873143 2.27473821 -1.77602028 0.84195504 -0.78682636 1.27863623] Distance 8.8087862186839 Each least square approximations [-9.64261506 2.42681459 -2.58002733 -1.16175693 0.1203052 -2.17141128 2.03753476 1.49626352 2.18917571 1.08645096 1.19200351 2.47026529 -0.8255982 0.46521705 1.65269544 0.37411018 0.68971561 2.21306049 0.45853222 0.85274207] Distance 8.484918252821348 Each least square approximations [-7.92947408 -2.51379021 2.84231427 0.59315169 -0.21285374 0.95662651 -0.41837936 -0.06622647 -1.37246129 1.48214392 2.52150398 2.07669539 2.17566274 -1.6539902 1.72539542 1.64561612 1.36410408 0.93998842 -1.47140847 -1.34811221] Distance 10.008358661412064 Each least square approximations [ 8.01189565 -2.32258687 5.90744321 0.87845967 -1.68658116 0.84577466 -1.65548895 2.28332734 -0.61616172 0.33227652 -1.46186637 -1.3160296 -0.62417439 0.28372813 -0.23630792 -0.15669262 0.80346821 -4.03148777 2.45444362 -0.94978161] Distance 8.250001790784456 Each least square approximations [ 8.98189997 5.15408073 -1.96355231 0.0840467 0.90898704 0.22967036 -2.48615448 -0.33954267 -0.39282143 -3.75395156 0.31163275 -0.53553864 -2.54071765 0.6760431 2.22879026 -0.69438551 0.93390358 -1.81280323 -0.11440774 -1.98116867] Distance 7.758843844675947 Each least square approximations [12.01040809 0.18033995 1.41333926 0.03228535 -0.6743464 4.27048283 -0.67755717 -1.1523028 -1.51571981 0.95341846 -1.25350736 1.02486651 3.30821294 -2.00146256 0.27164972 -0.42723369 -0.89069715 0.66803094 1.74102702 1.72005004] Distance 4.306040520104342 Each least square approximations [-10.74071054 -1.05765869 -2.71616942 1.2644355 -2.93583883 0.93677416 1.90895215 -1.71607198 1.0580482 -0.32526893 -2.07408158 1.56208567 0.80748744 0.89869741 0.19309699 0.37699207 -1.2344748 -0.80145401 0.73216629 2.94388879] Distance 7.144704636808479 Each least square approximations [-4.08775839 4.15983011 -3.75937956 4.47791319 2.77799328 -4.19766313 3.46179245 1.79076626 -2.46794017 -0.9990178 2.1796523 0.46553836 -1.17642165 -0.48587056 -0.2982953 0.24407409 -1.48166492 2.5896793 -0.26720576 -0.37437232] Distance 9.107696376892601 Each least square approximations [ 8.39188862e+00 4.34397440e-01 -4.48584662e-01 -1.68456550e+00 1.11508755e+00 4.23148130e+00 -2.25505973e+00 2.53631598e-02 2.25595564e+00 2.44720329e+00 1.73357621e+00 2.36782039e-01 -6.04075257e-03 1.23124158e+00 -6.78032550e-01 1.01640434e+00 -1.09332501e-01 3.72186037e-01 -1.13284556e-01 -6.50351574e-01] Distance 9.949605938864398 Each least square approximations [ 9.94108806 -7.57151921 0.69651285 -0.8795214 0.54682746 2.54619401 -1.60615127 1.43087486 -2.39930884 0.04443011 0.68478829 -0.17238232 0.25071572 0.46415807 -0.72006191 -0.63858947 1.28570462 -2.53871703 -0.52580174 -0.23192586] Distance 5.46846852844707 Each least square approximations [-5.14295064 -3.81600819 -7.09737313 0.25297908 0.12863949 0.56321984 -0.1624295 0.32394164 1.11982552 -1.09112492 0.11267874 0.16367081 -1.66893901 -2.50543946 0.11538742 0.24945264 -2.65413375 1.165779 0.05687649 -0.89736371] Distance 10.092953307289118 Each least square approximations [-9.27084333 1.70748115 4.05270901 -4.16822593 1.18693045 -1.54725572 -1.23714935 -0.5753462 1.30736673 0.9540414 -0.34720389 1.37393164 -0.32962887 1.97258071 3.18265694 -1.41504748 0.67630887 1.17732806 1.7575059 1.00726005] Distance 7.718977242614782 Each least square approximations [-6.21859729 -0.46703667 7.62324576 -1.35824719 -1.4372206 0.9605732 -0.75738038 -2.23509255 2.24110475 2.01110906 1.38318209 1.66225307 0.6647987 -1.30504275 -0.90125124 2.75715053 -0.22230517 -1.23940433 -0.28433852 0.52849824] Distance 8.997878706128706 Each least square approximations [ 8.82209095 -0.71444355 3.46817939 -0.96511377 0.15896665 1.90441823 -2.42035873 0.03454305 1.91902977 -0.34400715 -0.17746521 -2.22114139 0.91714581 -2.03356266 2.14989461 -1.5052509 1.62228624 0.55594665 -2.99770418 -0.45370229] Distance 9.002296750870215 Each least square approximations [ 6.31645444 5.2687378 2.40934944 -3.30394302 3.74821535 2.27731335 0.48355732 -1.30766048 -0.24935398 -1.53709067 0.42802287 0.49617058 -2.06540561 0.88345156 -0.1790229 -1.79437856 0.27769523 0.63242221 1.29819404 -1.2035431 ] Distance 9.710554785130673 Each least square approximations [ 7.33006497 -3.5262976 -0.25823325 -4.36168463 0.04148101 1.27177121 -0.4498968 2.11527699 -0.48171926 1.89637153 1.79057627 0.92676994 -0.16999566 0.3063239 -0.5063043 0.6501158 -1.89613434 0.5967224 -0.73215368 1.39950358] Distance 10.388591188623232 Each least square approximations [-7.18330509 -3.95888767 3.50036548 4.27269632 -0.78737044 0.32419316 1.27863395 1.00190752 -0.07572853 0.07118589 -2.34432981 0.28197137 -1.21107632 1.38196502 -0.73146358 1.94417501 -1.75435138 0.84850208 -0.36728461 0.86739516] Distance 9.772819514730395 Each least square approximations [-4.10511891 1.77556546 -7.83520908 -0.80006711 -0.05318609 -0.37006203 -2.29468048 1.55333991 -0.97228269 -1.62968468 0.80977391 1.78584938 0.01859683 -0.53290644 -0.73981935 1.78566295 -0.07943463 0.56182697 -0.28776681 0.28220851] Distance 9.830905195279632 Each least square approximations [ 6.03441554 2.81459934 0.80849735 -1.54649704 -0.7122466 2.45395143 -1.65294671 -1.84757572 -2.04612754 -0.36756528 -0.185756 -1.07738397 0.54667579 -0.26585689 -0.82330888 -0.27342061 1.14204127 -0.59633992 -1.55175922 2.53731069] Distance 11.011343553004128 Each least square approximations [ 6.01927821 0.65576602 -4.91659287 -5.08922224 -0.08050769 1.27830741 -0.32524424 -1.22632555 1.30779797 -0.78593261 -0.60113458 -2.39361346 -0.77174433 0.6983783 0.97795329 -1.15016638 0.15258732 0.50878371 -0.38859188 0.17767649] Distance 9.809174371402465 Each least square approximations [-7.23846111 -0.38549645 -1.86963599 0.07666044 4.28976897 -0.20581883 -3.66688854 0.93820822 -1.02758125 -0.68438645 1.73390072 -0.30499683 -0.32677499 -3.80534039 1.7511806 1.12063123 -0.95002742 -1.28705805 -1.26808624 -0.04038552] Distance 9.051659848271985 Each least square approximations [-6.4165825 1.23883712 0.36273703 -0.5992996 -2.12466968 3.19255334 -0.98693967 -1.80564547 1.52470736 2.0101199 -1.0293007 -1.41926054 -1.4025432 1.29305257 -1.64056867 -0.4628275 0.02313494 -2.00661531 -0.20574053 0.68060318] Distance 10.760833781985912 Each least square approximations [-7.96478187 -4.7505751 -1.11079278 -3.76442196 1.62491476 1.10860579 -3.33858017 -1.89718815 1.08789813 -3.36088571 -1.03603009 -2.43979805 0.31124596 -0.06370992 -0.26092834 0.07434334 -0.59357888 0.2077013 -0.50498334 -0.54153631] Distance 7.602790703282192 Each least square approximations [ 7.13559954 -0.85303095 0.94776342 -2.92331322 2.37723655 3.46763574 1.82270406 -1.89353462 -0.28108869 -0.02281879 0.40911458 -0.27066601 1.34687954 0.6623679 0.48830702 -0.89122813 -0.06887867 0.1731808 0.51740715 0.2688454 ] Distance 10.430658450450043 Each least square approximations [ 6.18024529 0.85310494 5.36794953 -2.25719086 -0.44319579 0.98958471 -0.70428544 1.17942857 -0.2965234 -0.7743043 0.84866871 -0.53587407 -0.58727753 1.29353563 -0.32646578 1.04335444 -0.66187597 -0.09876321 0.35251087 0.59989348] Distance 10.803475486797609 Each least square approximations [ 6.74331436 0.16289867 -0.75263183 -4.95044246 -1.50095192 -4.6008211 -0.52691615 2.07663974 -0.158787 -0.65141307 0.69546162 -1.44336481 -1.3309116 0.21608696 1.5586766 0.56114082 1.71655331 -0.61012886 0.22213418 2.1653516 ] Distance 9.177830118361674 Each least square approximations [-6.02154815 0.38939218 3.72644989 0.89744978 -0.79034913 3.24674538 -2.66770271 -0.6537505 0.13286256 3.28226781 -1.27544699 2.61178924 -1.48847651 0.76892138 0.67384832 -0.41868841 -1.41647191 0.54695069 0.77317353 0.16146189] Distance 10.150553016708443 Each least square approximations [-4.53141654 1.72984056 -7.68274687 -1.31980231 -0.66496849 0.58897834 -3.06982832 1.94993123 -0.96181079 -1.26451288 0.86123306 1.99768389 0.83790406 -0.78096687 -1.46347295 1.9966241 -0.06506471 0.70869568 -0.91746207 -0.073444 ] Distance 9.261754946037113 Each least square approximations [ 5.60509944 2.52844264 0.69068465 -1.10124338 -0.83547212 2.1751195 -1.41329824 -1.67242381 -3.27419811 -0.0173714 -0.95979705 -1.07593323 0.6462783 -0.86500445 -0.82489777 -0.36649497 1.80230185 -0.52771172 -1.96591276 1.82524574] Distance 11.176376979571122 Each least square approximations [ 5.69683278 1.92195461 -5.16911358 -5.10985416 -0.35931698 0.24200956 -1.01702337 -0.94555013 1.90758749 -0.66543724 -0.90187104 -3.28051354 -0.95604169 0.9753806 0.43319773 -0.1052276 0.96956963 -0.65308035 -0.2786121 0.03642634] Distance 9.48037473152933 Each least square approximations [-8.70657873 0.50304066 -0.30998901 0.38212079 4.41807586 -0.92769531 -4.32075513 0.33504052 -0.93304979 0.59931744 0.68005872 -1.23193552 1.24988924 -1.97299825 -0.55369029 1.11378425 -2.5024359 -1.7763078 -0.65542468 0.42666518] Distance 8.027225062680484 Each least square approximations [-5.77351119 1.2474683 -0.66315909 -1.1442948 -2.98477204 1.73416941 -1.74091544 -1.37433856 1.18407808 2.96314833 -1.04911995 -0.4481052 -0.27638515 -0.10736111 -2.38442188 -0.47315744 -0.79571059 -2.08876555 -0.60749547 -0.52512334] Distance 11.114932444031922 Each least square approximations [-9.2107461 -3.14494397 -3.59446607 -3.15961753 -0.19715568 -1.37152741 -2.59961678 -2.84776488 0.31438535 -1.42081573 -2.14273231 -2.88431742 -0.17933322 -1.33907992 -2.08735929 0.42692279 -1.70972545 -0.26836713 -0.88807617 0.11562555] Distance 6.366208307933961 Each least square approximations [ 6.74578787 -0.01728623 0.73688758 -2.04605097 2.28870199 3.4962352 2.58124881 -2.10057799 -0.55446629 0.82219225 1.34699475 0.45913994 0.3957681 1.00072744 2.0169823 -1.83049016 -0.23123838 -0.46092208 0.66196793 1.39812542] Distance 10.349944016348813 Each least square approximations [ 6.4568032 0.06009682 4.79773464 -1.87180056 -1.39235435 0.45270444 -1.26781679 1.780086 -0.9979783 -1.23786448 0.74991159 0.33474513 0.12401927 1.86338602 -0.24557369 0.75914301 0.26426473 -0.33190735 1.40013905 -0.15514163] Distance 10.747623640839487 Each least square approximations [ 6.98241281e+00 2.07260086e+00 -1.58362495e+00 -5.00094361e+00 -1.22610872e+00 -4.46792914e+00 1.55851902e+00 8.65420618e-01 1.34493276e+00 -1.73271956e+00 2.08673408e+00 -1.62000075e+00 -1.46387343e+00 -5.68084798e-03 2.88414212e+00 -8.40759388e-01 -6.02705167e-02 -1.54327762e-01 6.81337145e-01 3.50691163e-01] Distance 8.44717132843521 Each least square approximations [-6.36438343 0.29036396 2.84675081 -1.25234322 0.20033707 2.22031151 -3.03339174 0.03863313 0.15914835 2.93039866 -2.08471373 0.95555791 -1.9158172 2.08790121 -0.2728384 -1.52738081 -0.55248049 -0.67252066 0.91780992 0.00960237] Distance 10.478292601725604 Each least square approximations [-5.43680535 4.06997297 -6.72609733 4.66492936 1.84277074 -2.05471348 2.90495834 3.69448653 -2.47494709 -0.09015252 0.25153571 0.10587688 1.56530712 -0.14226879 0.47968638 0.52437027 -2.35524105 0.92221342 2.22584398 0.4584548 ] Distance 8.267736593432879 Each least square approximations [14.54956275 0.59470482 2.91584069 1.51112562 -0.74677855 1.30033207 0.11133292 0.67638068 0.45597522 0.90628401 0.44133603 -0.51314424 0.70947819 0.11038374 -0.07499473 -0.82302947 -0.58439682 0.03153615 -0.4308615 0.03737737] Distance 1.7802572346952794 Each least square approximations [10.45539002 -4.14730006 -4.58715578 -2.52208376 1.68253662 -0.95835886 -1.06704755 -0.35818509 0.79520418 0.43071701 0.44534058 1.44868537 1.54267109 -1.13263294 2.05556156 -0.33001995 0.15342159 -0.57254751 -0.9461957 0.19237977] Distance 7.78475172859383 Each least square approximations [-8.85074526 -4.2658326 -5.79254657 -0.18109483 1.91269619 2.08943956 1.42606842 0.34572248 -0.66514633 -0.69196347 0.99389127 1.4564196 -0.24452044 -2.2510626 -0.10095747 0.41592876 -2.86757406 1.27993404 1.32867611 -1.44004197] Distance 8.282193035039496 Each least square approximations [-10.85562395 5.10440329 2.5075376 -2.49901696 -4.76911561 -0.98446682 -0.08430362 -0.74558634 3.29788057 0.39695267 0.49406488 -0.33521375 1.19266261 -1.80356877 0.38901313 -0.7473945 -0.71430672 2.0008545 -1.29848632 1.03249087] Distance 5.213660078111281 Each least square approximations [-9.96616657 -1.7279645 6.82710836 -1.09482815 -1.37750394 1.09137937 -1.849527 -1.00202617 -0.38376415 -0.67084421 -1.55024119 -0.90281523 0.87911443 1.36322435 0.74808953 1.30883032 -0.38119857 0.73054643 -0.42896429 -0.11868939] Distance 8.043868178277005 Each least square approximations [10.74469438 -4.08229176 2.89147585 -4.03262012 1.26296054 0.78771131 -1.91420043 1.52954215 2.05398425 3.5247879 -1.72066996 1.57202912 -0.29917959 -0.28227034 1.65958454 1.30165585 0.35102978 -1.00815782 -0.01355631 0.45025608] Distance 6.240323879487429 Each least square approximations [10.15423972 3.42604335 3.01631758 -3.16753172 3.97542835 0.5648224 0.83177605 -1.18861611 -0.46545694 -2.74059702 1.47752253 -1.00080879 -1.41487533 -0.55735182 -1.16908771 -2.12004434 1.08881301 -0.6106813 -0.20025133 -0.19645602] Distance 7.681377192210846 Each least square approximations [10.58851445 -5.37082855 1.8438669 -4.11671461 0.09104701 -0.12539725 -2.7465477 0.78621462 1.28582147 1.76272502 2.82546311 0.07869819 1.03301763 1.13774525 1.06381366 0.02605931 -1.00145102 -0.56754957 -1.8160313 0.96818398] Distance 6.374376689259767 Each least square approximations [-10.83389843 -3.38273109 2.32836374 3.11704266 -2.08085119 -0.33986535 -2.64961197 0.5150113 -0.39528107 2.37425257 0.03508677 -0.73846919 -1.59009962 2.53649481 -0.07774647 0.04299298 -1.24621951 0.31688737 -2.73797049 1.84392303] Distance 6.956124570873958 Each least square approximations [-5.66208451 3.01205628 -4.91057552 2.64759451 -2.32235716 -0.18769675 -0.75387364 2.35729206 -1.38718133 2.86488845 -0.83851471 0.01295012 0.07542565 1.31273279 -1.13602471 -0.85843034 -1.64132928 0.45811656 -0.72623434 -0.1249797 ] Distance 10.05395562778929 Each least square approximations [ 7.7944304 -0.6890134 1.03696068 -1.7716052 -0.06845004 0.21588118 -2.9914813 -2.02623202 1.36606698 -1.17519168 -2.69829993 0.5912253 0.26932618 2.48882656 0.48108367 -0.44735613 0.94800846 -2.55041869 0.39444771 -0.25552104] Distance 9.958993226932176 Each least square approximations [ 7.87245618 0.0590469 -4.41916194 -1.48735358 0.16796933 -1.09025641 -0.02222957 0.6989756 1.73532987 0.83795378 2.65105951 -1.31907493 -1.34633335 -0.21824361 1.56495174 0.4081846 -1.73226521 0.61367718 0.01186282 2.085203 ] Distance 9.6343165240243 Each least square approximations [-7.40177603 -3.3969144 -1.48563862 -0.36016272 0.02073359 0.09446651 -0.38209111 2.40413604 -1.75793307 0.0863244 3.6469004 -0.43850647 0.06675106 -1.48489924 0.68907192 1.37925677 0.37394565 0.65739094 -3.28622642 -0.67188981] Distance 9.76384966677834 Each least square approximations [-7.64204184 2.39347908 1.97220379 0.92496594 0.03856374 0.84974515 0.24658593 -2.95679955 1.49406453 1.68843674 1.99516283 2.54578698 -0.88149792 -0.43481541 -0.94062868 -0.51469923 0.45111747 -0.8045536 -1.86570498 -1.65423808] Distance 9.989940392041445 Each least square approximations [-7.86054351 -3.16707061 0.49744458 0.35196602 -1.43726587 2.53258146 -2.43437535 -0.8328068 -0.40431439 -4.49162828 -0.23587543 1.87123274 -0.30549359 1.8336582 1.6414983 1.40982315 0.83074814 -0.18736533 -0.00951162 1.56254717] Distance 8.968840820237151 Each least square approximations [ 7.19182383 -3.69020327 3.38185021 -2.42803558 -0.12287306 2.1767795 0.68078838 0.37378599 -1.14440635 -1.6655325 -0.1316191 1.98831437 1.49098217 -0.11447465 -0.08396035 1.38568489 -0.8183677 -0.40192754 0.5595877 0.11567455] Distance 10.07596263376554 Each least square approximations [ 6.64901699 1.64761947 0.85650982 -2.00421867 2.08912754 -0.40771342 1.81461994 2.97282431 -0.80158144 -2.65755185 3.4637436 -2.4776773 -0.11457171 1.03002587 0.05114248 0.13043447 -0.2871669 -0.17047757 0.2690948 -1.50205899] Distance 10.257592901993005 Each least square approximations [ 9.67362765e+00 -5.85096273e-01 2.11322273e+00 9.23876498e-01 7.03304940e-01 -3.37738526e+00 -4.18464755e+00 8.61256001e-01 -1.69470193e+00 -1.17030601e+00 2.00180559e+00 -1.12549963e+00 -1.02486555e+00 -7.82151304e-01 -2.07530546e+00 6.20881188e-01 1.35698954e+00 -1.13122852e+00 5.44572720e-03 -1.64952372e+00] Distance 7.1987582637972825 Each least square approximations [-7.00065102 -0.2665576 2.53155297 0.65146009 -1.91779517 -0.80729527 -2.46857886 -3.03005962 2.56291987 1.23872691 -0.85326053 -0.13932206 0.89132075 -0.74561122 0.7957842 0.7240937 -1.25613461 -0.22153433 -1.74344933 0.43191918] Distance 10.545124784271604 Each least square approximations [-5.45881091 3.4166658 -6.33497393 3.75553559 0.7134888 -3.85851146 3.37406523 2.34660808 -1.5962985 -0.68045947 1.11765883 0.79918312 -0.74777467 0.38994069 -0.6399477 -0.86103633 -3.26311761 0.25578503 1.32204594 1.27563029] Distance 8.051345268622311 Each least square approximations [ 9.58773774 3.22046097 2.20522067 -2.1915125 -0.25140972 4.68197323 -1.77644549 -0.20138345 1.84096018 0.29696567 1.91871402 -0.43517977 -0.09664958 0.66010568 0.7558452 -0.21437662 -0.30230175 -0.08988236 0.70751844 -1.05107604] Distance 8.149383697818084 Each least square approximations [ 9.70838014e+00 -6.64571587e+00 -6.40910707e-01 -4.06344214e+00 2.73082297e+00 3.00820875e-03 2.18342395e-01 5.49687537e-01 7.10025550e-01 3.82537402e-01 -2.66961322e+00 -1.89653084e+00 3.23543545e-01 -1.51525673e+00 1.17996277e+00 -1.34986419e+00 -1.15242672e+00 -5.46124671e-01 1.00404969e+00 -4.77387704e-01] Distance 5.53810525340103 Each least square approximations [-6.36381893 -3.7411257 -7.42560706 0.99668571 1.85176908 0.80609812 1.0954764 1.50119503 -0.78136638 -1.58243238 1.19674197 0.53041226 -0.81169452 -2.35236891 0.2004601 -1.73342153 -1.83505491 0.70201272 0.43904487 -0.45517779] Distance 8.785469183047638 Each least square approximations [-10.19441915 1.30576066 3.63905791 -2.18425446 -1.56028756 0.95715537 -1.82274669 -1.07921695 2.79913128 0.79294594 -2.75538748 0.20233603 0.19105763 1.23895756 0.91163014 -2.7893609 0.89809435 1.95666179 -0.27087297 0.02098065] Distance 7.155297336232652 Each least square approximations [-7.76205369 -2.19892804 6.23470534 -1.30242451 -2.27606157 2.08988594 -1.95791145 -2.93104402 2.30809394 1.79253594 -0.01995177 0.59603637 -0.57007497 0.03694686 0.68681642 0.54173324 -0.74112307 0.29675991 -1.45786984 0.1056351 ] Distance 8.560565416986858 Each least square approximations [ 9.29547855 -1.82187888 4.39824178 -2.75824963 2.22878208 0.85780279 -1.41106258 -0.51941258 1.13308472 1.45853919 1.55608043 -0.20337989 1.47965174 -2.9724489 2.09187877 -1.18727498 -0.21485174 1.63816173 -0.92226343 -2.02032172] Distance 7.660403615445771 Each least square approximations [ 7.9209587 2.60147524 3.12803252 -5.13006903 5.01221745 2.63254756 1.09117644 1.11402438 1.54549398 -0.46387324 0.23102896 0.03249355 -0.31533742 -0.23249369 0.11074387 -1.14278065 -0.6184962 1.21456479 0.04429665 -0.77669898] Distance 8.184215272481227 Each least square approximations [ 7.8578738 -3.47313711 0.53652285 -5.85349754 0.37589717 -1.91431852 -2.15717876 1.65252171 -0.5768033 1.95719791 2.0072735 1.34511784 1.03755567 1.69648853 -0.09055114 0.97080416 -0.94076897 0.91704816 -1.09168977 0.41262301] Distance 8.724936774745311 Each least square approximations [-8.17144502 -1.8922169 5.48675713 3.85504003 -1.05087439 0.67325383 -0.73070007 3.08493263 0.40853861 1.55768569 -1.30335334 -0.94677309 0.91603173 1.6996243 -0.15490007 1.37539423 -1.35823281 0.86383428 -1.09025163 0.57421367] Distance 8.47357565924552 Each least square approximations [-6.79261664 4.90679809 -8.23822423 3.1687655 0.11930858 -1.22352722 2.06697294 1.74802764 -2.02904893 0.54759855 0.76902766 0.15724239 -0.3215991 -1.1167646 -0.65989526 0.63446448 0.21586104 -0.61309105 0.79940476 -0.40779095] Distance 6.676250722903804 Each least square approximations [10.31741578 1.9519136 1.18177133 -2.55224693 -1.17073783 4.3886261 -2.41203132 -1.2034769 -0.49021938 0.50959515 -0.44428312 -1.20763004 -0.56637903 1.52776766 -0.30247653 0.30819425 1.31130183 -0.82769904 -0.17966646 -0.0493438 ] Distance 7.515571436176256 Each least square approximations [10.15117176 -2.91721082 -4.56985396 -3.32774027 2.80236885 0.3442347 -1.7072671 -0.27299308 0.34754983 0.36449851 0.82514984 0.14921969 -0.4671363 -1.01578727 1.7745599 -1.02345195 -0.73909425 0.47745916 -1.60778026 0.27940952] Distance 6.7580500360173525 Each least square approximations [-10.27968888 -2.77078757 -6.38927348 -1.01859491 2.01612609 -0.42789562 -0.7545931 0.85984222 -1.014626 -1.01853608 1.9937763 0.8365491 0.56681403 -1.421197 -0.41467328 1.22305382 -1.10706488 -1.01050118 -1.02445852 -1.08723664] Distance 5.830220280701739 Each least square approximations [-10.56048359 1.68990759 1.51486335 -3.66447289 -2.85428797 1.86551621 -1.61485409 -0.86906852 1.3821338 1.73467298 -0.47511112 0.9572719 0.54471685 0.26788725 0.04544333 0.0713215 -0.17177871 0.32089662 -0.45222191 -0.93419624] Distance 7.5661733255874735 Each least square approximations [-10.74330633 -2.40031964 4.90207798 -2.53158599 -1.93482273 -0.6373103 -0.6742108 -1.73602573 1.66161757 -1.04324043 0.68285733 -0.34853234 0.54981642 -0.33527957 0.3577515 -2.30443016 -0.22664962 -0.43241713 -1.19733314 -0.02001369] Distance 6.227893963673849 Each least square approximations [10.55115082 -3.12563577 4.48220687 -2.59697469 1.97976597 2.64124774 0.6083817 0.22284722 -1.17552899 -0.08073509 2.40948755 0.73361843 0.30281953 0.21991268 1.26887687 0.10015744 -0.03033597 -0.49694958 -0.1878494 1.65727541] Distance 6.182099146144032 Each least square approximations [ 9.38740856 3.05244732 3.93010917 -4.44537891 2.39287239 1.26270267 -0.06192235 -0.4865885 1.33245483 -1.75839899 1.35860569 -0.37104784 -1.95610429 -0.31726924 -0.19870629 1.0884903 0.2919564 0.5212685 0.51430235 -0.46160111] Distance 7.545933230850007 Each least square approximations [10.73982944 -2.17639263 -2.94507012 -4.94357819 0.34593617 -1.03975361 -1.10907027 3.71771534 -1.7834854 0.56461726 2.00599502 -0.89133938 -0.76173021 0.07355267 0.96453315 0.79161237 -0.13307856 0.47165856 -0.85126309 0.83389724] Distance 5.331093479040207 Each least square approximations [-10.01472958 -1.17856156 4.54467326 3.99497233 -0.92308617 1.29226345 -1.03385954 1.1559012 1.19006153 2.17920617 -0.83928135 1.15925371 -1.40500246 0.45977621 -1.60438518 -0.44312505 0.2642678 0.28827272 -1.97023419 0.99196305] Distance 6.96950529532181 Each least square approximations [-5.77884871 3.63036933 -7.84023867 4.3441002 1.71545722 -3.56848712 2.92000453 3.15429997 -1.48724756 0.66165521 0.10616367 0.21585797 0.73327402 -0.70085737 0.56195451 0.01910429 -1.9279662 1.05724781 0.99074367 0.97252145] Distance 8.03249587917182 Each least square approximations [ 1.48744203e+01 3.31826436e+00 7.24704906e-01 1.47368579e-01 3.85425602e-01 6.07881817e-01 -6.08502671e-02 -2.65089021e-01 7.86718192e-01 3.38365697e-01 -5.41830715e-01 -5.78775956e-01 -1.20168224e-02 -3.87922105e-01 -1.13514505e-01 -2.87676711e-01 -3.97292513e-01 -2.11566699e-01 4.13726419e-01 -2.49204429e-01] Distance 0.9806132996504935 Each least square approximations [11.09216103 -4.26036061 -4.81820488 -3.07429636 1.39728519 -0.80301261 -1.55126756 -0.43700937 0.64757988 -0.24857091 -0.17175344 1.71379546 1.10166225 -0.13970365 2.02111358 -0.44725663 -0.50076961 0.22642754 -0.20057815 0.16955523] Distance 6.929597486051144 Each least square approximations [-9.31136796 -4.31500149 -6.57298423 0.58568342 2.4872399 1.96961158 1.52377136 0.20802032 0.07937287 -0.80075166 0.89779653 0.62760202 -0.5032318 -2.3718632 -0.56152864 -0.34229126 -2.4912401 0.74695013 0.78793879 -1.37123184] Distance 7.594793490488853 Each least square approximations [-11.41596675 4.99514554 2.98738702 -2.09590727 -4.61264988 -0.92048194 -1.1310173 -1.52336343 2.79258222 1.01259819 -0.52315753 -0.69673986 0.61128247 -1.68017064 0.73875617 0.2457649 -1.07535095 0.93217136 -2.13463156 0.7185178 ] Distance 4.647918473201468 Each least square approximations [-9.92693471 -2.01823238 7.01784491 -1.06572866 -2.5859416 1.74753656 -2.57028225 -1.65774314 0.23074857 -0.63495709 -1.551573 -0.73239023 0.4134183 1.50089137 0.50913563 0.31603735 -0.50837076 0.58681744 -0.05161009 -0.29240897] Distance 7.578353800949742 Each least square approximations [ 1.05514657e+01 -3.26376495e+00 4.06688840e+00 -4.45317834e+00 2.96385003e+00 1.15407007e+00 -1.89531697e+00 7.85275098e-01 1.31051182e+00 2.97364197e+00 -1.40721061e+00 8.13041619e-01 7.00398157e-03 -1.23696807e+00 1.50833422e+00 1.38886107e+00 -1.51299061e-01 -5.47846387e-01 -4.45723754e-01 8.64460456e-01] Distance 6.596848455225687 Each least square approximations [10.72889641 3.41189113 3.79864829 -3.2601846 4.55296659 1.07088991 1.10906333 -0.43320397 -0.6462111 -2.2126476 1.35954977 -1.04835581 -0.81997623 -0.94323213 -1.47355775 -1.99485097 -0.15124101 -0.79603991 -0.31617599 -0.6384234 ] Distance 6.645556314171733 Each least square approximations [ 1.04262060e+01 -5.31308815e+00 2.16322892e+00 -5.25924327e+00 3.86682187e-03 -9.48803733e-01 -2.33030540e+00 5.16672955e-01 5.87582619e-01 1.68509134e+00 3.37171972e+00 7.37279093e-02 -1.05025450e-01 7.26294908e-01 3.13064186e-01 9.66326242e-01 -6.22528142e-01 1.15145732e-03 -1.26713831e+00 9.85834832e-01] Distance 6.437270731577925 Each least square approximations [-11.03022643 -3.78590758 3.8405155 2.80645324 -2.11701711 0.48040997 -2.52515577 0.92739528 0.37970774 2.58766133 0.23925388 -0.99284699 -0.64554577 2.30087844 -0.01351944 -0.05688339 -1.72308611 0.21343271 -2.20470712 1.11789569] Distance 6.5656559502268275 Each least square approximations [-4.34918174 3.32025531 -5.91043625 2.52727072 -2.04379284 -3.60256982 2.17561459 1.07193615 -1.38890587 0.31677848 0.56311154 3.07592199 -2.31051511 -0.65223648 1.51756 2.15789734 -0.18914628 0.21289561 -0.94794818 0.35007785] Distance 9.434646874828513 Each least square approximations [ 7.06210305 3.6344465 0.67570622 -1.12489334 0.97248258 4.31363696 -2.42615129 -3.18474741 1.51299748 -1.6379104 1.21727283 -0.14193697 0.80687029 1.16157159 -0.07771097 0.46323762 -0.72977692 0.48460078 0.24387672 -0.87232571] Distance 9.913362411196486 Each least square approximations [ 7.43401118 -2.52659418 -0.59986548 -5.14641941 2.97868942 3.09695159 -0.20089146 0.74466016 -0.42520951 -1.8448056 -0.58507062 0.85510853 -1.3953028 0.18807525 2.1830985 -0.19029963 -3.28134557 -0.95264545 0.25746559 0.28178681] Distance 8.839066281639811 Each least square approximations [-6.0742684 -2.46784085 -5.66817318 -2.04886283 4.38621568 -1.28892813 2.0192131 -0.99671532 1.15034833 -1.54679643 -1.10736456 1.18987781 -0.65883594 -1.78232756 -0.47178327 -0.25113225 0.10804804 0.69791359 -0.87739736 -1.14513093] Distance 9.530249380051771 Each least square approximations [-10.3902902 -3.31505477 2.72465083 0.59718501 -2.21720319 2.67850617 -0.02859145 -3.10011675 0.1055253 0.65927117 1.61316247 -0.24958054 2.54583316 3.10517349 1.27845306 -0.6585927 -1.30892331 -0.90541417 -1.37964361 0.45491839] Distance 5.879495405577222 Each least square approximations [-6.14102894 -4.59512678 4.1363026 -0.0132389 -4.09250356 2.65204951 -1.71654124 -3.06006853 1.79482689 -0.9054292 0.31196549 1.37507619 -1.31838694 1.54946592 0.35041146 0.49206506 0.30716444 -0.4458942 -2.72957703 1.24540696] Distance 8.77990001482691 Each least square approximations [ 6.79650342 -2.06005243 6.02697762 -1.96164165 3.12712803 1.3476904 -1.62490605 1.18520241 0.24455369 1.90077333 1.25300507 -1.46175832 1.27102503 0.62792054 0.74205076 -1.25388788 1.30512021 0.60982272 -0.39250724 -0.98379549] Distance 9.380058507067385 Each least square approximations [ 8.83780513 -2.2539513 2.06069418 -3.38106554 1.57877534 4.13683148 1.69195515 1.72591627 -1.83137686 0.14501814 2.61415278 -2.04303595 -3.51198263 -0.22361143 1.61758096 0.17328934 -0.99953014 1.31122607 1.3667302 -0.53643866] Distance 7.0953334675808275 Each least square approximations [ 7.06884922 -1.24784575 1.06447428 -4.72561002 -3.60955255 -1.39450985 -1.77376874 3.56207884 0.27536426 1.18149901 0.99944179 -0.37989109 0.45531798 -0.5032965 1.30838173 1.01896034 0.11189267 4.42212234 0.25646586 -1.85155267] Distance 8.617303949549594 Each least square approximations [-7.54277933 3.48194991 6.75422228 1.39073512 -1.38813029 -1.44408495 -1.57083867 1.84815971 0.65149085 1.05584682 -3.64963919 1.54601201 0.75067294 0.12339882 0.55593978 0.30264119 -2.60795402 0.24196756 -0.32561481 0.92470787] Distance 7.511815585043623 Each least square approximations [-6.9243557 5.07710447 -7.25282704 2.02770356 -0.61029095 -2.99181347 -0.6873244 2.67875645 -0.41025008 0.07419311 -1.63600513 0.71319238 0.48354284 -0.45231912 0.25464806 0.93403853 1.27434783 1.45842059 -1.17762697 1.34403803] Distance 7.0787109961489305 Each least square approximations [ 9.55417843 2.02947918 -0.1080264 -1.26208654 -0.25237546 3.92605014 -3.65824326 -1.45636469 -0.44469184 -1.22107746 -1.27162327 0.68032653 0.66222307 -0.84262656 0.85948489 -0.18846926 0.23090973 0.26894146 -0.63590493 -0.08327663] Distance 8.659212848135668 Each least square approximations [ 9.49754844 -0.43339376 -4.78848382 -4.99637388 1.51166519 0.48989032 0.24928402 -3.29348272 -1.09641503 0.23578553 1.34588219 0.08171079 -1.51206546 -0.5893806 0.735891 2.40183763 0.17136662 0.40508744 0.86209243 0.90082073] Distance 6.611386173627257 Each least square approximations [-11.67713172 -4.43725216 -1.56563149 0.02093714 3.6333232 2.0864661 -1.00647796 0.7368737 0.21484356 -2.01471503 -0.27438154 -1.09240947 -0.33760768 0.96590628 0.28442903 -1.9320801 0.0534597 1.0793053 -0.23185645 -0.44268585] Distance 4.465261060915234 Each least square approximations [-1.06006406e+01 2.48644718e+00 7.77771203e-01 -1.96425124e+00 -2.14227531e+00 2.08182203e+00 -1.48626253e+00 3.71831057e-01 2.24505093e-02 2.19734244e-01 -8.36805945e-01 1.58085506e-01 -1.16852344e+00 -2.49770479e-01 -1.41231519e+00 7.84922034e-01 1.51232892e-01 -7.57284584e-01 -2.36398709e-03 -4.55958529e-01] Distance 8.324103507053469 Each least square approximations [-10.1486544 -3.17665382 3.16600076 -0.72643104 -2.59188746 1.80357231 1.20467111 -3.3916399 -1.04648261 -0.05664778 -2.43731436 -0.56525527 1.69476229 -0.21801709 0.66154645 -1.58773284 -0.46362461 0.59307921 0.54948316 1.02966093] Distance 6.889780067247039 Each least square approximations [ 9.37168177 -1.63823016 4.44035434 -1.14597945 4.39198914 0.79848338 1.63886756 0.67281904 -0.09706972 2.61698945 1.38110035 0.56588863 0.71111447 -0.37764047 0.31227658 -1.78808318 -0.34934182 -0.77419955 -0.28782399 1.80611614] Distance 7.582497478680234 Each least square approximations [ 9.34920309 3.43171063 3.85479749 -2.99188563 2.36547758 -0.18559079 -1.39410876 -0.29413292 -1.10984694 -0.07151174 3.23865463 -1.50682911 0.43371416 0.07794128 -0.17769112 1.86667139 -1.11025306 -0.58120047 -0.09504491 -0.24552619] Distance 7.693892026319853 Each least square approximations [10.02846036 -1.22590284 -0.35490376 -5.75581017 2.42261428 -1.82133228 -0.16607962 -1.46520317 -0.38455177 -1.03147139 1.34133558 -0.0165815 -1.8366086 -1.0990422 2.36635134 0.86217572 -0.55327948 2.25876839 -1.16378243 0.72223594] Distance 6.425652927351029 Each least square approximations [-9.99825352 -1.16185235 2.51566922 2.81797049 -1.61690016 1.37571793 -2.44154121 -0.30421124 2.46570334 3.86323337 -1.61299606 -0.75696487 2.05134834 -1.84002132 -1.33446752 -0.66022277 -0.5370223 -0.17935063 -0.56996368 -0.75234222] Distance 6.917463488680591 Each least square approximations [-6.8068942 4.25136824 -7.18242435 3.97990114 -0.79134084 -1.52693446 1.04633652 1.69111499 -3.21584458 -0.31325623 -0.03789254 -0.56823852 0.44111765 0.44362056 0.74522107 1.39123442 -0.67821036 0.410302 1.45734871 -0.94430027] Distance 8.035998888872728 Each least square approximations [11.72960944 -0.71336717 -1.62359708 -2.4936291 -3.48598157 3.51470697 -2.21482415 -1.34157898 -0.03581833 -2.05318957 -0.92030481 -1.45261834 -0.11867582 0.61002319 0.18076389 -2.03777512 0.79105096 0.92731799 -0.15587648 -0.45265134] Distance 5.38490015042665 Each least square approximations [10.57341842 -1.18508054 -4.06318919 -3.26969567 2.32655775 -0.35505464 -2.13674957 -0.43070238 0.42840262 0.56425685 0.74195526 1.02273051 1.23466641 -0.6045313 1.13970187 -0.9029756 -0.17238245 -0.46832984 -0.27047056 0.81306951] Distance 7.926966469830162 Each least square approximations [-1.00129927e+01 -4.41083949e+00 -5.20295752e+00 -7.98678246e-01 1.93103266e+00 1.46711808e+00 7.10257840e-01 -3.45002408e-01 4.42440408e-01 8.50326951e-01 1.26491840e+00 1.12746088e+00 -7.93205131e-01 -6.99227920e-01 -3.59537690e-01 1.84267463e+00 -2.11763341e+00 -8.56235308e-02 3.04749498e-03 -1.66240037e+00] Distance 7.141265429028395 Each least square approximations [-10.41697095 3.93687039 0.75517607 -4.1471382 -3.69915003 -0.22738899 0.68191219 -2.61157091 1.0391055 0.2622327 -0.05515152 0.72922274 1.55616095 0.63783964 -0.42265868 -0.13871176 0.35161072 0.94395492 -0.37369274 -0.95666006] Distance 7.143778061760101 Each least square approximations [-10.82115706 -2.91317883 5.40877431 -1.61913928 -2.27718427 -0.83137693 -2.09820525 0.20443635 -1.739216 -0.25801282 -0.37638602 -0.29609325 1.92155146 1.50486817 0.60719727 -0.27114976 1.2194072 -0.01551684 -0.82341112 -0.30732423] Distance 6.391683489613175 Each least square approximations [10.70236168 -3.06159093 3.8079794 -3.32344858 1.36995347 0.77974865 -0.50291861 0.90409891 1.71377854 1.09203701 0.66773384 -0.16752245 0.96526907 0.816742 0.2116176 0.86721483 0.18913691 -0.45592107 1.21320107 -0.2941146 ] Distance 7.668024068545598 Each least square approximations [11.00326843 2.56513342 2.49469639 -3.30987306 1.7975756 -0.53044637 -0.74869776 -1.09840554 0.28091877 -2.09955203 1.85753799 -1.59012626 -0.30929318 0.38068762 0.66002797 -0.50576546 0.70049208 -0.22890895 -0.92909266 -0.52019733] Distance 7.578229562533827 Each least square approximations [11.40583873 -4.30316798 -0.32637221 -2.59598708 0.66787435 -0.37164524 -1.22644 2.18459389 1.91202156 -1.99668633 0.32626269 -0.98028162 0.23571793 2.04698759 1.14647396 0.96929056 -0.96308773 1.00896026 -1.13792585 1.44051794] Distance 6.145955313853454 Each least square approximations [-1.11309170e+01 -1.96958186e+00 2.59634450e+00 2.66205964e+00 -8.10918295e-01 -1.03552303e+00 -1.44882482e+00 3.44824952e-01 -7.21109827e-01 2.32772904e+00 -8.45669938e-01 7.68269471e-01 -5.73749177e-03 7.73113525e-01 7.79373394e-01 4.85801759e-01 -2.57233429e-02 5.15349208e-01 -3.16587618e+00 -1.47215842e-01] Distance 7.487801042680559 Each least square approximations [-5.66967535 5.24240182 -5.1404139 3.49721751 -1.5586501 -0.88912366 1.65575744 0.87950498 -4.51391815 1.63207388 -1.64798209 -0.66778918 0.24946146 2.16903149 -1.92356475 1.6057331 0.17124645 0.59428386 0.3741904 -1.67973222] Distance 7.952215650127496 Each least square approximations [ 9.42711833e+00 -2.49313137e+00 4.61654375e-01 -1.79703956e+00 -4.23536981e-01 3.13499773e+00 -3.25283396e+00 -2.32444052e+00 1.65641915e+00 -1.52091127e+00 -5.26871072e-04 -1.03423946e-02 1.79763828e-01 2.11476747e+00 -1.22261180e+00 1.16068037e+00 9.70080649e-01 7.72020768e-01 -1.22467241e+00 2.19754911e+00] Distance 8.003469331479867 Each least square approximations [ 9.63709201 -0.90375005 -3.62855238 -1.00098458 2.60594465 1.19187126 -0.73302982 -0.63379577 0.90538364 1.28304446 2.87478006 -0.18395095 0.47348313 -1.47249736 -0.34508639 0.7392853 -1.57446543 -1.23652301 -0.8560276 -0.05476499] Distance 8.559809777458005 Each least square approximations [-9.55387745 -3.73847899 -3.03639925 -2.40370079 0.84796316 0.07188175 0.14874104 0.6372808 0.16337231 -0.18620347 3.99405206 3.30888704 -2.2099904 1.01182911 1.3797039 1.71069847 -1.57493779 1.797904 -0.41517274 -0.75643216] Distance 6.579115832131894 Each least square approximations [-10.67959091 2.84285463 -2.11695082 -2.21990391 0.20156764 0.29640428 0.65121889 -0.01623099 0.49099469 1.32123783 0.74711505 3.02122621 0.99158471 0.26303693 0.22196224 -0.33220423 0.66914103 0.95390531 -1.03880868 -0.25849325] Distance 7.833214734776162 Each least square approximations [-9.26869242 -3.19516648 4.51360839 -0.20397166 -1.63382587 0.3721141 -1.4804048 0.26437676 -2.58721177 0.23425626 2.06069762 0.50565739 1.31147662 -1.76603368 0.7470155 0.36954791 1.81179975 0.04414973 -1.35071632 -0.24015565] Distance 8.080424200865279 Each least square approximations [ 8.44671386 -3.69994592 5.40268368 -2.73287044 0.51031777 0.89511723 -0.27467608 1.91306153 0.56246006 0.38813569 -0.32271786 0.35134873 0.55039785 0.40337888 0.12493797 -0.13194718 0.05025417 -3.95597641 1.54753154 -0.58346297] Distance 7.922976265898834 Each least square approximations [ 9.51800909 4.83791456 0.48002511 -2.8958632 0.56925284 -1.53506861 -1.78648672 0.2231788 0.83583305 -1.86942704 0.97413663 -0.38928712 -3.16656282 0.51030536 0.98297455 0.75901666 -0.55566165 -0.12441137 0.60079614 -2.45751312] Distance 7.514050182765203 Each least square approximations [12.71810673 -2.96368629 -1.269565 0.43888168 0.81648265 -0.05187089 1.26431587 0.08103147 -1.00781842 1.53949235 -1.41627727 -0.40030242 1.34648685 0.11779487 -0.29005704 -0.88349095 0.2255409 2.69318926 -1.35297959 -0.69717229] Distance 4.045838641129371 Each least square approximations [-11.52659101 -1.0655049 0.30482058 2.46689385 -0.48478738 0.80295911 0.16769933 -1.26859822 2.19097674 -0.82140304 -0.88351236 0.73624379 0.15929914 -0.90860633 0.51967491 -1.92683331 -0.03746565 1.80729492 -0.60522145 1.85283366] Distance 6.888665246553342 Each least square approximations [-1.19264054e+01 7.20378840e+00 1.20234110e+00 2.90652808e-01 -7.39720366e-01 7.48027004e-01 6.34833938e-02 -1.57986906e+00 1.41079571e+00 -7.39167289e-02 -2.87342574e-01 -5.55828581e-03 1.06260055e-01 7.55633139e-02 3.54698615e-01 7.29651321e-01 6.92840493e-01 -2.72585046e-01 5.54529961e-01 -1.75406411e-01] Distance 3.1507594169836426 Each least square approximations [ 4.93904658 -0.53069069 1.95315645 -1.62023653 -2.96970374 2.30275607 -3.92484801 -1.69615335 -1.01576587 -1.9678537 -3.80161053 0.1880412 -0.89190398 0.77083653 0.43655688 -0.37102327 2.08591392 0.47489357 2.30271981 0.80901776] Distance 10.848120683320065 Each least square approximations [ 7.51220246 1.98598653 1.58027562 -2.6115439 5.14796911 -2.42583989 0.41632663 -1.73982889 0.11393791 4.03883745 2.02075724 0.97914082 -2.73737635 -1.21422506 0.58082801 0.22059496 2.3355593 1.37900427 -0.22946317 -1.21688528] Distance 8.243286052676888 Each least square approximations [-8.50622135 -2.76621313 -1.4784224 -1.3072525 -5.23412857 -0.40214535 2.19523203 0.52134988 -1.47236366 -2.58272681 -1.89061045 2.47910095 1.75898172 -0.11694073 2.37858982 -0.0355098 -0.06742794 -0.60547584 -2.91330109 -0.53171635] Distance 7.73475854771382 Each least square approximations [-7.36614489 -2.79838198 0.59393355 -4.79399569 -0.07680077 -2.5184348 1.41323867 2.84271111 0.52632787 -0.74413838 0.12755052 -0.07596795 -0.68419826 -0.13136358 -0.91060364 1.85792547 0.03441206 1.0794252 -0.94351619 -0.5363853 ] Distance 10.150254381854943 Each least square approximations [-9.38485599 0.44162001 1.07306583 -0.09802195 0.11298843 1.1307932 3.12576069 2.71592161 2.2294941 -0.19674024 2.22910556 2.47972057 2.75598699 -1.16662984 1.65991523 -0.55016268 -0.39597349 2.13985827 -0.82500358 0.58979068] Distance 8.430203073742621 Each least square approximations [10.43174292 1.0709707 0.26443439 3.88134182 0.34707754 -0.16593873 0.52287855 2.05920008 -1.84038747 -1.29162932 2.62750288 0.60289408 0.07855722 1.17489744 -1.77344798 0.38376915 -1.38835906 -0.75775033 0.98509168 0.03746833] Distance 7.912288005785577 Each least square approximations [ 6.12821154 0.38029053 -2.44954672 -4.11615746 1.7568069 -0.43824901 -4.07912182 -3.1937954 0.99956976 -1.89985576 2.75945874 -1.79200196 -0.32529771 -0.32418372 -0.04892824 2.93746995 0.79630419 -1.49411052 0.59972987 -0.12452668] Distance 9.724467627109828 Each least square approximations [ 8.46831884 2.54213832 -3.78275438 -1.89996626 2.88681792 1.2584551 -4.07132026 -1.52249486 0.01746285 -0.39039045 -0.35610824 3.85486248 0.93639127 -0.2015948 2.13860777 1.27987616 0.78050091 0.40703393 0.8022701 0.32032451] Distance 8.009320325102173 Each least square approximations [-7.09740868 1.68361556 -0.93891164 3.75853223 -1.35720775 -3.39076152 1.94085587 0.70447588 3.58394423 3.67034866 -0.82080515 -0.63996309 -0.07049734 -2.19447789 -0.88359776 1.32337554 -0.21261382 -1.51634925 1.58020499 2.20377472] Distance 9.087097005567637 Each least square approximations [-5.94691115 4.43384979 -5.89904377 4.16757628 1.07064546 -2.15895252 1.09926197 1.1211246 -2.3556999 1.74369686 0.76921596 -0.73369314 1.10268234 1.14876038 0.99196707 0.83468594 0.17642436 2.3419509 1.20980673 -2.15540721] Distance 9.086294994331361 Each least square approximations [12.55454003 -2.09756555 -3.11643847 -0.10249307 -1.1458561 3.99642963 -1.22067047 2.16219378 -1.88005292 -0.3504481 -0.79161784 0.34487689 0.02595886 0.72538701 -0.43309136 0.34089101 1.42434009 0.50758585 0.54003961 1.02347521] Distance 4.420321650047602 Each least square approximations [10.74834557 -1.15632286 -3.70642133 -0.97575483 1.15909812 1.54534188 -3.01460255 -2.03580306 -0.29743718 1.38333573 1.24364993 0.9461234 1.46189772 -0.19107733 -0.82366868 -1.17717109 0.2599731 -0.49809793 0.59911358 0.41136641] Distance 8.09591114060568 Each least square approximations [-9.94292014 -4.66897905 -4.50606784 0.41990388 0.04249097 1.91788133 0.73287732 0.64599408 0.53907896 1.84799967 1.13405239 1.75251072 -1.65515906 -0.30724242 0.04761192 1.37587675 -1.65785742 0.65467739 1.2696801 -1.09128937] Distance 7.683620089131813 Each least square approximations [-10.66261827 7.15277823 0.06366362 -2.3587601 -2.52031063 -2.60616627 -0.42961238 0.5496196 0.96358365 -0.23228585 1.94011091 0.20979623 2.27429363 0.60167416 0.46587886 1.3229685 0.38174414 0.40198896 0.56414131 -1.0846386 ] Distance 5.043859233988534 Each least square approximations [-9.72395995e+00 -1.26440155e+00 5.63229242e+00 -1.47200508e+00 -2.77033576e+00 1.05320818e-01 -1.72931742e+00 5.15483656e-01 -1.29205434e+00 1.17207157e-01 -9.93152961e-01 2.16986828e-01 1.83066158e+00 -2.85721337e-03 7.84094952e-01 9.56902323e-03 1.83141715e+00 -1.61481351e+00 6.13420440e-01 -8.47106077e-01] Distance 8.298361136122736 Each least square approximations [ 9.35514447 -2.06789444 3.84008717 -2.27418074 2.54732611 0.39617664 -2.27603993 -0.33120708 1.02514018 2.56865998 -1.13879967 -0.34231838 -0.09419385 0.63864981 0.51847355 1.51725852 0.69969931 -2.47555661 2.23987623 0.89076343] Distance 8.686707655311162 Each least square approximations [11.35409056 5.28218067 1.13215754 -0.52694373 3.01492966 -2.14436941 -0.6625405 -1.34666491 -1.24773577 -2.28727184 -0.47237904 -1.83558673 -0.77337603 -1.40748806 -1.59405414 -1.47162403 1.09318334 -0.07297824 -0.05975965 0.28018091] Distance 5.506436173958572 Each least square approximations [11.13089725 -5.34472645 -0.02169434 -2.61433447 2.23374363 1.69654849 -1.51334805 -0.69121776 2.52660329 0.89443163 0.93824035 -1.40758104 -0.30536362 0.02120491 0.82419153 0.45622844 0.58415121 -0.01727723 -0.0745248 2.15229893] Distance 6.1357090523726745 Each least square approximations [-12.55502298 -5.99470621 0.23890455 1.25811707 -1.69145423 -2.28220344 -1.76541572 -0.26265272 -0.06956484 0.55296928 0.4127159 0.95112752 -0.44350335 -0.06971377 -0.37339349 1.34138747 -0.30629427 -0.3215566 -1.62900873 -0.59246356] Distance 3.2247405254114234 Each least square approximations [-1.28846877e+01 1.29969609e+00 1.23077324e+00 -3.16372731e+00 -6.98609636e-01 -2.17703757e+00 -3.93031783e-01 -8.34400878e-01 1.00362558e+00 2.63399218e-01 -5.98074026e-03 -1.16627501e+00 -1.27322169e-03 1.14408217e+00 3.61794908e-01 2.10625439e+00 8.70659110e-01 4.88886277e-01 -3.02333003e-02 2.99530731e-01] Distance 3.6575605109356903 Each least square approximations [ 3.64400095 1.27957629 0.49116249 -1.80707094 -2.65525286 1.87992588 -2.14584514 -1.33181947 -2.41903097 -2.18174605 -3.49507789 -0.35306293 0.84708978 -0.65572511 0.80066498 -0.38723756 -0.03995368 1.3868529 0.76248554 -0.20091933] Distance 12.052474793668624 Each least square approximations [ 6.83967272 3.62737397 2.49032704 -2.81403474 4.32633373 -3.13506579 0.80327986 -2.00611 0.930346 2.884358 3.23145462 0.92555411 -1.88079136 0.60618916 0.15725825 1.09330129 2.76085217 -0.09145858 1.46954941 -1.20962905] Distance 7.996729772733416 Each least square approximations [-8.21624539 -0.72491384 0.136304 0.32063652 -4.35284706 -1.36904698 3.18612329 1.1992114 0.47936111 -2.94466675 -1.99050743 1.03006968 -0.28283969 -1.12241074 1.40048528 -1.34137729 0.25719013 -0.99518507 -0.36492483 0.2752809 ] Distance 9.339724813527402 Each least square approximations [-6.04788732 -2.91977012 0.03049583 -1.77374706 0.29773174 -4.31335492 -0.9819897 1.66743915 -0.70090103 -0.94092974 -1.95733346 -0.40814231 0.4871129 -0.20559791 0.39963776 2.50074418 0.01466566 0.81253307 -0.37226753 -0.16189711] Distance 11.15818377680084 Each least square approximations [-8.43256907 1.09043094 -2.04555748 0.48957308 -1.49478905 4.14306412 1.7688774 3.41528192 1.47556625 0.20485648 2.39553396 1.69117362 2.83057431 -1.59985164 0.4368888 -2.20801428 0.25669245 2.25972571 0.52884873 0.96948847] Distance 8.020207059660182 Each least square approximations [ 8.42997846 6.55372305 0.45536861 0.8780367 1.52168304 0.13551168 -0.07909564 3.06980076 -2.38890819 -0.89240088 0.90129074 2.51913133 0.87756645 1.57758223 -2.50760669 -0.77074732 -0.05942172 -0.17332021 0.42012297 0.38972124] Distance 7.560588953931797 Each least square approximations [ 5.97080168 0.80947443 -2.68761401 -3.29742868 0.65928003 -0.04703802 -5.15913048 -1.02589501 0.59768748 -0.89828596 1.71877515 -0.91069179 1.94289191 -1.41419856 0.52331961 3.75083018 0.92401215 -2.1611888 0.03095793 0.42323985] Distance 9.736907850806146 Each least square approximations [ 6.73067412 3.42156223 -2.3234784 -3.91721657 2.22101459 1.03887477 -1.52002033 -3.9842962 1.1656101 -1.29796204 -1.36570494 1.72725685 0.08516692 -0.35489257 1.00255117 1.75941301 0.88736748 -0.35120504 -0.47181934 -0.07615935] Distance 9.636942575133729 Each least square approximations [-6.31112064 1.40639451 -0.10569601 1.54603968 -1.79178531 -1.71376988 2.62683536 0.80432888 2.73514794 2.42406539 -0.08157391 -1.73540814 1.19454495 -2.40471982 -0.70433434 1.00182572 1.38996513 -1.66988376 2.42508168 0.39594753] Distance 10.692878454690128 Each least square approximations [-6.33201611 4.19547754 -6.07877422 3.76530121 0.34962294 -1.74444116 1.86939395 0.28215389 -2.69445553 1.74817715 0.56146048 -0.31072723 0.96844426 1.38274871 0.65117775 1.74347574 -0.43986315 2.22919553 0.28671055 -2.61979514] Distance 8.783448117804957 Each least square approximations [11.39670903 -0.63495134 -2.94738648 0.46283649 -1.10302254 5.33378611 -1.18097095 1.32399191 -0.77141637 -0.30312967 -0.48134715 0.29329605 0.41776209 1.05616541 -0.19002928 1.02895422 1.50541078 0.94311599 0.21858326 0.97795947] Distance 6.504722506839582 Each least square approximations [10.35630386 -0.72002856 -3.09950342 -1.18805159 2.61117579 2.01448844 -2.82593819 -2.43008286 -0.13345772 1.20365047 1.05062651 0.4719073 0.77023621 -0.58772823 -1.05178078 -1.53230185 -0.49356929 -1.30278806 0.43014877 0.28614758] Distance 8.301365202611413 Each least square approximations [-10.1632902 -4.25638421 -4.50563357 0.72639688 -0.09252812 0.87147768 1.10030598 0.80809762 0.85600858 2.64790642 1.74062152 2.51957791 -1.27180079 -0.21915495 0.38177615 0.12951502 -1.17216641 0.6312932 1.09382897 -0.30420585] Distance 7.415037552814578 Each least square approximations [-11.24650552 6.23147877 -1.91550495 -2.61540091 -0.77196474 -2.15509529 -1.02522232 0.20573461 0.32176018 -0.67433068 1.12812964 -0.40085683 2.43008356 0.67902606 0.79789931 0.90910061 0.37204886 0.74520129 0.05671546 -1.68871026] Distance 5.131825491023071 Each least square approximations [-10.02657376 -1.36989848 5.0716105 -1.67437919 -3.25505297 0.38828144 -1.96228473 0.58848971 -1.10396192 0.89956394 -0.41932054 0.51677082 1.48879083 0.01854385 0.70767486 -0.04309248 1.72371783 -2.22268361 1.06912536 -0.91360804] Distance 7.804341576158485 Each least square approximations [ 9.02778991 -1.73086867 3.76147213 -2.52328505 3.42065672 0.52989742 -2.55220222 -0.13878617 0.97450292 1.96485059 0.24726508 -0.13659176 0.55975614 1.40874865 0.46531574 1.48847518 1.50928273 -2.53160158 3.00777952 0.52723804] Distance 8.408624388097428 Each least square approximations [12.06988241 5.11434284 0.38128581 -2.01452685 1.22671851 -2.86639281 -0.25929543 -1.67981824 -0.42374838 -1.05333279 -1.32938882 -1.40831532 -0.45240861 -1.26904381 -0.40459791 -1.01186498 1.57656867 0.43759114 0.80898827 0.46887013] Distance 4.6494953448940075 Each least square approximations [ 1.11979071e+01 -4.75093420e+00 -7.84336548e-01 -2.32778488e+00 1.58910539e+00 6.54256221e-01 4.13438323e-03 -1.24507745e+00 2.05623629e+00 2.01338143e+00 -5.66079393e-02 -3.20511116e-01 4.91208811e-01 -3.26822833e-01 1.05600989e+00 1.27095073e+00 1.05691506e+00 -2.23776896e-01 -7.46212209e-01 1.37686797e+00] Distance 6.94809624145037 Each least square approximations [-13.35396712 -4.67717937 0.6936384 1.92250155 0.61625587 -2.39629461 -0.82029571 0.18894135 -0.89005573 -0.86612177 0.62316823 0.64403437 -0.29028719 -1.22290668 0.25283066 0.53800774 0.9155292 -0.53348224 -0.31567881 -0.65753432] Distance 2.172166032983723 Each least square approximations [-9.08780998 2.94422121 -0.20974474 1.11892714 -0.09063364 -3.95284981 1.89368798 -0.0258676 -1.00877957 -3.82594332 3.087005 -0.3449883 -1.16667217 0.23747796 0.57332608 4.1582071 -0.31251792 0.97392425 0.88000505 0.86526316] Distance 7.300747962461231 Each least square approximations [ 7.27352742 1.13008787 0.20531875 -1.10269796 -2.44633231 2.7590408 -0.95074015 -1.9765568 0.23680011 -0.82865181 -0.15013678 -1.46457517 -0.37767463 1.08150884 -1.01195272 1.04479758 0.5009249 2.74654327 1.80289479 1.44168994] Distance 10.893825064815163 Each least square approximations [ 8.63141105 -1.94875771 3.61593929 -3.54234706 2.28991269 -1.0648241 -1.23164229 -1.66364013 2.30099281 1.6304578 -0.75535036 3.04998107 -0.10199914 -0.55275607 -0.81083327 0.26272776 2.44260828 0.98218886 2.34290804 -1.08914196] Distance 8.05758941285447 Each least square approximations [-6.19066594 -3.53092167 -3.60228667 -0.30996756 -2.00255056 0.56509018 2.01329686 -0.95927553 -1.00692305 -1.51781676 -0.77314153 1.50330583 -1.84239125 -2.10255405 0.20311847 -1.35413541 -3.52460381 0.10067276 -1.69790307 -2.36291046] Distance 10.102072720792478 Each least square approximations [-8.47141753 -1.00046316 1.93607713 -3.30777458 -1.62508594 -4.33164544 1.73053364 0.1700867 0.15234615 -3.1660979 -3.53135025 -1.31595859 -0.28027927 1.43330395 -0.31448452 1.49017427 1.12630343 0.66110897 -1.44914402 0.23114737] Distance 8.218240200308479 Each least square approximations [-8.43211781 -0.75522446 2.31582305 0.7527345 -1.08247934 1.5919992 0.88366929 1.55462355 2.59126512 1.40404642 1.80969298 0.0898964 3.8159338 0.59425469 1.33528476 0.67410999 0.48782515 1.41612333 -0.46936898 -0.51791019] Distance 9.778876855573614 Each least square approximations [11.12586561 5.26254424 0.56581064 -0.23273567 1.19976311 -2.76737068 -3.29962748 1.35584553 1.94786634 -0.0278417 0.60644068 -0.25543924 -0.3313311 0.60493697 -0.11650847 1.08448599 -2.37490713 0.60873726 -0.37465869 0.56348585] Distance 5.093591270395551 Each least square approximations [ 6.96776511e+00 3.52044994e-01 4.28106572e-01 -4.53600821e+00 2.18890166e+00 -1.15838667e-01 -2.31390902e+00 -3.22764304e+00 1.75433786e+00 -4.59790621e-01 7.53545022e-01 4.13156273e-03 -5.25229520e-01 -5.35557327e-01 1.63729424e-02 -9.65299808e-01 1.02488015e+00 3.38821498e-01 -1.86970695e-01 4.49130270e-01] Distance 10.734124207804498 Each least square approximations [ 6.40329071 -2.31611095 -1.10521897 -4.94090313 0.30918933 0.61595287 -2.17113496 -1.29788831 2.30877524 0.24889766 -0.36509778 3.76735071 0.30584916 2.37126734 1.78157393 0.52490029 -0.28422116 1.09343168 -1.68269987 2.0039914 ] Distance 9.803141485546497 Each least square approximations [-7.22453084 0.1610306 0.82799974 4.29213163 -0.80920457 -0.83221711 0.05701842 2.7692176 -0.41800821 2.48207481 -0.07502105 -0.12249352 -1.68599933 -0.29515557 0.7291508 2.21682046 -0.65319314 1.22162047 -0.20086831 1.55826032] Distance 10.607433979744817 Each least square approximations [-8.47952363 4.32149594 -5.42869728 2.3420517 -0.90818539 -0.93042724 -1.99807409 0.14333231 -2.13513652 1.40271018 -0.60012914 -0.68843316 3.04568321 0.76115092 1.62468821 0.02167664 1.34944924 -0.25905677 1.63825664 -1.33051389] Distance 7.567242657362408 Each least square approximations [ 8.92203735 -1.05591722 -0.55631329 -1.29959895 -2.25244971 3.39531065 -1.88610414 -0.59789754 -1.92976141 -0.7892089 -2.22071528 -0.33038418 -0.6477785 -0.48967254 0.07401671 -0.66656245 0.59573574 -0.60495727 -0.47032964 -1.30019976] Distance 9.9164747453705 Each least square approximations [ 9.4473585 2.0344689 -2.56553806 -1.79471579 3.31415095 -0.10966704 -1.85383751 -2.18584536 -0.4602748 3.36003608 2.80082892 -0.16465593 -0.86157848 -0.05769179 1.83347617 0.17409586 0.42510661 -0.55037716 -1.41484317 1.74651824] Distance 7.952787685719085 Each least square approximations [-11.49796287 -3.38642114 -1.82649165 -3.59958741 0.03663883 0.7752107 0.30762863 2.95837227 1.94485763 -0.11264833 -0.09379214 2.40349741 0.5249223 0.62385784 -1.7707981 1.89523048 1.16009388 -0.14631805 0.90304326 -0.22000547] Distance 5.106982190448624 Each least square approximations [-9.24275574e+00 1.30778192e+00 -2.42112057e+00 -3.69075006e+00 -2.26595282e+00 -3.20124726e-02 3.70760617e-02 6.37655809e-01 7.19528811e-01 1.07855656e-01 4.40032289e-01 3.58860368e+00 2.24930667e+00 -6.45015676e-03 -1.23418930e+00 7.31004535e-01 -9.65092558e-01 2.01572866e-02 -2.05994287e-01 -3.73446032e-03] Distance 8.991125537312254 Each least square approximations [-11.09977224 -2.70522711 2.70347881 -0.23352321 -0.21254993 -1.1634526 0.83305845 1.83002952 -1.5213597 0.23276295 -1.15610907 0.46871303 0.26410525 -1.49402643 0.36847771 -4.13784065 1.14668577 -0.43956699 0.50494313 1.74481346] Distance 6.563411482684495 Each least square approximations [ 9.08517014 -1.49587008 3.40916422 -1.09639107 1.65247318 0.91687588 2.56269305 0.45424421 -0.48172389 1.29113644 1.07767862 0.9544326 2.01709205 2.35287386 -0.96182407 -0.17148221 0.35248274 -2.71451477 0.09760373 1.80207604] Distance 9.02610504220415 Each least square approximations [ 9.78390264 3.3204113 -2.40636701 -2.73453526 1.44557324 -0.55487048 -1.82109737 -1.43701981 -0.06351733 -1.66033327 2.77897054 -1.56380886 -0.59780924 0.01026486 0.39722088 3.27448286 -0.25874116 -1.1046776 0.17224669 -0.93701016] Distance 7.780746375073123 Each least square approximations [11.28304518 -0.65563819 -4.561482 -2.06570059 1.67485401 2.26999873 0.14412349 -0.74395986 0.86599105 -1.24546111 0.57179357 0.06381276 -2.26776233 -1.06409844 1.53415799 1.52788279 -0.0532358 1.03601008 -1.10664082 -0.34889229] Distance 6.110420237209703 Each least square approximations [-10.67074123 -0.20094882 -1.15515215 2.69243613 -0.95176821 -1.60351914 0.04837689 -0.69607181 2.71281281 2.58397628 -1.72741216 -0.19241705 1.54995754 -0.98586631 -1.76080156 -0.63610487 1.53787251 0.90285301 -0.56508815 0.05358643] Distance 7.79787246441572 Each least square approximations [-5.3715516 3.81889409 -6.77596574 4.27569362 1.43725584 -2.83817977 2.31176399 3.08469259 -2.16014628 0.87752003 0.34325182 -0.27073859 1.24382951 -0.62337096 0.4579117 0.74994067 -1.36358833 1.49049518 1.71377753 0.34712306] Distance 9.31952424132757 Each least square approximations [ 1.51775241e+01 1.13944955e+00 -8.06331367e-01 5.08149148e-01 -3.44621188e-01 -3.79031340e-01 6.48382874e-01 -1.31427434e-01 4.73046992e-02 1.48474258e-02 4.72703437e-02 -2.41387452e-01 -4.90823581e-01 -9.78703097e-02 -1.36964748e-01 -7.06675001e-03 2.32889125e-01 4.28629129e-01 -1.99456354e-01 4.38538890e-01] Distance 0.9349600319149536 Each least square approximations [10.91443253 -3.21515426 -4.56139183 -2.41271898 0.54773599 -0.38245458 -2.1019248 -0.39316736 0.73178381 0.66319045 0.65515124 1.98468485 2.29888202 -0.02150367 1.43326166 -0.53030645 -0.41046575 -0.16627873 -0.12362603 0.38029745] Distance 7.778924625661852 Each least square approximations [-9.25963127 -4.56220192 -5.54514193 -0.17685657 1.93794596 2.0565128 1.18288049 -0.15357884 0.08938488 0.11082881 1.01551916 0.91585922 -0.95412572 -1.76855631 -0.10326957 0.74919915 -3.00807661 0.67963611 1.11106669 -1.71806082] Distance 8.246298341441632 Each least square approximations [-10.96146836 6.01396547 2.62638522 -1.70087019 -4.70189308 -2.19337517 0.2633552 -1.45359006 2.68850786 0.39909795 0.50998746 -0.24487066 0.84206055 -1.66553781 0.38813723 0.65995549 -0.87170679 1.09004178 -1.8129115 0.78026983] Distance 4.701800327211486 Each least square approximations [-9.75007709 -1.95647983 6.749068 -0.7531284 -2.22505038 0.77224795 -2.55971594 -0.64334364 -1.13879742 -1.31755129 -1.13297739 -0.97201829 1.5433012 1.36416836 0.48011126 0.66565846 -0.14605949 0.01749188 -0.12116115 -0.56036037] Distance 8.178656548650407 Each least square approximations [10.49548638 -3.07302545 3.65000235 -3.80080394 1.90540463 0.29887761 -2.13483695 0.4866087 1.57672935 3.46010482 -2.41836308 0.84987484 -0.11095521 -0.3638612 1.65742278 2.13802838 0.09929851 -1.82286749 -0.06404085 0.85116081] Distance 6.819501904536109 Each least square approximations [10.72284028 3.81276305 3.08763114 -1.76249291 3.82387212 -0.0869117 0.138537 -0.80394626 -0.85691567 -2.53437031 1.02359013 -1.38647427 -1.39360017 -0.89191885 -1.76287612 -2.52909466 0.12014245 -0.77763977 -0.35550816 -0.67521845] Distance 7.342929168847335 Each least square approximations [10.78713119 -5.30882604 2.06395723 -3.81798088 0.23522464 0.14933815 -2.39152078 0.20846695 1.85887812 1.31873407 2.63970161 -0.40275841 0.01157905 1.37008482 0.27002098 0.69396647 -0.63258746 0.35297279 -1.45506458 1.70998378] Distance 6.73756899384773 Each least square approximations [-11.36712145 -4.44209761 1.99644823 1.90492062 -2.7031947 -0.06507081 -2.47230537 0.2625695 -0.21149488 1.95580913 0.6288332 -0.29248331 -1.33374573 1.94292132 0.41743661 0.21780071 -1.50324284 0.27468252 -2.68444039 1.01522159] Distance 6.64763885004457 Each least square approximations [-7.11596771 3.14800363 -5.61205066 3.20178437 0.59130509 -4.91705895 1.52054217 -1.55406722 -1.81770882 2.46428973 -0.12992585 -0.26888361 0.15476494 2.51926909 1.73529362 -1.23020079 -2.16413135 0.51126491 -0.85348167 -1.07013945] Distance 7.916841494223244 Each least square approximations [10.20931454 1.3924135 -2.28924527 -3.32276354 -0.01669858 4.48910319 -1.80786947 0.41802429 -0.68442738 0.5197014 0.15645409 -1.09117452 0.13292186 1.15498785 0.37872657 -0.12268366 -0.63786253 -0.02783418 0.05044953 -0.90602762] Distance 8.406140931628677 Each least square approximations [10.91657546 -0.68334029 -0.5473585 -1.21021209 2.83443655 2.21815683 -4.0797447 -2.14295589 0.39923687 0.838258 -0.60625329 1.14436943 -0.2046355 0.76202945 1.46931755 -1.24795742 -0.03089683 -1.32300567 0.32336978 0.99149807] Distance 7.489545058591573 Each least square approximations [-8.7408695 -2.98040313 -5.73932325 -1.58830566 0.63444671 0.18507071 2.43773408 2.02498994 2.83405508 -0.69407101 0.06023467 2.52470286 -1.2958034 -1.64068638 -0.79951769 -0.87482772 -0.4846592 -0.15735591 0.25842652 -0.16874143] Distance 8.315891394935333 Each least square approximations [-11.18175334 2.92124637 -1.79301462 -0.1543496 -1.46177451 -2.0341703 -2.80538112 -0.36533349 1.85250178 1.94732022 -1.10040348 0.91663148 1.12612407 1.92835238 1.52239465 2.43803062 0.31876656 0.5958821 0.68974494 0.54251356] Distance 6.824335180043862 Each least square approximations [-8.79200835 -2.80967799 4.77096663 0.1875354 -2.24850405 3.09905005 -2.47634944 0.16945699 1.47944144 2.64291347 -0.08831944 0.97563234 -0.29593559 0.37670899 0.79674142 -1.45605722 0.15816354 -0.78446813 0.40001265 -0.82473533] Distance 8.831398353729494 Each least square approximations [ 8.56210458 -0.52312227 5.59387488 -3.05398881 3.45017344 0.92874838 -3.4221473 -1.1443243 -0.55613594 1.35308396 -0.62384377 -0.92652674 -0.22395293 0.62842983 -0.89082931 -0.89363256 0.48716045 -1.47755133 0.95009188 -0.1347411 ] Distance 8.523447820499271 Each least square approximations [ 1.19810427e+01 4.54362796e+00 -1.73310178e+00 7.46201072e-03 4.71858204e+00 2.58126500e+00 -6.48316722e-01 1.04669610e-04 -3.37040246e-01 -8.71221068e-01 -2.03531584e+00 4.81513085e-01 4.37669740e-03 -5.90285571e-03 -5.38208183e-01 1.27721428e+00 -6.22038567e-01 -2.82449292e-01 4.05503097e-01 -5.70583774e-02] Distance 4.130327016440786 Each least square approximations [10.30900242 -2.89586504 0.96329058 -3.86316764 -2.11253969 2.42561768 -0.44665527 -1.94023277 0.2676002 2.52034664 1.60761041 0.87143307 -1.12454361 -0.47459319 -0.29332235 2.90242503 0.36237422 -0.45464464 -0.69911119 0.81541287] Distance 7.437788268845989 Each least square approximations [-11.90626667 -3.28096283 1.44532979 0.15642871 -1.8614005 0.79835894 2.52521608 1.12454827 0.48915569 1.33521016 -1.32850914 -0.47171181 0.93902098 1.03242692 -1.92451394 1.81936862 -0.16412796 1.29051083 1.13630334 -0.04074177] Distance 6.250342926567344 Each least square approximations [-6.70225127e+00 4.62635976e+00 -3.84766549e+00 2.41694533e+00 -2.81438935e+00 -2.51419623e-01 -9.32064362e-01 7.84886759e-01 -3.46030183e+00 3.69796132e+00 -2.64510495e+00 -6.33911927e-01 7.35062613e-01 9.76711873e-01 -1.41267694e-03 -2.67744199e-01 1.04530855e+00 2.17154002e+00 -4.90716673e-01 -1.89183790e+00] Distance 8.115341315593394 Each least square approximations [ 7.21632244 -2.87280592 -0.42998907 -1.42164377 0.41552961 2.0780281 -3.25162891 -1.8110934 0.70093925 -0.50811152 -2.81698262 0.52470916 0.36580157 0.8891877 -0.01105024 -0.38904623 1.75246354 -0.87662518 -1.60615203 0.44849089] Distance 10.440463650835786 Each least square approximations [ 9.09274323 2.61083015 -3.40348278 0.05908219 2.12730174 1.48632319 -1.80193995 0.71605603 0.50117393 1.16609063 3.97732773 -1.97122896 -0.82182505 -0.52883566 0.28714569 1.92455735 -0.04720748 -0.26131335 -0.38013551 0.14987103] Distance 8.286589752061772 Each least square approximations [-10.16466883 -3.39446472 -0.48674555 -2.9659681 -1.18346914 -0.20043846 -1.23615864 0.52097928 0.73949772 -0.25665199 2.69762249 2.21666195 -0.06418246 0.34099022 -0.28299093 4.0215508 -0.04796816 -0.1569227 -1.22202464 1.08280386] Distance 6.895765260647712 Each least square approximations [-8.65985296 1.87449338 -2.18851637 -1.42754489 0.63633048 -0.70218556 -0.48274861 0.23538101 0.17382128 3.23022205 1.56872581 5.11918154 0.3670423 -0.5102917 -1.7359142 -0.19220266 0.28300335 0.1827401 -0.34604347 0.19022417] Distance 8.784711613873473 Each least square approximations [-8.99258604e+00 -2.59706788e+00 2.05223923e+00 1.23584587e+00 -1.59562675e+00 -6.72923014e-01 -1.36776440e+00 2.02542985e+00 -2.13150868e+00 -1.21959579e+00 7.77448562e-01 1.15027362e+00 -4.35712049e-01 -3.75999513e+00 7.27854406e-03 -8.43080202e-01 -6.61389825e-01 -1.03781275e+00 -1.00186236e+00 -5.18428132e-01] Distance 8.856201509337977 Each least square approximations [ 7.20827978 -3.22253075 4.73141307 -0.80038415 -1.19439316 2.35239364 0.27109645 1.01239506 -1.10456527 -0.87115196 0.57940237 0.81094535 2.61179976 1.38692177 -1.24806557 -0.76918401 0.12579209 -2.77665235 -0.57147258 0.07880409] Distance 9.549003120168562 Each least square approximations [ 8.27987437 4.63735497 -1.97971045 -0.71652476 0.51301231 -0.32238154 -2.87482248 1.71127432 -0.55887363 -1.64440114 2.58924429 -0.94109869 -2.08738829 1.5625649 0.56079922 0.72153479 -0.48699733 -1.98490146 0.48715707 -2.65672555] Distance 8.412568800905596 Each least square approximations [12.63693357 1.29262155 -1.77175707 2.26581023 0.19799326 0.56992385 2.89033136 -0.3365105 -0.83967067 -1.91573819 1.06446802 -0.33252244 -1.85202651 -1.36016905 -0.22723672 0.91991681 0.27140562 0.55221559 0.95936567 -0.15826942] Distance 3.8665497473712227 Each least square approximations [-9.92553794 -1.09095343 -1.0714674 -1.26813247 -0.41550486 0.16709286 1.6979341 -2.66229905 3.55630747 0.76004941 -2.23416915 -1.29831214 1.51799368 -0.50376397 -0.81218904 -1.71406323 -0.5052883 -0.5406286 -0.59554156 1.64764543] Distance 8.014316034958478 Each least square approximations [-5.72596325 2.92140336 -7.07989051 1.63648536 -3.61113831 -2.07267825 1.32018189 0.1405021 -1.89276303 0.27945445 0.27006501 1.26491547 -2.02056101 -0.21283555 1.26404963 3.32278716 -2.10771115 -0.30456681 -0.1895321 -1.07298329] Distance 8.678526249818074 Each least square approximations [ 8.37903094e+00 3.43194664e+00 -1.73321819e-01 -7.28700160e-01 -1.46877819e+00 4.90655355e+00 -1.17464069e+00 -1.62357546e+00 6.84493941e-03 -3.98905377e+00 -5.30500473e-01 -1.10870145e+00 1.98954644e+00 8.99209350e-02 9.54294510e-02 6.02118001e-01 -2.18263925e-01 1.13971886e+00 3.57805671e-01 3.21908734e-01] Distance 8.957025887305443 Each least square approximations [ 7.95689109e+00 5.72004256e-01 -1.08737753e+00 -5.89753676e+00 4.10564562e+00 -5.82633654e-03 -1.07614044e+00 -2.40263055e-01 1.91817552e+00 -2.02672920e+00 -4.68338474e-01 1.04956634e+00 -6.47030906e-01 6.47961398e-01 1.36925057e+00 -9.04725923e-01 -4.20334945e+00 1.39392071e+00 -3.04217008e-01 9.14366233e-01] Distance 8.093716444809587 Each least square approximations [-8.56061773 -1.682236 -4.72847757 -1.41569202 4.39518815 -1.94823749 4.29335826 -1.45615824 -1.35113225 2.24996884 0.50598484 1.1269194 -0.35706629 -1.2860102 -1.43371339 -0.02847683 0.2388592 1.18167751 -0.76410516 0.82525003] Distance 7.566332700426134 Each least square approximations [-9.85681303 -1.33032349 -0.64329906 -1.27693716 -4.09986937 0.42002092 -0.31498064 -3.09788819 -0.22825081 1.40585415 0.58154429 -3.27347546 2.09606584 1.3264383 -0.29165021 -0.18888163 0.70741891 -0.428747 -2.6560075 -0.02162442] Distance 7.849530322843899 Each least square approximations [-8.91835848 -4.0259418 2.01662617 -1.93849508 -4.62659156 0.49594194 -3.19610153 -1.33913629 0.16101584 0.98925985 0.67564806 0.33978811 0.98494018 1.03394252 1.42284444 0.17448524 -0.74667586 -0.20931677 0.3526316 1.05383566] Distance 8.463231023943198 Each least square approximations [ 7.65022889 -1.84262895 4.13806624 -3.35527287 4.89722838 0.03888633 -1.78359189 0.03135631 1.3167567 1.36310366 2.33405773 -0.08078457 0.99613047 2.71208857 0.45059721 -0.04209434 0.18102353 -0.53356522 1.73316177 -0.99508433] Distance 8.774002491075986 Each least square approximations [12.12486352 -5.27292194 2.63326006 -3.54135312 -0.53363363 -1.04205412 0.70742124 0.76650412 1.01155566 -2.36175852 0.72749589 -1.00774571 -1.41808875 0.16886569 -0.52791001 0.20595494 -0.34185934 0.62220829 0.09220613 0.39739917] Distance 2.904443963949555 Each least square approximations [ 8.35002194 -1.92266255 0.2830451 -4.11932619 -3.2948029 -3.04643182 0.08173832 2.30202797 2.21821226 0.1627372 1.63779752 0.19988198 1.62288514 1.18886149 1.26989402 0.45298791 1.78956226 2.44131929 0.22842463 -0.09110209] Distance 8.814442751464869 Each least square approximations [-10.18867417 3.72270225 5.75508025 -0.32653462 0.09800528 -2.51521143 -2.44604237 2.08327279 -1.07755605 1.98481792 0.63930847 1.48982834 0.05911277 0.96575682 0.96377775 -1.42135163 -1.09628529 0.12764997 0.36567872 0.30579521] Distance 5.979035001983922 Each least square approximations [-7.39049593 3.6736916 -4.85867837 4.8158863 0.71769833 0.69271441 2.38810558 1.71549457 -1.42800506 -1.69377783 -0.10702481 -1.40629586 1.72165127 0.24294874 1.77206774 1.86109234 -2.64579973 -0.34318958 1.02977167 0.79202216] Distance 8.413661887281515 Each least square approximations [10.75490815 -1.09912059 2.02393031 -0.37144477 -3.29297804 2.98984185 -2.0961678 -1.87814856 -0.64735 1.03009669 -0.34654956 0.11146381 -0.7117661 0.20701496 0.06404624 -2.55388657 -0.56998105 0.66472285 1.80315648 0.96503602] Distance 7.630396512738154 Each least square approximations [ 9.28134506 -1.57234717 -3.3358554 -1.64173026 3.65894569 -1.60185732 -1.78709244 -1.26121476 1.86061479 2.04181962 0.82133308 2.40609836 0.10602656 -1.16471683 1.82146222 -1.47279195 0.59812711 -2.31949309 -0.41603602 -0.25558534] Distance 8.400763258348727 Each least square approximations [-8.7063381 -3.3274417 -4.82254582 -2.15774222 -0.68802502 1.78195497 2.0686953 -0.18647647 -0.31045344 0.14272657 0.95354196 1.4896392 1.16392366 -1.38920457 0.57324507 0.97495676 -2.98747165 0.80435391 0.49894676 -2.30495027] Distance 8.659390340718792 Each least square approximations [-9.93473491 2.42463553 -0.52842974 -4.71739073 -2.13133106 0.40576004 -0.22444604 0.79970764 0.85114043 0.06824844 0.76406222 0.87143649 1.92169896 -0.56456791 -0.6372806 -0.64601574 0.61519591 1.43261959 -1.8610131 0.48772064] Distance 8.667644865201112 Each least square approximations [-11.68413437 -0.76748218 4.98315177 0.40186574 1.35062151 -0.53624798 -1.76833129 2.17628269 -0.51083702 0.07340398 -0.37567723 0.51650619 -0.49304131 2.34635309 0.436045 1.35699063 1.51645129 2.06623918 -1.32258608 -0.77120389] Distance 5.58856350858561 Each least square approximations [10.98561089 -3.11355222 0.5551974 -2.89729865 0.51033452 1.10200032 -1.73225851 2.25291981 1.08807041 1.68467947 1.00590209 -0.31735957 0.54886123 -0.67303167 -0.99552567 2.34363579 0.09025463 -1.16286141 1.15177205 0.98896752] Distance 7.483738588386488 Each least square approximations [ 9.39701188e+00 1.95814966e+00 -3.20009049e-01 -4.16942989e+00 3.22791614e+00 -4.03344132e-02 3.10102225e-01 -3.15280080e+00 -4.72463304e-01 -1.50440519e+00 1.67533873e+00 3.09661479e-01 1.40780847e-01 -4.30431004e-05 -8.94027000e-01 1.35432864e-01 3.85927454e-01 -5.05700898e-01 -3.02938458e-01 5.65461278e-01] Distance 9.140605980481721 Each least square approximations [10.74170149 -4.6742987 -1.83749134 -0.93533359 -0.35915514 -0.59706991 -2.74486049 1.38237727 2.03435928 2.3470249 0.15786665 2.57194968 -0.06185857 1.62604361 1.37562823 1.20999481 -0.9148469 -1.53139426 -1.01899425 -0.88346856] Distance 6.478281634460443 Each least square approximations [-9.6843904 -1.41528146 0.70286856 4.23327735 -1.2225285 -2.82001883 -1.15652389 0.22388674 -0.05248104 3.48192712 -1.81975671 -1.43963046 -1.99854209 2.420473 -0.28137835 0.17762573 0.48087588 1.18690365 -1.73862865 1.40577602] Distance 7.843625586426175 Each least square approximations [-2.43540846 0.09982544 -3.08524096 1.19024282 -0.47790193 -1.03054742 -0.44543626 0.88564463 -0.54952417 -0.13121662 0.35948153 -0.68828816 -0.98865541 -1.41648375 -0.77186865 2.17060352 1.49825958 -0.82171312 1.20411403 0.66952962] Distance 12.79609409825458 Each least square approximations [ 3.76902485 0.71743377 -1.78334425 -0.6862915 -2.65408155 0.54954086 -0.46614035 -4.17857252 -1.91457858 3.38211495 1.14183403 -0.04797909 0.52172743 -0.28181521 -1.6814404 -0.90327918 0.19911344 0.38442982 0.79934006 1.65218786] Distance 11.382641513090315 Each least square approximations [ 2.754911 1.93080806 -1.37895337 -1.79569342 0.94161504 -1.00981904 -4.21325656 -2.27615828 0.85196114 0.07657869 -1.75569759 -0.1256989 0.28694468 1.14941001 3.53029368 -0.35591288 -1.11937096 -2.8803315 1.23321365 -0.03728549] Distance 11.258076269557497 Each least square approximations [-3.84652836 0.08662778 -1.67264959 -1.05150151 2.75150537 1.23995596 1.22893367 0.31804151 0.12355154 -0.43558001 -1.43283103 0.47740305 1.34380096 -0.69694506 -1.78255389 2.88456962 -1.61201843 -0.354198 0.60018104 -0.73233525] Distance 12.149016350751884 Each least square approximations [-4.55670787 -0.77189085 -2.39630664 1.76685305 -5.04475364 1.35839367 0.02295431 -1.41596642 -2.96355351 1.51120249 2.57987529 -0.82087128 2.31711659 1.02320639 0.21802218 -0.19911418 -1.48585137 0.73847613 -2.06398192 -1.30441464] Distance 10.187433812436375 Each least square approximations [-4.97760642 -1.48026598 -0.09312412 0.77709398 -1.55146353 0.50451305 -1.67623892 1.98053093 -1.14206452 -0.51390357 -2.12207226 -1.64834673 -2.3346136 0.25668282 -1.61982102 -1.24644621 1.96472153 -0.23843884 -2.8795677 -2.07910079] Distance 11.177350655982174 Each least square approximations [ 3.81101503 -0.27351282 1.91848558 -2.03903286 1.52606769 0.0928633 1.30599747 -0.11212937 -2.47099246 2.39113926 -1.31130957 -0.32234743 0.89913915 2.09420071 -1.34799923 0.96861617 0.68862319 -0.95186695 0.78973121 0.08621041] Distance 12.116974915849434 Each least square approximations [ 4.16231061 -2.85155229 0.01958973 -1.72004394 1.64814386 0.86420984 -0.18916124 0.71625974 -2.91740464 0.19128713 -3.07748092 -1.63407616 -1.86035105 0.51289692 2.20151866 0.63355213 0.60758983 0.39041395 1.6450277 -0.37119027] Distance 11.465934333664524 Each least square approximations [ 4.29002308 -0.19264124 -0.5813397 -1.98663982 -2.12344873 0.69552931 -0.33664673 2.6930652 2.61627206 0.71148025 0.47339932 0.07520903 -2.6639335 2.63652559 0.59160902 -0.15589984 -0.45989132 2.9328277 0.16394102 -3.74441598] Distance 10.815404665118288 Each least square approximations [-4.24490207 0.85911678 1.29295204 -1.23125535 -1.13942554 -1.65505378 -2.68740492 2.15659669 -1.41253358 0.77804534 -0.02556396 1.09609906 -0.79216924 -0.99433442 -0.03775141 -0.65185725 0.44341504 1.71877235 0.37821925 1.98959012] Distance 12.081728130556396 Each least square approximations [-5.39975591 3.90522179 -7.78419857 4.27341323 1.30365092 -3.21072323 2.64927725 2.79632774 -1.73333377 1.83783935 0.03346545 0.13603688 0.75285928 -0.32711516 0.85152993 1.41452126 -0.58347839 2.17225029 -0.11926289 0.82044189] Distance 8.23287534297979 Each least square approximations [12.75997374 -0.10551159 -2.43154281 3.21840487 0.2780917 4.26347428 -4.10173817 -2.58182642 -0.10380737 -0.72993021 0.55330099 -0.52339214 0.92198744 0.75446701 0.16270074 -0.5076794 -0.89797812 -0.36853294 0.15526806 0.25406832] Distance 2.9558906977430475 Each least square approximations [10.97655379 -3.40482225 -5.10541213 -2.11094207 1.01512043 0.8016344 -1.4866502 -1.44078291 -0.46864257 -0.06251219 0.57138277 1.79271986 0.23622499 0.4748935 0.61117883 -0.30180478 -1.41882092 -0.14889726 1.7331677 0.6957309 ] Distance 7.405918529923812 Each least square approximations [-9.86732099 -4.49138676 -5.8733793 -0.36808764 2.43301221 2.42057782 0.66160472 0.34240395 0.17510239 -0.31929295 1.72354282 0.04464065 -1.13978853 -1.00081695 0.26195111 0.79199056 -1.97048239 1.50157812 1.12229415 -1.5506986 ] Distance 7.282346703367231 Each least square approximations [-12.40689662 5.1853045 1.43813334 -2.88926809 -2.7990436 0.41884941 0.94003927 -2.6658567 -1.88278735 0.52202929 0.52027012 -0.25414058 1.25273967 -1.60088968 -0.36190973 -0.70608048 1.17933191 -1.57762199 0.3594329 1.22740335] Distance 3.431262371011316 Each least square approximations [-1.00264543e+01 -2.45294359e+00 6.82977012e+00 -4.71087118e-01 -2.56174820e+00 1.66910741e+00 -2.57844448e+00 -1.73550779e+00 -1.46535712e+00 -9.23636282e-01 -9.94779840e-01 -9.57276566e-01 1.26803837e-02 1.40747444e+00 9.43895657e-01 3.65303600e-01 -5.14121317e-01 5.06543280e-01 6.94963562e-02 6.92871025e-03] Distance 7.251041809799837 Each least square approximations [ 9.83160429 -3.32681315 3.5139811 -4.32232701 3.52205932 1.52044492 -2.68925664 1.95134341 0.53005623 3.19770749 0.2738482 0.06742801 1.46771814 0.122681 1.35259246 0.79820056 1.32850374 -0.78921373 0.481439 0.38269964] Distance 7.136915896950293 Each least square approximations [10.89022043 3.83221878 2.84355152 -4.11313643 2.96445409 -0.20024949 1.69202389 -0.91205229 -1.96703766 -1.51778155 1.95646949 -1.09971472 -1.96694318 -0.58251584 -0.98442972 -2.44965213 -1.70075027 0.28466756 -0.21079539 -0.23763833] Distance 6.096435498485754 Each least square approximations [11.09488741 -5.00879876 1.54364493 -4.1573324 0.07775284 -1.288875 -1.82863097 0.55578954 0.0555678 0.63322419 0.39056453 0.52801442 -0.83345719 0.50824756 -0.1449538 0.3418048 -0.45796135 1.32896484 -0.21323308 0.4673684 ] Distance 7.49010230970483 Each least square approximations [-1.17676072e+01 -2.39592762e+00 2.98408997e+00 3.58108346e+00 -8.78252511e-01 -8.36046737e-03 -3.56254610e+00 -1.89910136e+00 -1.65331529e-02 1.82407361e+00 -4.86500422e-02 -8.59270119e-01 9.17748836e-01 2.20994414e+00 1.89065957e-01 6.93952490e-01 -9.72320443e-01 1.55209971e-01 -3.08384510e+00 3.28342845e-01] Distance 5.43357287313885 Each least square approximations [-8.76258271 5.14680651 -4.95369658 3.81363751 -0.01017488 -1.30020181 0.9569762 2.44068403 -0.26029364 -2.46532964 0.54430568 0.73859264 -0.81854379 -0.56279035 -0.41066322 0.27510878 -1.5784644 -0.20804125 1.60785292 1.30156448] Distance 6.969060541310225 Each least square approximations [ 9.78179472 1.93785678 2.02319133 -2.15317519 -3.54589856 3.12314975 -3.09571429 -2.65214036 -0.313847 1.42535908 -0.87335344 -0.98564386 -0.05006407 0.12192097 -0.28062386 -0.47389323 1.13953911 0.1134836 0.49003698 1.00763239] Distance 7.788077873469969 Each least square approximations [ 9.99677907 -1.87378257 -2.39070315 -4.31509914 2.69864547 -2.35429212 -1.33381767 -2.30124214 0.10832552 0.48845849 0.61009158 1.33744136 0.19256767 -0.71940776 0.71178193 -1.80498677 1.07175101 0.08648772 -0.07567329 0.50475727] Distance 7.660915395394497 Each least square approximations [-8.98822446 -4.30860862 -4.84106456 0.57210786 0.39502757 0.31863068 0.30827771 0.36089321 -1.16973371 -2.86138296 0.10826453 0.51936877 1.8815185 -2.6953359 -0.07327993 0.19979974 -1.85108355 0.15528422 -2.86244572 -0.83186845] Distance 7.609013076960047 Each least square approximations [-9.2977101 1.34246912 2.34603597 -4.94758441 -3.502805 0.32025056 -0.89787886 -1.23311527 2.0097883 0.48640608 0.07458889 -0.0794058 -1.64574639 0.72297208 0.25364762 1.36582283 1.62525524 1.35115611 -0.94684417 -0.1206784 ] Distance 8.170754564993958 Each least square approximations [-10.64123958 -2.17052362 4.69633636 -1.7740124 -0.85853409 0.99092217 0.03838885 0.28479451 1.90226538 -1.36537597 -0.65305693 0.19338805 1.56359461 0.27361972 0.88178602 0.14959314 -0.14100522 1.86180847 -0.89676336 -1.0538282 ] Distance 7.409479834437007 Each least square approximations [ 1.31133761e+01 -3.19025041e+00 -4.73412409e-03 -1.16115592e+00 2.62609391e+00 -8.22130858e-01 1.20128979e+00 -2.37494054e-01 -1.42995241e+00 -5.26138759e-01 1.87881435e-01 4.84508944e-02 -1.94389637e+00 6.74613196e-01 -5.20306242e-01 -4.07773304e-01 5.32132430e-01 1.18882124e+00 -2.98360397e-01 3.48816328e-01] Distance 3.608811881393358 Each least square approximations [ 8.37476436 1.87794255 3.22603243 -3.90997553 3.65159856 1.52110037 -0.52910731 -1.92153541 1.28870239 -0.5277995 2.11543466 -0.92012483 0.02847778 0.4243287 -0.59873076 1.32404635 0.94091622 0.25853814 0.34412291 0.46214875] Distance 9.203412757146866 Each least square approximations [ 9.45759275 -1.36546061 -0.69469441 -5.13568745 1.22249587 -1.47495602 -2.96984215 1.86495106 0.41559835 1.30418226 2.02325158 2.14788594 -1.25818277 1.22353842 2.22092622 2.57630013 0.41986541 0.44273379 -0.68527112 1.56446264] Distance 7.201583315890554 Each least square approximations [-8.37766631 -1.69665914 3.53037317 3.35313698 -0.56617685 -0.17159645 -0.69338592 1.44685503 0.62433414 4.73939681 -1.280061 -0.07595127 -1.61318084 0.1350234 -0.94624963 1.36754162 -0.42247933 0.71598946 -1.21542345 2.46938783] Distance 8.756458380059097 Each least square approximations [-8.75332992 1.42385191 0.41232376 1.17568079 -0.4176666 3.26193872 -3.37205606 1.13729391 -1.29426827 0.99587935 0.98881042 -0.9613088 3.32229562 -0.3209996 -0.78596438 0.93869438 -0.69162129 0.65192844 -0.098438 0.65484424] Distance 9.486165839065343 Each least square approximations [ 4.21535621 -2.53792463 0.05652599 0.17238163 -3.08087396 0.77026284 -1.32018506 -1.19074123 -2.89578106 1.10859734 -3.3396056 -0.23833042 -1.16591425 -0.81917722 -0.07819519 -0.74440921 0.2638546 -0.82426758 0.71567313 -0.28081127] Distance 12.246334931913188 Each least square approximations [ 5.56667047e+00 4.19889627e+00 1.28777770e-01 -4.20777387e-03 1.70396053e+00 -4.33879840e+00 -2.45191403e+00 -1.89354475e+00 2.04088210e+00 4.25847665e+00 2.79029889e+00 -1.04463067e+00 -8.81004143e-01 6.28024935e-01 5.08502664e-01 -6.02225975e-01 1.54226228e+00 -1.15968931e+00 -1.08176215e+00 3.12682689e-01] Distance 9.710587074658052 Each least square approximations [-9.6404047 0.45226234 2.65787493 -0.06176965 -4.41642838 -0.30333083 0.87977995 1.91012522 -1.71301831 2.67378673 -3.00874566 1.31062051 1.55255468 -0.21067543 -2.49390223 1.27525611 -2.06903146 -0.02663604 1.20420475 -0.74050087] Distance 7.110047845921056 Each least square approximations [-4.25174466 0.0334075 -2.68231923 -2.90024404 -1.352668 -3.00416689 -0.13307712 2.6038331 -0.50359448 1.38914062 1.26110189 2.35305033 2.21448631 -1.60818523 -2.87361277 1.32617572 0.29322557 1.72848007 0.9297045 -1.24109548] Distance 11.339501176170431 Each least square approximations [-9.94595591 3.50968944 -3.0460855 2.57005036 -0.07480187 0.02956191 1.47879012 2.27333301 -0.73719224 -0.14508874 -2.76999282 1.32947098 2.03645642 -2.89590077 -0.30622267 -1.74273433 -0.31908094 -2.80412499 -0.25453763 -1.05804071] Distance 6.550832546641436 Each least square approximations [ 6.60139007 2.21557383 -2.05687439 0.3665761 -0.68363053 0.35339593 2.97320797 2.25920723 -1.29978125 1.5157901 1.00906248 1.24617724 0.35406143 1.71955224 0.9875251 -0.73877705 -1.0473296 -2.04670284 1.31830326 2.0901353 ] Distance 11.05777765694379 Each least square approximations [ 5.08830427 0.54298357 -5.15646748 -2.25900695 0.97065212 -1.21493347 -3.75625698 -0.74873156 0.15305285 -0.95712687 1.12238451 -1.00860884 -0.6057452 -0.24495486 -2.08065879 2.3028084 1.74615079 -0.70923534 1.04264399 0.01914278] Distance 10.924078547819175 Each least square approximations [ 7.1030901 3.15463858 -5.07229356 -0.12256773 1.80929842 0.06161674 -0.51976418 -4.55860336 3.03344703 -2.10941131 2.41134587 0.88935804 -0.84232873 1.0785834 0.14841605 0.41092799 -3.40917563 -1.04891522 -0.1076782 -1.58295938] Distance 8.011170115947648 Each least square approximations [-6.49517731 0.16809095 -2.59141752 -0.82813865 0.703418 -4.04952178 1.36893707 -1.36060233 1.63160246 2.13919887 0.28816034 -2.5431811 -0.01593111 0.65269814 -1.95979624 -0.99132194 2.3307609 -1.02172738 0.02413212 0.11629883] Distance 10.791290179175594 Each least square approximations [-4.20343712 -0.30531196 -2.13634431 0.70703911 -5.88305586 -0.72913749 -1.30039182 0.2035693 -1.62109416 -0.99752672 0.64529993 -1.25733054 1.31332908 2.79813426 -0.15331327 2.430185 -2.77770443 1.57775502 0.48077138 0.39356833] Distance 10.434815428420077 Each least square approximations [ 5.00181492 -1.1877673 -0.04523576 -0.54592821 -2.5012548 -0.31048381 -0.37074807 -1.07037702 0.80617346 -2.76455955 -1.29393492 0.04946816 0.09469801 0.17655941 0.05220013 -0.39980443 0.10727529 1.75677024 -0.43146237 1.2142787 ] Distance 12.28761145227932 Each least square approximations [ 5.02967014 3.22650557 -0.64709753 -1.60659644 -0.51830148 0.06196182 -1.94333609 -1.61918463 4.55610409 -0.48151513 2.34207941 -2.10528613 1.26772954 -1.79756895 0.46434205 0.45430749 -1.10430724 -1.15681827 1.81931544 0.43095614] Distance 10.615126522992814 Each least square approximations [-4.14137146 -3.08211646 1.90232088 -3.72323672 1.63564318 -0.36862783 0.2806874 0.60136568 -1.65153425 0.29427105 2.35242086 0.80205571 -1.28382914 -2.92032752 0.16009023 0.84738375 -1.48543066 0.77792444 -1.95866813 0.73729812] Distance 11.215801248405885 Each least square approximations [-5.39402832 1.61574397 -1.47516945 4.34608674 -2.08158376 -0.81260621 2.110964 -1.30824445 0.60984942 0.99984495 0.27774489 2.19494688 -1.74543738 1.83849393 -1.65516503 0.2441065 1.1283382 -0.56377286 -1.36619578 0.57145415] Distance 10.820012239413439 Each least square approximations [-6.5275778 -6.24042491 -3.89980513 4.65043228 0.21901306 2.26712364 -3.73113831 2.44320221 -1.15583054 -1.59251672 -0.9151757 0.25639952 1.02596213 0.7391348 1.10638412 2.09894242 1.65039085 1.58626926 -0.23692258 -0.34135814] Distance 6.276826169120826 Each least square approximations [ 5.36626113e+00 -1.51096925e-01 1.49495756e+00 -1.18082169e+00 3.64057531e-03 -2.07579547e+00 -1.74637513e+00 6.75424886e-02 2.69465314e-01 -1.40776172e+00 -2.54018361e+00 1.46428925e+00 1.18158676e+00 2.08499773e+00 -1.29077221e+00 -3.57774078e-01 1.44063439e-01 -1.60449319e+00 1.35622961e+00 -1.19749677e+00] Distance 11.679536281194267 Each least square approximations [ 6.23567371 -1.31075382 -1.98893072 0.91814436 1.09336833 -1.00899042 -0.89755283 3.7541571 -1.50939194 -0.43015184 0.87619275 -0.15418442 0.88871377 0.31485182 1.82359928 -1.45189893 0.6555179 0.34001224 1.83601995 -0.95236312] Distance 11.107065096822371 Each least square approximations [ 7.07215086 1.55020072 3.18840763 1.33139842 -3.08462394 -1.81540213 -2.03840305 -1.85463602 2.81701743 -1.51190727 0.86725857 1.39409221 -0.65333436 0.4391456 0.70237128 0.34074861 3.47787037 0.76748915 0.32393905 1.01868101] Distance 9.356544985156471 Each least square approximations [-6.2508432 2.1287735 -1.16054509 -2.86904093 -3.57755483 0.37550818 -1.92171842 -2.13699896 -1.14407249 1.07844877 -1.10115275 -0.12872236 0.78274109 1.30293602 3.27274791 0.39074714 -1.0383588 1.93650987 0.51736293 -0.29098031] Distance 10.190317940525107 Each least square approximations [-2.68687794 2.11075856 -1.76671015 0.43596005 -2.73802844 -3.8734818 1.6692198 -0.16662636 -3.36217432 1.818045 -0.62500648 1.65222607 -2.2889966 1.78581391 -1.01888261 0.78407267 -2.64715366 2.03717341 -1.39067774 -0.68455938] Distance 11.586741769359694 Each least square approximations [ 5.28246792 0.41525984 -0.66513305 -2.305888 1.36105388 1.16343631 -0.46043227 -0.1177145 2.91512779 0.45415216 2.67109091 -0.41512358 0.07116232 1.89702201 -0.3476795 1.01222534 -0.03795187 1.27863586 -1.10232483 0.15922441] Distance 12.450670325697153 Each least square approximations [ 5.67502244 -0.52575908 1.05694442 -2.01806865 0.41637255 4.9441884 -2.3494591 -1.15805072 3.4255769 -0.67264181 0.80869846 -0.86448184 1.80497684 -0.79086873 2.207253 2.51150502 -1.80527211 -1.7722436 -0.05023761 1.66556379] Distance 10.437699027654949 Each least square approximations [-4.17294875 -0.81806951 -0.97848865 -4.96643333 4.2483423 -0.525105 1.63156047 0.63867217 -0.57319361 -2.92636377 0.93973272 2.69124227 -0.76836398 -1.89926879 1.1022548 -0.93792275 -0.32937765 1.77178051 -1.31336684 -0.18362925] Distance 11.068357215414759 Each least square approximations [-8.98149178 -1.33720678 -0.54160883 7.94440249 -1.89615956 -0.37765345 0.21573757 0.1903837 1.3858134 1.83894304 0.84138575 1.53520135 -2.73205278 2.23530977 -0.22466714 0.09304293 -0.7059559 0.87282278 1.34725211 0.13489433] Distance 6.500888447277615 Each least square approximations [-3.79942936 -5.54549514 0.47655232 2.65025692 -1.95274494 5.5062392 -0.55612913 -1.31240251 0.26514668 -0.3635321 0.94367918 -0.19622922 -0.06188644 0.16331228 2.1463058 1.22591842 -0.92002396 -0.71153793 -1.69371553 -0.56607054] Distance 10.747503006961885 Each least square approximations [ 3.94801024 -0.48451241 6.43793661 -0.43347384 0.5001573 0.59927744 -4.01867176 -0.40844628 -2.14235798 0.81342803 -2.26767965 -0.53355249 -0.86837591 1.30830109 -0.54345194 -1.94762466 -0.29450447 -2.15818734 -1.19217183 -2.19786139] Distance 10.64487967885366 Each least square approximations [ 7.28823753 -0.05325794 -1.49802471 2.69890671 3.4742069 4.05770896 -1.27370566 3.44211331 -0.89938737 -1.30754447 -0.13822573 1.55540724 -2.28862495 1.50725486 2.41222845 -0.57794602 1.18913393 2.03757794 1.22298733 -1.07651699] Distance 9.188582843647307 Each least square approximations [ 7.09511728 2.36815763 4.25218089 -2.10702131 -5.21410879 1.90906472 -1.68307959 -1.6014117 0.32502542 2.31885599 1.57032877 -1.08133341 -0.07923643 0.64651778 -0.88426449 0.27228009 2.15118521 1.6892569 -1.19514315 -0.54328207] Distance 9.034584002797017 Each least square approximations [-7.70916908e+00 3.19969617e+00 3.15043732e-01 -3.66763921e+00 -5.83029373e+00 2.94978721e+00 6.36669033e-02 3.33719269e-01 1.94307221e-01 -1.23612910e-03 -2.00253322e+00 1.33225362e+00 1.04919701e+00 -1.40810794e+00 -1.48605702e-02 1.18505718e+00 -9.19696175e-01 1.40714760e+00 6.86743908e-01 6.90795025e-01] Distance 8.70689503286466 Each least square approximations [-10.08974371 5.36552934 0.83780115 2.79316696 -0.2633969 1.50368121 0.63820217 2.6105484 0.14227979 -3.05863472 1.43860189 -0.9963406 1.17657037 -0.30952758 0.02109863 1.26519578 -1.47735044 1.89082878 1.01916467 1.64496795] Distance 6.66174382878194 Each least square approximations [ 7.33327493 -1.32309772 1.45731932 -0.37133565 -5.35397735 1.20218844 -2.80369844 -2.16688895 -0.02551187 0.69839133 -2.25951366 0.29718593 -0.86940931 0.01332838 -0.45036465 -2.51912013 1.09613921 0.9385177 1.77878708 0.29629591] Distance 9.96351847155895 Each least square approximations [ 8.22446335 -0.22753832 0.68347837 -2.48576177 2.41050388 -4.24319694 -0.12583651 -2.70338524 -0.20736331 2.9490196 2.54656196 1.20408014 0.92681208 -1.92946221 -0.05775637 -2.32565566 2.78346394 -1.02862624 -0.1237771 0.08349421] Distance 8.77912674525745 Each least square approximations [-7.41199216 -4.78959542 -1.63395703 -0.62115056 -4.07561956 0.40427107 0.25796094 -0.73891953 -1.81696349 -2.03323118 -1.64871994 0.47630013 2.30328648 -2.79366425 1.39697979 0.65849098 -3.52135828 0.64787299 -2.01321328 -0.82958262] Distance 8.734532321524823 Each least square approximations [-7.00004969 0.55598599 2.36638401 -6.335809 -1.15029541 -3.15408503 1.78351717 0.97921052 0.3191012 -1.14854221 1.79111205 0.06445178 -2.60304136 0.4534337 -0.78733619 1.1997463 1.45517839 1.22790962 -1.01261646 -0.62924151] Distance 9.426805769756536 Each least square approximations [-10.33857385 -0.04381222 3.03704066 0.95033202 1.82531152 -0.09166196 2.26030764 2.77202767 0.80965793 -2.37573155 0.36045546 1.25078322 2.76915793 0.02385709 0.90396218 2.81376059 -0.14887028 1.81504001 0.02133223 -0.86397396] Distance 7.5126413668848455 Each least square approximations [12.75034762 -1.05691231 -4.93624992 2.02955828 0.42518997 -1.57669182 -0.08705313 2.35042847 -0.80067335 -1.5945291 -0.06783032 1.01641275 0.582677 -0.05474014 -0.45017647 0.76753857 0.59470418 -0.50878054 0.63805934 -0.19476976] Distance 3.355953114493083 Each least square approximations [ 5.76973824 1.20730882 -0.51992976 -3.82309695 2.12938535 -0.43688738 -1.98895146 -4.33881942 0.93861433 -0.45669701 2.46422472 -1.912143 0.73162293 -0.27254727 -1.56241844 0.93480462 1.89840902 -0.48222176 0.23715438 0.46291635] Distance 11.0480024675184 Each least square approximations [ 7.96053209 0.85697708 -2.44750037 -1.66729298 3.01943787 -0.24300464 -4.83176532 -0.35832394 2.65911063 0.62178525 1.35186152 4.18000847 0.28372203 1.63612332 2.6811298 2.41273434 -0.39943355 -0.3265701 -0.30225857 1.46294754] Distance 8.215905818463114 Each least square approximations [-6.5455439 -0.80268076 -0.71046654 3.93922583 -0.33922672 -3.37709296 0.46443933 0.11924695 -0.08515542 4.6736632 -0.50683522 -1.05946591 -2.25348102 -0.22386208 0.15607753 2.28033977 0.29589785 -0.37216544 -0.73542028 1.58946709] Distance 10.483912459373917 Each least square approximations [-9.87254454 2.24310877 5.96048867 0.13241513 4.57903318 1.67487873 -1.51827917 1.29861986 -0.76495218 0.79087382 0.60452494 0.57296906 -0.95548025 -2.03834128 0.25171693 2.59051071 1.63579123 1.44417236 0.11802104 1.02594008] Distance 5.2698763681516 Each least square approximations [ 1.66486011 -2.0310955 1.01363342 1.03810651 -2.42556277 0.22594874 -1.59182195 -2.43632991 -0.86092705 1.71500662 -2.04998013 0.56687867 -0.91038094 -1.04244897 0.04028514 -0.85522077 1.47978709 -0.96412792 1.83108277 0.22556723] Distance 13.128965873510442 Each least square approximations [ 3.57105643 1.27347414 2.7780096 -0.59920559 2.71568116 -3.16152404 1.27936294 -3.44307664 -0.8047074 5.42349272 2.80108354 1.66353929 -1.64218949 -0.70456534 -0.97118333 0.10209915 4.27747335 -0.70174615 0.08017453 -0.0148972 ] Distance 9.80935997775414 Each least square approximations [-5.97269629 0.28372282 1.98016879 1.34595434 -7.28909704 2.0280077 1.11623782 -0.64327631 -0.67396105 -1.71064245 -2.49188848 1.31966872 2.1147498 -1.16601293 1.8025687 0.37322532 -1.30538082 0.35112084 0.22708057 -1.36544713] Distance 9.405784904190401 Each least square approximations [-3.54701057 -2.84951834 1.41370793 -2.69903863 0.66984314 -3.43942016 0.44602106 3.92320201 -1.38903927 -3.29266808 1.38523233 1.0290817 -0.13547563 -2.08492447 -1.36232427 1.98650125 -0.44455687 1.98594968 1.82370074 0.35494162] Distance 11.035884907302004 Each least square approximations [-6.2754445 6.48043696 -0.07768789 1.43155567 0.82817444 3.08380011 4.41488119 2.95807019 0.39047026 -2.32243469 1.21457116 -0.86251301 2.32525047 -1.81705295 0.61537758 0.7446031 -1.1625118 -1.35201066 0.091744 0.95207692] Distance 8.353619141034493 Each least square approximations [ 6.75490742 4.24905286 -4.74080783 1.66366314 -2.00756389 -0.30321868 1.20528854 3.80948755 -3.40868212 0.96665925 0.23339305 -0.11232244 1.08339091 1.19522811 0.70569518 -0.09562206 -1.48496665 0.21355714 -1.01143511 1.20304866] Distance 9.148179701433401 Each least square approximations [ 0.79019517 1.52125456 -3.54216406 -3.17554798 0.33224984 0.92112493 -4.56494501 -4.08197076 -0.29283862 0.25757737 2.9438959 -2.32340591 -0.19466525 0.04312936 -1.62252831 3.26684889 1.39745597 -1.18661879 0.14690688 0.69000329] Distance 10.84914360682247 Each least square approximations [ 3.39246335 3.93569619 -4.34160794 -1.98547179 4.28729787 1.49552487 -3.56415333 -3.89720207 1.84634075 -0.03920845 -0.24812689 1.58766007 -0.47324889 1.00305849 0.19309161 1.52946883 -2.54877507 0.12306919 -0.523895 0.36430644] Distance 9.916487737287285 Each least square approximations [-2.76676802 0.97132162 -3.11574196 2.07607441 0.43464606 -3.66643972 1.94874685 0.23918982 2.6370537 3.43781215 0.57437994 -1.57361306 -0.03816295 -3.23691885 -3.00636441 1.18971918 0.60678811 -2.48701614 1.29740667 0.89508236] Distance 11.022768677247514 Each least square approximations [-8.12297111 4.73374189 -5.69358577 3.17675175 2.13501427 1.22827329 1.05857329 4.28367277 0.14270948 1.33866568 1.24773961 1.02158218 0.44717343 -3.1753074 0.51352245 1.27245309 -0.8581484 1.60083925 0.49036142 1.84020787] Distance 6.217797978394198 Each least square approximations [ 9.73389158 1.46453406 1.58473595 -0.47063107 -0.85851529 2.90221893 -2.66654862 -2.44679235 -1.90322618 1.75635189 -0.59419228 -1.05028099 -0.11983964 -0.15227801 -0.43569409 -2.68551013 1.17639109 -1.78879134 0.18321536 -0.44074841] Distance 8.735249648195474 Each least square approximations [ 8.63430567 -1.66275535 -4.31542462 -3.77698293 2.70140828 -1.78017053 -1.78765249 -1.08185471 0.25486177 1.52396156 0.27149171 1.27389693 -1.69918998 -0.42798802 1.57543093 -1.81204199 1.14256226 0.61174327 -1.32721909 0.82122337] Distance 8.748118333942976 Each least square approximations [-11.41393979 -1.44181673 -4.25507694 2.27305657 -1.61084633 0.11024037 -0.5297608 -0.43570746 -2.61462234 -1.85291601 -2.30676374 -0.06377401 2.46606716 -1.05613503 -0.99186401 0.56179168 -1.72172693 -0.53103998 -0.20961834 -1.61004622] Distance 5.470082058718002 Each least square approximations [-8.89328919e+00 2.04164789e+00 2.18696264e+00 -4.53178157e+00 -3.47065030e+00 7.17695014e-01 -2.47789320e+00 3.58267046e-01 4.18014318e-01 1.07944264e+00 8.25867598e-01 5.45291953e-03 9.81409703e-01 -1.56736832e+00 -1.43811009e+00 5.16156251e-01 -2.35975684e-01 1.22261868e+00 1.43148064e-01 -3.91468040e-01] Distance 9.038473627751063 Each least square approximations [-11.46099587 2.67376075 3.29781402 -2.53654961 -2.58495112 -0.57116112 1.27678584 -1.34806134 1.99056567 -2.88244057 -2.58235885 0.23342084 0.02464506 0.33756343 0.79425965 0.08664725 -1.58927959 0.30872392 -1.62091047 -1.46580138] Distance 5.0189282943497995 Each least square approximations [10.9671561 -2.71788177 -0.58255761 -1.80815904 1.760287 3.58151478 0.1640106 1.03372034 -2.62349285 2.88299619 2.07630811 1.61631303 -0.85085853 -0.23276478 1.73123419 -0.10351211 -1.25144716 0.56521725 -1.15322203 1.19788215] Distance 6.304942673012819 Each least square approximations [ 7.84572973 2.14964878 2.69916099 -4.10769677 2.90388564 1.33571956 -0.13299624 -1.97078291 -0.09175217 -0.69363219 2.73039653 -0.98537596 -0.71204093 -0.14593755 -1.30653251 1.40957618 0.91500754 -1.06330695 0.01894829 0.74374409] Distance 9.924190016353242 Each least square approximations [ 9.08740232 -0.96667676 -3.40019723 -5.72093943 1.49167861 -1.47698948 -2.25258754 0.47764647 0.4096156 1.00002183 3.06682998 0.21344478 -1.33321489 1.42041494 1.90941501 1.52221004 -2.46229547 -1.27903177 -0.1843107 -1.80878578] Distance 7.0502563415094635 Each least square approximations [-8.35841346 -2.12998523 3.38658174 2.31882635 0.18584676 -1.47574893 -1.45403554 1.94067626 1.47398587 4.38330471 -0.80058477 -1.45949946 -1.21897944 0.71189926 -2.86567033 -0.64970589 1.0471334 -1.19526432 -1.86962126 1.27809641] Distance 8.765013588325115 Each least square approximations [-7.42296749 2.39497893 -5.52414997 2.39629042 3.97553999 3.1509973 0.93091138 3.18132931 -0.23478378 0.92509721 1.72383194 0.55878636 -1.04082986 -1.90038864 1.41114986 2.68022488 -2.48438922 0.62699206 0.78088846 2.26815878] Distance 7.170977093458942 Each least square approximations [ 8.73017991 1.27478091 1.68562397 -0.23574142 -1.0071769 2.52028873 -1.600584 -2.16293262 -3.22177457 2.48623216 -0.17209433 -1.43270692 -0.73982553 -0.82342331 -0.26004291 -2.62690626 1.2332126 -0.97786292 0.49060317 -0.59261077] Distance 9.506452480862691 Each least square approximations [ 7.8017244 -0.92160391 -4.35906155 -2.34733083 2.74983336 -1.98528245 -1.09505363 -0.21501878 0.79088184 2.09525039 -0.35177546 1.62269123 -1.64072102 0.13246715 0.98918703 -2.64525956 1.72994094 -0.44190648 -1.4527218 0.5338027 ] Distance 9.623197459455405 Each least square approximations [-1.05391643e+01 2.47527052e+00 -4.40887107e+00 2.52925682e+00 -2.15429621e+00 1.60931009e+00 4.98901019e-03 -7.30050877e-01 -1.91099004e+00 8.62461348e-01 -2.21629033e+00 6.46003652e-02 1.47744698e-01 -1.01639590e+00 -7.70631164e-01 1.52334260e-01 -2.28897107e+00 3.79480356e-02 5.09966756e-01 -2.91801691e+00] Distance 6.310579353549614 Each least square approximations [-7.27319953 2.44558944 1.59842161 -4.89777825 -2.60861389 0.35222992 -2.69603768 -0.23444717 1.42750904 0.04447545 0.1248402 -0.86669527 1.40815572 -1.83609466 -1.64103301 0.77833328 -0.62700462 2.00086592 0.1172697 -0.11971395] Distance 10.003143088579412 Each least square approximations [-10.99552765 5.73224495 2.2631909 -2.81352486 -0.84816051 -0.81227734 -0.55908339 -1.86096311 0.90334327 -1.75230363 -2.3670474 -1.02437054 0.81218397 1.98954339 1.44233766 0.59922792 -0.40963649 -0.21196052 -1.28819505 -1.0799989 ] Distance 4.799493408890305 Each least square approximations [ 9.60217857 -0.97226578 -1.95616903 -2.69422733 1.44312093 4.7506808 -0.36618671 1.38273409 -0.73399522 3.41866278 1.50228327 0.13296157 -1.12454399 0.3771091 2.98403038 0.7312279 -1.25111634 0.81736927 -0.8290367 2.09773258] Distance 7.212848596292625 Each least square approximations [ 7.07054133 2.1017103 2.17188202 -3.76595219 1.82237698 0.7152732 0.29049632 -2.54239915 0.55120223 -1.00400235 2.63274752 0.02930549 0.47315843 -0.44993692 -1.05198936 1.06739316 0.86524473 -0.342453 -0.36635511 1.55558346] Distance 10.844196658327212 Each least square approximations [ 7.45418847 -1.46910668 -3.74938897 -5.68156334 1.34339283 -1.33138329 -2.1316072 0.31723477 1.61038163 1.57959576 1.78714932 -1.77405759 -0.27193564 1.46877777 0.65568423 0.70297416 -3.85937513 -2.67176948 -1.09759107 -1.27866783] Distance 7.9926386502132045 Each least square approximations [-7.1119774 -1.81926751 2.97400088 2.89484709 0.24471881 -1.62214028 -1.05870407 1.82060479 0.19565893 3.26526545 -0.77575343 -1.2142159 -1.8476232 1.78904991 -3.1522753 -1.17043342 2.50997025 -1.18210945 -2.92594683 0.22240364] Distance 9.506634344344697 Each least square approximations [-5.82725951 4.95762367 -4.93971972 2.38796273 -0.82364965 -3.80058903 2.47443091 -0.48000611 -3.10753663 1.22869706 -0.68378423 1.64590433 -1.29783525 0.18646543 0.48147522 3.06102359 -1.10999565 1.48488419 -0.75481161 1.61748435] Distance 8.81425078414471 Each least square approximations [ 8.34072763 2.51159726 -0.57407777 -0.79867477 -0.06439775 4.97853013 -1.71979316 -2.50180454 3.04460594 -1.37569616 1.20545165 0.0780236 1.40469462 0.71146817 -0.94027027 -0.13880974 -0.31458506 1.12522741 0.88628793 -0.20909004] Distance 9.541686335848276 Each least square approximations [ 8.592629 -1.59528935 -0.35318167 -4.06551504 4.34229484 4.02293801 -0.83270186 -2.75730581 -0.16034657 -0.05487932 0.3639173 0.46392789 -1.52599759 -1.83602495 1.6216779 2.09670935 -2.67568891 -1.36326927 -0.46936566 0.45915248] Distance 7.821384966770435 Each least square approximations [-8.59938469 -3.34130383 -4.02287028 -2.90009758 2.78169898 0.8821216 1.54951055 0.32792076 1.22607536 -1.3887463 1.13271443 2.77670102 -0.54484322 -0.69273103 2.63475472 -2.54263386 0.59550808 -0.04277121 -0.33082526 -1.05159362] Distance 8.436791780282839 Each least square approximations [-13.11389825 -1.41075144 -1.61822741 1.26504924 1.09200575 2.53388659 0.50400311 -1.61209167 0.9378502 -1.04134977 -0.21359327 -1.15568212 -0.06216024 -0.51564455 -1.37954522 0.57783582 -0.44725016 1.32732467 -0.40686137 0.58393379] Distance 4.808568363316287 Each least square approximations [-8.63077262 -4.31497174 4.18024788 1.05154707 -1.66606208 4.03303048 -0.40251106 -1.84767362 -0.17400821 -0.0188925 0.2218172 -0.56176973 0.56869318 1.56748228 0.96438579 0.24768769 -1.82997638 -1.51689556 -0.34572767 0.74444037] Distance 8.677266126087702 Each least square approximations [ 7.95739303 -1.32061575 5.46461536 -2.15171802 3.18547086 0.70357886 -2.48715539 2.21431343 -0.52326939 2.41382424 1.83169348 -1.80146844 1.7534422 1.18208474 1.35253883 -0.723237 0.82323807 -1.43348123 -0.3926159 -1.25430062] Distance 8.649834835027328 Each least square approximations [10.54621498 1.82072991 -0.42346262 -5.07577774 0.1503458 1.73092865 -0.35404552 -0.22193352 -0.26298344 1.92978655 1.75017858 -0.93241164 -1.3449116 1.24403146 1.7644299 -0.48023961 -1.15093445 0.51640762 0.446197 -1.97239501] Distance 7.504099028659829 Each least square approximations [ 9.49948254 -1.16723889 -0.55002744 -4.08569221 -2.98908532 -1.17184553 -1.4490345 -0.80184883 -0.51138906 0.95501809 -0.91536494 0.0137995 0.52026406 -0.30097625 0.22028594 3.07295726 0.20377892 4.14639847 -2.94494801 1.05833628] Distance 7.717002752087647 Each least square approximations [-11.21708013 4.27521342 2.84049413 2.98117021 -0.52398298 1.20896776 1.12859194 -0.18271713 -0.78499029 1.66093748 -1.16002149 -0.8487 1.00740417 -2.02312115 -0.16620416 0.1867265 -1.91641091 -0.12479627 -0.16426094 0.76182315] Distance 6.4098318800025 Each least square approximations [-8.90085462 5.21907981 -2.68041315 4.30212699 -0.40116441 0.25287558 0.71514095 3.74729319 -0.07562145 -1.41602758 -0.01866642 -0.57513499 -0.2809785 -1.14549693 -0.32717071 1.37314408 -1.85440892 0.77776087 1.92287669 2.42021468] Distance 7.229035047148454 Each least square approximations [ 9.26615409 0.26807186 1.77339602 -0.38492261 -4.40094867 2.10499074 -3.47795426 -3.10144127 0.56596948 0.91102733 -1.56199128 -0.14789217 0.3588168 -0.48214943 -0.17084893 -2.61089176 0.8733 0.82316155 0.78119099 0.36550477] Distance 8.412753315693662 Each least square approximations [ 9.60864799e+00 -9.02182289e-01 -1.55441140e+00 -3.73230481e+00 2.26821913e+00 -3.79818529e+00 -5.45560257e-03 -2.38589970e+00 -3.49279923e-01 1.32623584e+00 1.57563774e+00 1.45072448e+00 2.99502943e-01 -1.93180501e+00 5.65443607e-01 -2.65338887e+00 8.96330751e-01 -6.44654094e-01 -3.52066905e-01 4.55822257e-01] Distance 8.03543010994825 Each least square approximations [-8.73159538 -4.74180326 -3.20296239 -0.02274689 -1.64870931 0.52131303 0.65156598 -1.26858275 -1.79837693 -2.67977423 -0.12450026 -0.43866314 1.72659287 -2.93103879 0.56540204 0.83325534 -2.88869202 0.39515427 -2.1551501 -0.44725932] Distance 8.243488439646313 Each least square approximations [-8.52923623 1.34237268 2.45193994 -5.37806743 -2.69474422 -0.31750999 0.30440219 -1.34309932 0.45449782 -0.05021426 2.16628684 -0.23213523 -2.12688557 -0.28506484 0.04130997 0.60823034 2.2484425 1.68919429 -1.11753473 -0.09748338] Distance 8.98190390084996 Each least square approximations [-10.59848539 -0.944203 4.66929461 -0.04524993 -0.13447469 0.24692956 0.13441367 1.35462896 0.69142161 -2.93974402 -0.29563547 0.21198179 2.17252393 0.5916241 0.92885307 1.69330161 -0.169072 1.91038929 -0.3801436 -1.08746595] Distance 7.648861499329663 Each least square approximations [12.90432452 -3.94263705 -2.73966527 -1.008822 1.540704 -1.59610684 0.32336707 1.98399558 -2.57666429 -0.63465298 -0.07514334 0.63226053 0.63748012 -0.33449508 0.28132723 0.04963199 1.36664211 0.28452367 -0.02299954 -0.51437111] Distance 2.950601340658992 Each least square approximations [ 7.48053096 1.34696491 2.17483426 -4.11881272 2.31193726 0.37997267 -0.2863245 -2.46748326 1.07579058 0.05405499 2.48530207 -2.10883472 0.12782871 0.03756453 -1.58801837 0.91439345 0.93387034 -0.1896696 -0.14377046 0.01835885] Distance 10.550008740706025 Each least square approximations [ 9.17700703 -0.2538562 -1.00782046 -3.11635008 2.29709334 -1.17890801 -3.97689949 1.8399133 1.21344701 1.22196651 1.89922975 2.75624664 -0.31074217 1.57071664 2.48937578 3.12876015 -0.36305421 0.84634792 -0.43853088 1.56637976] Distance 7.837635188337404 Each least square approximations [-7.71189328e+00 -1.21777287e+00 2.43755047e+00 3.27612843e+00 2.49374253e-03 -1.53836807e+00 -5.54339194e-01 4.82976053e-01 -1.09651745e-01 4.87459400e+00 1.68656641e-01 -9.64648571e-01 -1.36897663e+00 -2.32264711e-01 -3.28138957e-01 1.43214082e+00 -6.07386562e-01 4.62518230e-01 -1.40933840e+00 1.86286999e+00] Distance 10.154890779848666 Each least square approximations [-10.94380857 -6.92610229 -0.54782198 -2.18866032 1.36021561 -0.36032597 -2.14588534 -1.00990815 -0.89360557 1.10862327 -1.74311742 0.3240768 0.25935025 -0.01940429 -0.66446819 0.77333479 1.41073052 -0.81525089 1.22763693 1.10894292] Distance 3.532944337492527 Each least square approximations [ 1.41117112e+00 2.22865201e+00 5.93013073e-01 -1.08713292e+00 -1.08092947e+00 9.16152884e-01 -1.02780588e+00 -2.01877357e+00 -4.88108089e+00 -2.15903770e+00 -2.76842652e+00 -6.59367351e-01 3.33195311e-01 -1.24068527e+00 7.51633235e-01 -6.39415963e-01 1.03039088e+00 5.35333363e-01 4.59451742e-01 3.31590127e-03] Distance 12.173096852823516 Each least square approximations [ 4.02230649 3.4986705 0.89557291 -1.55867108 3.41090717 -4.11687588 1.58051258 -1.02132958 2.95678483 2.52928328 2.40435261 -0.52746394 -2.67144248 4.17891306 0.68463264 -0.12149591 2.78057111 -1.30854 3.66654783 -0.13162206] Distance 8.46298827009807 Each least square approximations [-5.65945831 3.68288374 -0.51889717 1.14667556 -3.13726884 0.49233292 2.2159621 2.8001231 1.78511915 -1.57166629 0.58142836 -1.36499705 0.090912 -1.83972385 -0.9317802 -0.79950416 -0.01023686 -1.47572236 0.93241471 1.18851733] Distance 10.83296518606559 Each least square approximations [-2.08528859 -1.83801069 1.05794579 0.85651257 -0.28358099 -2.13766237 -2.76310104 -0.64331335 -1.71066845 -0.9191572 -2.90007268 -0.42708619 3.38921308 -1.13109431 1.16558324 1.39005655 0.27371278 1.15751118 0.31600549 0.8315572 ] Distance 12.315812221689798 Each least square approximations [-5.72620885 2.89929755 -3.9801255 0.30747218 -0.40936156 4.31721376 -2.45351127 2.44412192 1.60816195 -1.09850158 1.87427199 -1.0008175 0.80553285 -0.40746786 -0.54816908 -5.14224915 0.64764143 0.94325772 0.09510362 1.96663468] Distance 8.694965661732851 Each least square approximations [ 4.48484458 7.69610242 -0.88265336 -4.89933992 -0.3298157 0.98921952 2.45047974 0.28000745 -3.16447938 -0.47243528 1.11015983 1.44469065 0.83196288 0.72378147 -0.60767797 0.64616111 1.06117546 0.99112692 0.71765131 0.65136493] Distance 8.641774547639217 Each least square approximations [ 2.90492514 0.57814437 -2.20846441 -2.9629748 0.37986632 0.33161175 -3.33306315 1.99528077 0.82348052 -0.23409909 1.49444996 -0.66869537 2.40902134 -3.66607106 0.93844296 3.3927035 0.6353354 -1.03839281 -0.82773066 1.67155062] Distance 11.260607766385155 Each least square approximations [ 3.23073752 2.91614601 -2.24845742 -3.85119754 0.72805187 -1.19935242 -0.58692242 -4.07091852 0.44432456 -2.49366559 -1.71865521 -0.76263612 -0.45443716 -0.02329992 -0.76183856 0.05103452 0.43181202 -1.75502359 -0.85214131 -1.02153405] Distance 11.449578132316699 Each least square approximations [-2.65161343 0.80965417 1.87531675 -0.1193675 -1.85898119 -0.3648238 1.41012215 0.13119724 1.87082887 0.63838719 1.07208955 -2.40521917 2.42014371 -2.01497263 -0.67050344 0.87534517 3.63848223 -2.83401347 0.60918539 1.48916914] Distance 11.913790242523222 Each least square approximations [-6.9211585 4.15619314 -5.88185347 2.69916386 3.0673497 -0.38750464 -2.08128141 1.04444931 -0.86117438 3.12189372 0.85625405 0.72582188 0.88797069 -0.09373096 2.21615166 -0.45679016 1.2344232 1.4418293 0.38627268 0.88851618] Distance 8.283920271794203 Each least square approximations [ 8.99950487 -0.21777987 -1.78620982 -1.23726009 0.99934171 3.33367844 -2.18022843 -1.41668617 -2.27446107 2.2469001 -1.71451594 -0.37760545 -0.02727045 -0.98218689 -0.30561098 -1.68168496 0.98848682 -1.72550037 0.06730272 -0.06449025] Distance 9.331823937645437 Each least square approximations [ 9.8804681 1.20171494 -3.05643505 -1.52472923 1.8209811 3.01229283 -2.13457699 -1.37039342 -2.29778818 2.81637408 1.77999469 0.62447574 -1.85804976 1.70620991 1.92962607 -1.91499239 1.34664385 0.28619542 -1.13398744 0.50159738] Distance 7.025198038233929 Each least square approximations [-10.37854732 -1.50336165 -4.38171899 -1.82406744 -0.80426156 1.4711322 -1.64511937 2.25892197 2.55924236 0.36561204 -1.69532703 0.11445022 0.62058937 -2.46855246 1.34053453 2.2063421 0.51304832 -0.7542534 0.20542008 -0.74085691] Distance 6.75354159283653 Each least square approximations [-9.14708761 1.62274816 0.68565213 -3.3997888 0.2393304 1.2645233 -0.98837992 -0.86930335 1.77953298 0.52449319 1.38208336 0.68989931 1.59092192 -0.05684944 -0.72550708 1.11306994 -0.45062366 -0.30256048 1.87045131 -0.16158469] Distance 9.859124979625818 Each least square approximations [-9.58020545 -0.80941332 4.35907663 -2.07219972 2.2156491 0.26475669 -1.49433053 -0.69503322 1.77732715 -3.37932088 -1.52641755 0.43532074 -0.16014732 -1.04689748 -0.20382358 -2.23623437 -0.18341966 -1.95530619 0.98186045 0.27390102] Distance 7.828465318114772 Each least square approximations [ 9.01079632 -1.61090848 1.66986676 -1.69062517 1.18795689 4.49649754 0.68987365 -0.9317569 -1.13496014 2.13912765 -0.3371987 -1.31947282 2.23638997 -0.19021106 0.73865545 0.2290691 1.41524418 -1.11090296 -0.81549316 1.7096372 ] Distance 8.959906795029195 Each least square approximations [ 8.64491952 4.69767542 -0.25775903 -1.77626705 2.53107713 0.91209915 0.01569784 -1.9072082 -1.37009955 -0.08972499 2.22918679 -1.42258299 -1.71195756 0.91741777 -0.55707187 1.31163873 -0.91990564 -0.48785925 -0.99204548 -0.62076481] Distance 9.210524307386361 Each least square approximations [ 9.45180939 -1.32314071 -3.81937486 -3.63759029 -0.43694458 0.9290171 -1.56268354 0.82721927 -0.08915384 -0.33233686 1.69544638 -1.52185776 -3.21294022 -1.93370977 0.32765155 2.61757105 -1.98915815 -1.66156684 0.3636109 1.81534993] Distance 7.301121570717954 Each least square approximations [-8.75326566 -2.35438951 1.6901242 2.94199245 -0.93008264 -0.67953193 1.57024059 -1.90103822 0.68844248 2.11137165 -2.76021249 0.10485537 0.83402471 -0.44662496 -2.88479877 1.16438975 -1.12270235 -0.98162615 -0.5358519 1.04807257] Distance 9.22192873020052 Each least square approximations [-8.77106342 2.69807577 -5.00572575 1.75049946 -0.88333806 -2.00421117 0.11840744 -0.52227589 -3.07365342 -1.16754641 0.50578333 -2.49870713 2.14623632 1.66224214 0.43451084 -1.97470759 -1.42472768 0.43515325 0.71947075 0.0680749 ] Distance 8.031835418340041 Each least square approximations [ 9.37277635 -0.09553117 0.50699483 -1.42468967 -2.64266129 2.25445296 -2.15155218 -1.31275237 -0.22659137 -2.2133196 -1.98223867 0.64342256 0.26491894 0.37737135 0.41629825 0.51491966 -0.27586152 -0.46719112 1.49320899 -0.01974798] Distance 9.61267921098424 Each least square approximations [ 8.85028405 -0.3837997 -1.96372668 -2.50989655 3.12837677 -1.11729098 -2.01560438 -2.12497351 0.54430665 3.46821576 2.18487538 -1.10654213 0.23728684 0.60550765 3.45796787 -0.20524902 -0.18982229 -1.08381756 0.75742743 0.62957987] Distance 8.500932439752804 Each least square approximations [-7.85598159 -3.85147294 -3.38933111 -1.82564645 1.36979016 1.44851137 1.31096576 4.0122332 -0.16642249 -0.55290647 0.34096118 2.71630555 0.1762278 -2.50432069 0.64465934 -0.0345464 -0.23973026 0.30475295 -0.53772561 -0.33523471] Distance 9.229014868908859 Each least square approximations [-10.00932713 1.12334865 -0.87492937 -0.85432238 -0.76021304 -1.30473712 2.40414474 -0.64475327 1.62607001 1.67213389 -1.71089572 -0.4009659 1.05391912 0.13358996 0.21428084 0.21429531 0.39148546 1.14769419 0.39821317 0.09254779] Distance 9.519985411132293 Each least square approximations [-9.90758922 -4.87113913 2.00019795 0.70648854 1.80936575 5.00625795 -1.4811469 1.03157627 -0.33678484 0.91236058 -0.10341164 2.49237451 1.00030991 1.09584055 2.3247662 -1.40002098 -0.16628894 -0.64580728 1.44763576 -0.26900625] Distance 6.008838937244273 Each least square approximations [ 9.61097169 -0.20884769 3.74069143 -2.13753819 1.51320651 0.35817467 1.45394254 0.72999282 0.45839322 0.12820272 -0.26891919 0.77336207 2.31040618 1.32747842 -1.2515393 1.43408942 0.30218241 -1.23078631 1.97339429 -1.3107866 ] Distance 8.863191309109437 Each least square approximations [ 9.07881646 2.11870061 -2.07815249 -4.46354968 3.2731355 0.84208925 -1.9128898 -0.4570498 -0.15524471 -2.2139101 0.22141405 -0.94120455 -0.20893516 -0.96763905 -0.59759789 0.69563223 -0.31075824 -0.32920985 -0.0317018 -2.33854134] Distance 8.580997995085154 Each least square approximations [10.43384434 -1.09177157 1.2271247 -2.22993801 -0.75284821 -1.30005314 -4.21002978 -2.03191799 -0.24863514 -1.86790833 -0.35087324 2.89294995 -0.18573318 1.29055468 -0.74421233 1.60624423 -0.09433267 -0.7080563 -0.95084705 0.69434836] Distance 7.349624642184652 Each least square approximations [-10.11296568 0.94038528 0.84264801 3.4756535 -2.4256808 0.17735671 0.88956446 -2.29961959 1.14372165 1.89149134 0.84669618 -1.14587731 0.44877752 0.55784591 1.99332852 2.83153259 -1.4406231 0.03104596 0.51551967 0.53794209] Distance 7.9651516712977175 Each least square approximations [-5.04262307 4.32068661 -6.07813355 3.74031453 1.01770841 -2.79693393 2.52048252 1.41355554 -2.4254631 1.54010597 0.48088471 -0.49146038 1.12427286 0.56728518 0.13094216 0.52912463 -1.74115342 2.35153771 -0.64985578 -0.0822994 ] Distance 9.570021483934008 Each least square approximations [12.10802194 0.54301979 -1.60465754 1.19960548 0.02740757 2.59223752 -2.09637004 0.90736104 -0.15177626 0.96283252 -0.1488701 1.61417167 1.00228264 1.58269994 -0.87978671 -0.89092112 -0.06891113 -0.60341863 -0.11827836 -0.10562325] Distance 7.178104464742456 Each least square approximations [10.12920471 -2.97209631 -3.60541367 -0.95018013 1.12527033 1.34952728 -2.96193219 -1.44956334 0.74262682 1.12566368 0.39719549 0.2768811 1.3701816 -0.44623342 0.70335294 0.30687178 -0.68471327 -0.50202211 0.38679618 0.09638503] Distance 8.861709715944802 Each least square approximations [-9.24062273 -3.97622772 -4.82903531 -0.59086369 1.50001566 1.9301014 1.52680668 1.24842218 -1.50962397 0.53425077 0.58298366 1.32508212 -0.65454987 -0.77123593 -0.43327365 0.71685314 -2.58407334 1.05679295 2.1682946 0.09036121] Distance 8.354862894773989 Each least square approximations [-11.42567388 6.11919963 0.16729909 -0.80424999 -2.69606661 -1.66479898 -1.04462207 2.71669665 -0.48211281 2.29459184 1.40877563 0.22444153 0.74791338 -0.95460263 0.96137828 0.15318109 -0.09702182 -0.2950443 -0.29389914 1.34480859] Distance 4.930118827272713 Each least square approximations [-9.89245072 -1.51693954 5.10956594 -0.24585387 -2.87530793 0.9685932 -0.55085355 -1.13180115 -1.7001437 1.30320463 -0.54544464 -0.17196726 -0.83122366 0.24657227 0.67669091 0.93399387 -0.01245782 -0.72135706 -0.53403696 -1.26033059] Distance 8.77006321723185 Each least square approximations [ 8.80816587 -2.29887916 4.1703325 -2.54363262 2.1797957 1.84556607 -3.41250494 1.69840841 -1.03666419 2.95669881 -0.37739596 -0.78100355 -0.2455806 0.45017504 0.85643124 -0.59303298 0.4632424 -2.57972697 1.47296048 0.1081843 ] Distance 8.546337406974962 Each least square approximations [10.62401877 4.37260058 0.87117752 -1.3032191 3.68434847 0.01344249 -0.23625277 -0.58312971 -0.56384318 -3.01745694 -1.15528105 -0.78991402 -0.66367288 -1.16108822 -1.96982583 -2.23183282 -0.11373381 -1.01046584 1.04022328 0.23234954] Distance 7.127910884114801 Each least square approximations [ 1.08332048e+01 -3.90053171e+00 6.93679841e-01 -4.14600082e+00 2.44397937e-01 1.25036172e+00 2.88783026e-01 -6.78630755e-01 1.00813190e+00 2.30154773e+00 2.58525528e+00 1.64307532e+00 4.82001870e-01 4.83824134e-02 -1.30624736e+00 9.36065701e-02 4.42724597e-01 -8.46290632e-02 6.98751689e-01 -7.63915419e-03] Distance 7.257953135390068 Each least square approximations [-12.07436684 -4.44087473 0.48052716 1.16610371 -2.65421771 -1.0816232 -0.96010054 1.44241404 0.40298108 1.06058164 1.19986674 -0.84581883 -0.36275804 2.83765196 -0.60449917 -0.93842679 -0.93934665 -0.02616437 -1.02731588 0.21225893] Distance 5.500050415045167 Each least square approximations [-6.28983058 6.20756042 -4.40733606 5.64318134 0.39098827 1.3496453 1.69017518 3.75742547 -3.89248088 -0.81653721 -0.65733736 0.2678196 1.34894171 0.12349463 -0.1970609 0.98239496 -1.36018121 -0.10243827 1.54148325 1.35164952] Distance 6.719407957048133 Each least square approximations [10.60820931 -2.48252035 4.30603029 -1.33569178 -1.98093212 1.70124679 -3.19404295 -2.86049867 1.62781718 0.31801632 -0.4161828 -0.98552386 -0.85082614 1.35849095 -0.38521123 -2.65783579 1.88556135 0.28461442 -0.32501759 0.58370413] Distance 6.05842701610094 Each least square approximations [ 9.37715131 -2.59206999 -3.46827643 -2.55676892 2.5432831 -0.76746486 -0.45306917 0.22974623 0.58059645 1.18213891 1.52519034 0.46520758 0.33577194 -1.91020978 2.37371655 -1.67184751 1.37825607 -0.19206045 -1.25209705 -0.07065012] Distance 8.842024547058259 Each least square approximations [-7.95771973 -4.90238683 -4.53278906 -1.69669401 -0.18984981 1.63077686 0.44122522 -0.12476783 -1.64936126 -1.25272831 1.45085333 1.71192631 1.8761107 -2.12641227 1.46859563 3.4002719 -2.49144503 1.25292366 -1.78700502 -1.86880913] Distance 7.710540059714374 Each least square approximations [-9.27783036 1.87442777 3.09678693 -4.91255427 -1.9798562 1.2510075 1.63211718 -0.53241596 2.61564698 1.5170485 1.60367053 1.94773643 0.13235102 -0.09686591 -1.13630136 -1.46030502 0.50706478 2.97178172 -0.46527817 1.46569423] Distance 7.518694265625543 Each least square approximations [-10.07955127 -2.19876937 6.3016188 -0.96841765 1.07867823 -0.64120522 -0.81205024 0.87210392 -0.18855747 -2.63628132 0.59368775 1.07330356 0.79302233 0.99399797 0.57492283 2.47523822 -0.37403952 1.55759588 -2.11405764 -0.4199528 ] Distance 6.696228673020789 Each least square approximations [11.73367009 -6.39762303 1.01745744 -2.67941966 -3.26846705 0.93644808 -0.14780581 1.20778334 1.27319344 0.94610291 0.06866112 0.81312423 0.67393273 -0.7065576 -0.4122305 -0.28513928 -0.49563163 -0.42957211 0.97480351 -0.91558318] Distance 3.4958967420409977 Each least square approximations [ 7.63373284 2.27502794 1.97658451 -3.8158795 2.91310957 1.10360496 -0.38035008 -2.15945829 0.49280919 -2.09076448 3.28211576 -0.74856875 -2.76408602 0.90505499 0.41152603 -0.36634341 0.58848226 -0.75267794 -0.4440773 -0.53189516] Distance 9.80602078538422 Each least square approximations [11.00054866 -3.46830171 -1.56638115 0.01200437 -0.68194132 -1.68875526 -3.53426103 2.90356437 0.32064178 -0.02273666 1.25364092 2.0220948 0.84327949 1.52483349 1.22248628 -0.07389986 -1.43134627 0.12818619 -1.13531458 1.07594678] Distance 6.644163242620442 Each least square approximations [-8.33299417 -0.83338817 1.94755259 3.77681869 -1.10025865 -1.48009193 -0.32560876 -0.01695961 0.98015848 3.3685694 -2.20569575 0.07557107 -1.89631916 1.6426519 -0.0641587 0.90996172 -1.13526448 0.24021238 -2.11465809 3.64045828] Distance 9.144150292081102 Each least square approximations [-10.46919635 8.10860012 -1.18786415 2.93600798 0.08524966 -0.07284902 -0.96759948 -0.31678937 1.70328394 0.03807902 1.68595186 -0.1468626 -0.51647991 -1.43875194 0.56327225 -0.85470798 0.92653869 0.70435427 -1.41594692 -0.05520696] Distance 3.412548804916948 Each least square approximations [ 6.78131468e+00 4.03294139e-02 7.82631074e-01 -2.59303530e+00 -9.92192391e-01 2.32514964e+00 -4.83971140e+00 -1.36647097e+00 -4.57560088e-01 5.16287494e-03 -3.90144358e+00 3.66505394e-01 1.54225151e-02 -2.09468124e-01 4.03513572e-01 -6.46695622e-01 1.81131067e+00 -1.10871245e+00 2.05522732e+00 2.88659677e-01] Distance 10.028983682417094 Each least square approximations [ 8.71254724 -0.02100801 -0.33733615 -2.61815623 2.99708589 -1.38353496 -1.19149258 -1.88583696 -2.00338245 3.76276218 1.18714567 0.89444433 -3.17505776 -0.87768179 0.53735845 -0.19518071 1.66911016 1.62031448 -0.25532896 -0.10497213] Distance 8.648459496763323 Each least square approximations [-9.1307688 -3.81283292 -2.69785861 0.16034386 -3.58043217 -0.0376825 0.7422454 0.48041336 -1.33261917 -2.71262393 -2.83103032 1.47932379 1.87317804 0.05859559 1.68735952 0.53364239 -0.07596 -0.46536188 -3.62028311 -2.02249934] Distance 6.95534337962697 Each least square approximations [-8.35470667 -0.69927606 1.55402957 -5.24144867 -0.37636245 -1.27741774 1.12087926 1.71206219 1.26781397 -0.73543297 -0.05465798 0.4271773 -1.19158833 0.35460544 -0.41899916 2.11920979 -0.22306268 0.51024747 -0.33672678 -0.99295402] Distance 9.721048516787285 Each least square approximations [-9.68891625 0.18857579 2.81293006 -1.16955571 -0.48827937 1.31492545 3.35365252 0.88266828 2.47501534 -0.28674319 0.287455 2.9084745 2.12210594 -0.58989906 1.33419236 0.04315869 -0.68463443 1.00862044 -1.30941239 -0.13230881] Distance 8.295014913655917 Each least square approximations [ 1.10843858e+01 -4.98367969e-01 1.13565474e+00 3.87539062e+00 1.32317020e+00 6.57428016e-01 1.08646594e+00 1.38998992e+00 -1.51914892e+00 -4.64890716e-01 3.08705840e+00 5.79711811e-02 -3.75055259e-01 -4.45555548e-02 -1.15296063e+00 5.66620485e-01 -1.48229421e+00 1.56414660e-03 -4.07860779e-01 6.13829516e-01] Distance 7.020443345801746 Each least square approximations [ 6.61910111 2.1760981 -0.509443 -4.14114316 2.69652767 0.87542927 -2.7517255 -2.95672691 -0.40990303 -1.57238684 2.41229774 -1.97659467 -0.51884668 0.91988514 -0.97679712 2.51545841 0.41995222 -1.41736347 -0.48913417 -0.23347299] Distance 9.850991915715433 Each least square approximations [ 8.8773616 1.52842876 -2.65112084 -3.09843807 3.1357019 0.86891334 -4.30857005 -0.01087037 -0.69338774 -0.33757796 1.34487427 2.94164215 -1.39099237 -0.28817357 2.10584386 1.80749139 -1.13186793 0.54003252 1.14375585 0.85943289] Distance 7.698917837140778 Each least square approximations [-7.51387065 -0.12208603 0.4413955 4.1065612 -0.88884849 -2.53613658 0.80908188 0.1178936 2.81372153 4.35505831 -1.93082306 -0.55849426 -0.90565293 -1.6802284 -2.35575693 1.86313996 -1.85906346 -0.90062837 0.68135669 1.34528914] Distance 8.890530742010844 Each least square approximations [-7.29685475 3.98991877 -2.16579413 0.93346302 -4.38482818 2.22686514 -0.34654081 0.61743418 -2.69231635 1.87563975 2.08926188 -1.88792938 1.33860756 -2.0162978 -1.91150628 1.24591491 -0.06141345 -0.06669574 -0.3918698 0.0307068 ] Distance 8.477679827283241 Each least square approximations [ 4.95649395 -1.4526111 0.86557946 -2.04253163 -1.73487088 0.85509761 -2.17479897 -1.14456472 -1.03992087 -0.4949677 -2.06503814 -1.02185439 -0.65213405 0.56505501 -0.14520643 0.10719001 2.2473118 0.38313413 -1.52540126 -0.51748431] Distance 12.025924937957292 Each least square approximations [ 6.39080257 2.20082546 -1.27662571 -1.47976151 1.95578272 -2.05562071 -3.67549602 1.4846385 1.59583698 2.54255539 2.86329693 -2.86504606 0.36981125 -1.36013026 0.36949854 -0.18909055 -0.83388577 -0.27164683 -0.9626968 -1.36517228] Distance 9.838661020827884 Each least square approximations [-8.72777346 -2.16973817 -0.57111096 -0.93810562 -2.66437282 -3.88884597 -0.92858212 -0.31699119 -3.14100813 2.08770353 -1.01118435 0.40105564 1.68089937 1.23338405 -1.7582629 2.2749692 -2.2008094 -1.11636375 -1.12934843 1.27731152] Distance 7.675592669763721 Each least square approximations [-5.81358675 -0.20441231 -0.28387236 -1.55021995 -0.51279472 -2.35405347 -0.24449903 -0.08399522 0.51116446 3.26932785 0.98810659 3.69109162 1.59027436 -1.16129103 -1.09079267 0.21908338 0.03992905 2.10770555 -0.92625035 -2.01248871] Distance 10.908400494800718 Each least square approximations [-10.19866988 -0.05873799 -3.24147036 -0.0867527 -3.76611375 -3.613277 1.47739899 0.8148442 0.72501869 -0.90470121 2.37727034 1.85383426 0.85435073 -1.40516476 -1.33438418 1.16167763 -0.24625359 -2.00628395 -0.99544436 -1.40591479] Distance 5.767892403293369 Each least square approximations [ 7.74731705 -0.44659217 2.17630284 1.96516542 -1.32767688 1.14708583 0.44780576 0.74300343 -2.36470218 -1.52759147 2.40723259 2.572913 0.77648778 1.45177985 1.85270988 -1.11388388 -0.06791394 -2.22643774 1.29509629 1.055601 ] Distance 9.647742971483224 Each least square approximations [ 6.18544645e+00 1.89650085e-01 -1.12733339e+00 -3.14854995e+00 -1.52568140e+00 -8.49863401e-01 -3.91658644e+00 2.18904991e+00 -5.74453171e-01 -3.05876123e+00 6.50962713e-01 5.93405062e-01 1.29482016e-03 1.03052166e+00 2.19338479e-01 1.13455858e+00 8.93946403e-01 -6.15309448e-01 9.32535370e-01 -7.38195085e-01] Distance 10.634502404921168 Each least square approximations [ 8.83927084 3.40847723 -4.59059028 -0.3191763 0.63681865 0.17916339 0.50625716 0.98563081 0.61767534 -1.59843968 3.36910065 0.02246015 1.11216703 0.37973007 0.6577618 0.31069421 -1.14428844 0.87315642 0.26609082 -0.97984618] Distance 8.325477916826644 Each least square approximations [-7.13281141 0.84704675 0.93208942 -1.38869694 -0.79379021 -3.11239002 0.37529375 0.81489189 1.62001501 -0.09135535 -0.47438501 -0.68074099 -2.11517755 1.15907428 -1.40002938 -0.59551555 1.53197698 0.69572749 0.62459322 0.37213336] Distance 10.994496909640336 Each least square approximations [-8.16762889 3.39178485 -3.79948449 -0.18254776 -0.16021615 3.02896433 -0.01463551 0.14709286 -1.76480568 -0.93694197 1.92915158 -2.95747321 1.56622994 -0.4935762 -1.30275421 2.24252814 0.22469316 -0.01020054 0.28094283 1.89914393] Distance 8.736103748813047 Each least square approximations [ 6.20408026 -0.57949627 0.61247293 -0.8837627 -2.60081743 1.65280294 -1.35147142 -1.24395488 -2.18120682 -0.1013591 -2.04875611 -0.58360032 -0.89419432 0.42278694 -0.47921763 -0.87267919 1.7442683 -0.09647075 -0.47231189 -0.29179597] Distance 11.84724379796471 Each least square approximations [ 6.45020637 1.14564581 -2.09721432 -1.59491924 2.76560265 -0.59348599 -2.23703961 -1.70990666 2.04283937 3.66045144 2.5544066 -1.28157158 -0.6912767 -1.05623146 2.88754131 -0.78826985 1.95156135 0.03610872 -0.31095117 -1.42642671] Distance 9.991144098410619 Each least square approximations [-9.55143484 0.01191911 -0.85257729 -3.9011964 -1.57967321 0.03299266 -2.86886345 1.17578057 -2.51666674 0.78289474 0.01391091 0.20689148 2.76797395 -1.20060198 0.55875477 0.57881129 -2.69038723 0.19309852 1.11253259 -0.1194974 ] Distance 7.955641398599338 Each least square approximations [-7.47114285 -0.70068533 -1.40926849 -2.77041577 -1.30193182 -1.38090241 0.65824182 1.98859164 0.36110413 0.96932573 -1.52953825 0.7924067 0.13682407 -1.87435242 -3.06183633 0.37227899 0.0421687 -0.13472421 0.87415805 -0.03262031] Distance 10.77113767672353 Each least square approximations [-12.32156918 -0.61243598 -2.74857982 0.3370216 2.99082718 -2.01205145 1.80963443 -0.50307409 0.59004644 -0.08218928 1.73716986 -1.6399999 0.65603816 -0.89975968 -0.1885828 0.02359097 -1.39160086 0.28588639 0.98801016 -0.66222469] Distance 4.548422927286879 Each least square approximations [ 9.53998593 1.5395557 -0.22597681 1.09622779 -1.08317488 2.77036544 1.02225767 0.06797961 -1.1745333 0.11951585 2.64293198 1.20283515 1.49261429 1.36990456 2.74433481 -0.21709503 0.95849091 -2.5174532 1.06319871 1.87483993] Distance 8.360774284549159 Each least square approximations [ 6.53572099 0.93042811 -0.93332404 -4.24536077 -1.22248278 -0.39176532 -2.58452191 -2.12349317 -0.24045219 -3.40780187 1.26231518 1.77203285 0.90325099 -0.32552265 -0.1235715 0.6156511 0.39247066 -1.04824984 0.77385733 0.11610986] Distance 10.627648882699157 Each least square approximations [ 8.74870317 2.82574448 -6.33115292 -3.03050234 -0.83260827 -0.58027676 -1.09145397 -0.73133733 0.54399473 -1.01137802 1.61781324 2.50355044 -0.55472239 1.57033002 1.21232372 -1.17097007 -0.26394191 -1.08530176 -0.39389493 1.54394553] Distance 7.189720235566204 Each least square approximations [-7.90900009 2.41759706 -1.96254519 3.03533796 -1.85788639 0.1409965 -0.77734193 0.91151616 0.83153087 1.25940554 -0.4966046 -0.79412199 -2.04904999 2.57076292 -1.24843706 -0.39582282 0.82428593 -1.20156301 0.98501536 0.10898666] Distance 10.13378873581137 Each least square approximations [-5.03956098 4.15265183 -5.53643375 4.52269786 1.10213158 -2.38182817 0.88937806 2.95561783 -2.72525031 2.23804296 0.79005405 -1.56010826 1.67073642 -0.02475978 0.53357244 0.81170186 -0.710895 2.01410552 1.91823782 -0.66424425] Distance 9.730006979107682 Each least square approximations [14.48356531 -2.96689476 -2.94465005 -0.4152419 -0.57964853 0.6012454 1.01720506 -0.53656968 -0.40488729 -0.58300185 -1.00843957 -0.18292981 -0.28824351 -0.02990817 0.48488139 0.52548448 0.20278821 -0.15702299 -0.56320836 -0.15822774] Distance 0.86678880249726 Each least square approximations [10.92271565 -1.82412689 -4.13228379 -0.91492789 -0.72152466 0.21871064 -2.66718928 -0.48460074 0.24195034 2.0304993 1.57301332 2.25685948 2.50839512 0.23412874 1.16009621 -0.80547194 -0.4770731 0.25539538 0.4436543 0.83892476] Distance 7.937320883342149 Each least square approximations [-9.30673691e+00 -5.13299428e+00 -4.04564984e+00 -1.24673706e+00 7.74418945e-01 2.54698488e+00 1.07838813e+00 9.38675610e-02 2.25140525e-01 1.26688396e+00 1.04589860e+00 9.14177563e-01 -1.39448543e+00 -1.13127144e+00 9.11683034e-04 2.29015688e+00 -2.70659295e+00 9.04463541e-01 1.41470158e+00 -1.92758325e+00] Distance 8.227397341377733 Each least square approximations [-10.3610806 6.90894916 2.04096982 -1.73683423 -4.06335387 -2.71287187 1.81820802 -1.42227821 1.53305509 0.02969387 1.53690047 1.17784744 1.30590677 -1.0526711 -0.21546758 1.12091271 -0.22396763 0.61224003 -0.01127428 0.31708135] Distance 5.526197016490194 Each least square approximations [-9.49023792 -1.97852448 6.23615764 -0.09731252 -1.85546702 0.02889487 -2.17443834 0.28433887 -2.75013733 -1.47627919 -0.94891833 -0.58034407 2.42503259 1.10325226 0.67254199 0.63364832 0.40264407 -0.68725443 0.24176359 -0.49719505] Distance 8.470284932179043 Each least square approximations [ 9.89026712e+00 -2.81869278e+00 3.78673009e+00 -2.90652948e+00 7.56010933e-01 1.76472196e-03 -1.83728198e+00 5.90722567e-01 1.53013627e+00 3.50105369e+00 -3.17580042e+00 6.16080911e-01 4.81428249e-01 -4.01992252e-02 1.57083150e+00 2.56314986e+00 -4.00649114e-02 -2.98831589e+00 4.57824204e-01 6.49836874e-01] Distance 7.4836177193795885 Each least square approximations [10.49746329 4.31142396 1.46462939 -0.29941669 3.41655114 -1.23622961 -0.40923302 -1.20993305 -1.24486923 -3.33485105 1.3293745 -2.0257644 -1.61943128 -0.1195836 -1.70107634 -2.49016404 -0.1228162 -0.34895545 -0.81717893 -1.03801072] Distance 7.398689103838438 Each least square approximations [11.1831725 -5.24719288 1.61483664 -2.06308396 0.52526515 1.83898478 -2.67611616 -0.43023353 2.99884649 -0.04251992 2.2575963 -0.75170629 -0.65286337 1.19007558 -0.5743271 -0.2766247 -0.37592731 0.65324254 -0.86240658 2.08771916] Distance 6.301398609165851 Each least square approximations [-11.49262743 -4.70588719 -0.09969073 1.23208215 -2.9573265 -1.02420691 -2.14660205 -0.76105073 -0.3930282 1.2419324 0.74654576 0.51643017 -0.52662879 1.84489176 0.53520719 0.82130027 -1.48370937 0.48017751 -3.01399253 0.45306289] Distance 6.567229035412115 Each least square approximations [-7.6131743 6.3484142 -1.62759008 1.97130363 -3.424367 2.12212764 -0.75965733 -0.95960375 -3.74241207 2.02107573 -2.40244235 -0.87029022 0.91529719 0.8998342 -1.2591093 1.06154407 0.63702793 0.30935109 -1.23959937 -0.36552366] Distance 7.327966507041273 Each least square approximations [ 5.48445107 -2.20063771 1.42152752 -2.82057005 -0.62737394 0.23882638 -3.90887003 -0.95499703 1.09690648 -0.969456 -2.67879624 -0.15070284 -0.39372648 1.45649613 0.15206459 -0.64080258 2.30611909 0.24556379 -0.96778933 -0.39088843] Distance 11.283417191078142 Each least square approximations [ 7.38870926 2.93102391 -1.1547621 -0.51438614 3.48611897 0.55253248 -0.92724708 -0.58590899 1.51675047 2.97693829 3.82179054 -1.2301618 -0.55616935 -1.79406752 1.66627938 1.84015569 -0.39784461 -0.50317809 -2.40868772 -0.63868418] Distance 9.237871017997469 Each least square approximations [-9.99941461 -2.127384 0.69306487 -5.23416176 -2.05495364 -0.875997 -0.23457762 0.14148779 -1.25191053 -1.13798226 1.11148737 3.35887305 2.14111345 1.37736184 0.42385013 1.49806509 0.27741988 -0.36748676 -1.3491478 1.26698869] Distance 6.480503845339728 Each least square approximations [-8.11891007 -0.96462972 -3.20971802 -1.43542449 0.74259536 -0.95864231 0.17546298 2.93715659 1.16198509 1.98727651 1.44669266 4.1221892 -0.9364619 -0.71202318 -1.79541326 0.29898223 -0.92310228 1.57578466 -0.5790599 0.33079612] Distance 9.229076671063488 Each least square approximations [-9.89102126e+00 -1.73617182e+00 -2.50156770e-01 1.48493891e+00 -4.40914007e-01 -1.65439964e+00 2.64801965e+00 9.99841281e-01 -9.07251540e-01 -2.13927177e-03 2.06813988e+00 2.00016234e+00 7.57945993e-01 -2.31169138e+00 5.91951337e-01 -3.60049257e-01 -7.38976202e-01 -2.95886821e-01 -9.00166039e-01 -4.31938424e-01] Distance 8.728590466319181 Each least square approximations [ 7.5429037 -2.46044152 3.56271454 1.29330661 -2.24019912 1.55690678 0.90194516 2.55668625 -2.6087985 -1.24615323 2.39411294 0.32141109 0.51439093 1.45709906 -0.29241436 -1.48646304 -0.81212464 -4.91442149 0.59633493 0.73597123] Distance 8.407331642149018 Each least square approximations [ 7.48035977 2.49415631 -3.45681184 -1.3880195 -0.59536802 -0.10434909 -4.32056289 -0.49361125 1.084299 -2.44826236 2.66216201 -0.24310012 -1.01497237 1.1190386 1.59601704 1.98039463 0.3110621 -2.05876143 1.03700467 -1.9731971 ] Distance 8.926076783219989 Each least square approximations [11.39429565 3.85651113 -4.07706478 1.38495976 -0.4476074 1.91540663 1.10832125 -1.37770333 -1.91757258 -0.59516403 0.88070121 1.69844895 0.93828915 -1.32905835 0.67021182 -0.10337144 -0.53740687 0.8228386 -0.45329019 -0.09945439] Distance 5.015694987630798 Each least square approximations [-9.28502855 2.55073043 -3.23328506 0.39026199 -1.61546099 0.02013115 2.57117812 0.02774102 3.39107553 1.45418386 -1.90075308 -0.91746164 -0.08313238 -0.69284721 -0.84158834 -2.41734039 0.6702668 -0.84106748 1.01004743 1.39548733] Distance 8.099238043376499 Each least square approximations [-4.45543973 2.48611161 -0.76527802 5.30635273 -1.19164812 -3.24962251 -0.30572557 2.75203052 -0.11677025 3.13325318 -0.46411834 -1.16232136 2.29526455 2.84087901 -1.53545322 0.38261277 -3.10068953 0.53562687 0.16342021 0.31876852] Distance 9.958208397691426 Each least square approximations [ 8.03227072 -2.61374297 0.31911539 -1.26332377 -0.23918479 0.06980562 -2.1458771 0.26505541 2.18710302 0.70078041 -2.737756 -0.12432113 -1.33313512 0.88404656 1.46150021 0.57092727 -2.12143359 -0.27058716 0.93274739 -2.03673345] Distance 10.279859704003288 Each least square approximations [10.38946267 -1.11189378 -0.04494082 3.22891864 -4.09940383 -4.43913063 -0.34777642 0.78967009 2.12113977 -1.77755678 2.79520482 -0.07167952 -1.57488633 -2.27881148 -0.47677039 -0.36260002 -0.45306391 1.4739322 -2.06046913 0.07645795] Distance 4.884504496770986 Each least square approximations [-5.9732157 -4.06555938 -0.91001215 -1.68150124 -3.03422297 1.08727518 2.71932814 2.56661135 -0.71004718 -0.62736489 2.34492375 -1.37721591 -3.35707676 -2.06314595 -1.38739539 1.64107601 -3.7305426 0.91669577 -2.24313755 -0.40541855] Distance 9.068182927248268 Each least square approximations [-5.27225515 4.39165704 2.45895447 -2.39687068 -1.61166229 -0.89251838 -0.05006597 -1.69526688 0.77624058 1.64607096 1.55273141 3.88104842 -2.25829276 -0.59654391 0.3669383 0.87317709 2.5704383 1.21403703 -0.25593841 -0.77223988] Distance 10.480023703161176 Each least square approximations [-6.13872999 -0.44920871 3.21688342 3.24155143 -1.72990921 1.26278944 -1.380312 0.81874143 0.31004777 -1.90944488 -1.05793988 1.29536659 3.16948709 0.39128013 -0.14993403 1.41046865 1.30102152 1.09269547 0.57521317 -1.18804488] Distance 11.026057669997527 Each least square approximations [ 6.59205738 -1.88963571 2.50600681 -2.02244716 -0.37735152 -1.78658107 -0.45481752 3.94935079 0.7246924 -2.82600355 -2.64361578 1.84435789 -0.60060528 -3.26801976 2.77202525 0.22572536 0.04947674 -0.06228498 -0.4136794 0.6600648 ] Distance 9.799589436911106 Each least square approximations [ 4.96573119 3.19638376 -0.71084589 -0.86866264 4.81460835 -1.35413474 1.90849721 1.80364113 2.16145572 -3.8542976 2.92791304 -2.14432319 -0.04088004 0.99394906 -1.40056089 -0.90266993 -0.42844742 0.72194143 -0.71194917 -0.36474244] Distance 10.247130278869825 Each least square approximations [ 7.65206964 -1.84401987 1.40689124 0.61347132 2.39971425 1.54798479 -2.94719625 0.63024404 -0.7407138 -0.07470469 4.39884782 -0.18487269 -0.3909056 -1.21726763 -3.22742751 -1.0470305 0.61767414 0.09552774 -1.39286731 0.17304041] Distance 9.688297447538751 Each least square approximations [-5.57089647 -3.28084684 0.18141665 1.73974842 -1.96071917 -0.90099212 -1.35510972 -1.42630611 1.49411354 1.63280016 0.66560644 -0.44601086 1.89815713 1.51023552 -0.41795278 0.36235711 -1.17398592 1.3988736 -2.42935908 -0.24271715] Distance 11.681017823987641 Each least square approximations [-6.57075495 0.73336992 0.17700045 4.09214053 4.68737815 3.14950246 2.44492277 0.10849955 0.29339769 1.26534436 -0.16217448 -0.61842899 -2.4344875 -0.31570018 0.97578245 2.7735082 -2.39049405 -0.49715773 -0.30159729 -0.1916987 ] Distance 8.968751521734497 Each least square approximations [ 5.2925226 -1.1909727 1.48336529 -0.19116138 -1.20037576 0.5994939 -2.15895241 -2.27427946 -2.53218174 2.19478306 -1.71581336 -0.35712999 -0.83378317 -0.06974234 0.32835796 -1.54436242 0.33242274 0.97701506 1.75940412 -0.93828953] Distance 11.654623954800506 Each least square approximations [ 5.65999839 -0.46621819 -1.68645333 2.41879075 3.84375455 -4.1692022 -0.42371277 -0.06384928 0.26026184 2.96199051 -0.78489427 4.12023826 -0.90864699 -0.17207827 -1.4898344 -1.52439371 1.12195251 -2.29306316 -0.41562448 0.31031366] Distance 9.474096811375922 Each least square approximations [-5.34458486 2.02920909 -3.86565317 2.49087438 -5.49850351 2.34812344 5.43534572 -2.55125229 0.74166953 0.93173558 1.22786603 0.12979133 1.31972885 -0.14223352 0.75871636 1.9401605 -2.63427895 0.77345273 -1.31670507 -1.34720992] Distance 7.476939653221623 Each least square approximations [-3.59591487 2.03781285 0.48134489 -5.65470446 -0.34977925 -2.41963029 -2.40559345 0.29787994 0.6859704 -1.7923644 0.87474076 -0.31619158 1.56040106 -2.47304077 -0.10095045 2.5048395 1.50478258 2.11148216 -0.39330339 1.47810329] Distance 10.58657935882322 Each least square approximations [-6.99791929 8.94317003 3.86697269 -0.37460726 -0.97275412 -0.0333732 -1.93963369 2.50422585 -0.90775537 0.48268142 2.42696944 0.61391611 0.1126818 1.52018139 0.5979107 1.47574574 0.47230722 1.5286695 1.10667805 0.4404761 ] Distance 5.520615403623226 Each least square approximations [ 6.52470232 0.40506282 -2.7023076 -2.52076955 -1.08700398 1.96102173 -1.67682452 2.90554002 -0.48368846 0.57571641 0.68211614 -1.35155219 -1.0264931 -0.77084973 -0.29653705 3.01121205 -0.97998812 -0.16936678 0.38308699 2.22822511] Distance 10.451291842971159 Each least square approximations [ 4.04618270e+00 1.90321502e+00 -1.17308792e+00 -2.50121595e+00 9.36921575e-01 1.88035947e-03 3.45439663e-01 -3.63473495e+00 2.80244380e-01 -1.30005000e+00 1.59304115e+00 6.81946640e-01 1.35688567e+00 -6.17070573e-01 -2.29716641e+00 4.57120108e-01 5.59218772e-01 -2.07773404e-01 -5.93413940e-01 1.52743170e+00] Distance 12.012894938530554 Each least square approximations [ 4.51634386 -2.71052242 -2.28257878 -0.76386032 1.45042679 0.78973603 -2.07083271 -0.39452316 1.07278111 2.5888035 0.61999082 -0.00805627 0.94496275 0.51999739 -0.13985129 0.23349805 -3.53072872 -2.74678248 -0.44153114 0.83295911] Distance 11.42720116610115 Each least square approximations [-3.98854296 -2.69602333 0.14064779 2.88526406 1.35345434 -3.52647842 0.30754474 0.97872419 -0.1823649 2.49338466 0.0170428 -1.55437718 -2.0927126 2.0701522 -2.62428874 -0.13275213 2.62542633 -1.38770162 -0.81710222 -0.01686832] Distance 11.004545874832138 Each least square approximations [-6.50724401 0.01084378 1.27178761 0.71326613 0.20860696 2.79681056 0.49953922 -0.89726451 -1.41699608 0.81997492 1.74910222 -2.03629262 0.48703015 1.34392997 -0.6475337 0.9390011 -2.77218128 0.49464437 -0.96680558 4.16472193] Distance 10.081434684059362 Each least square approximations [ 2.74796157 -1.69039208 0.83239808 -0.30143747 -1.78472544 -0.56045237 -1.29030092 -2.1506162 -1.25066746 1.32025656 -1.93741246 0.40365456 -0.81687217 0.87897193 -0.00732669 -1.67332564 1.00784046 1.16515446 1.71962507 -1.70329113] Distance 12.401157379616027 Each least square approximations [ 4.55121944 2.10402818 0.16566704 3.49468071 2.50575522 -4.02148581 -1.72125115 -0.42156645 2.11238835 2.69642974 -0.17109243 -0.29142952 -0.59465603 -0.87317673 0.40243296 0.18051033 0.86445971 -0.72592984 0.86495735 0.63274481] Distance 10.766291788874078 Each least square approximations [-4.93531697 1.73358604 -0.42231811 -2.26900379 -4.84953238 1.31221064 -0.4897215 0.5412294 -2.08972395 1.38224199 -0.63173064 -0.84981708 1.32157189 0.06721529 -1.04448177 -0.09966759 -4.55923785 2.15219865 -1.11252922 0.58680501] Distance 9.93742595864876 Each least square approximations [-3.53172188 -0.72954215 -0.88437242 -0.1482106 -0.54692875 -3.47039911 -0.83753983 -0.037093 -1.22180181 -0.21182565 -0.41226106 1.73905454 -1.14886565 -2.7126502 -3.11873799 1.79108192 2.35192143 1.49998368 0.75178682 -0.72749745] Distance 11.50609131254013 Each least square approximations [-8.1594773 3.519668 -3.99003645 5.81699322 1.31747229 0.01475171 0.14275397 -1.18542537 0.12824136 -0.55044421 0.97471721 -1.66603145 -0.90581623 0.56946234 0.57740023 1.78975948 -0.88311761 1.18551814 1.27013753 -1.51707844] Distance 6.9104755679132 Each least square approximations [ 5.82794186 2.64464615 -2.45214787 0.3608005 -1.9553284 1.36551216 -1.1705157 1.8774288 -1.56060698 -0.83467552 -0.22558338 0.17170114 -0.2706194 0.21249137 2.93783077 -0.47600975 0.05371041 -0.63459882 0.95797615 2.15784226] Distance 10.89095358282353 Each least square approximations [ 2.80593139 0.02175029 -4.52673642 -2.53177793 0.7808588 -0.04413916 0.13531014 0.46684513 -1.27298457 -2.06977944 0.31762666 0.6992353 1.68926691 -0.73151317 -0.81099576 1.11521415 -0.08039131 0.18017404 -0.24825663 0.34513576] Distance 12.117708409465651 Each least square approximations [ 4.55167321 2.68910618 -2.81577229 -0.45637627 -1.33075148 0.19438295 -2.91531176 -3.61109809 0.13740836 -0.69919358 2.62402319 1.54023002 0.24470581 0.6583668 -1.57340311 -0.1062544 -2.71992751 -1.48626835 0.47770729 -0.69669959] Distance 10.581393428065011 Each least square approximations [-3.44032512 1.6608915 -2.24825334 0.21983553 -1.68586464 -1.19701002 -1.18153795 -0.43214679 -0.21165353 1.2496359 0.42218712 -3.35398528 0.30287358 3.09685673 -1.98995559 0.77077173 2.33775631 -0.773537 0.94664186 0.64535508] Distance 11.58725897894665 Each least square approximations [-4.87962652 4.04845107 -5.73962898 4.62701485 1.19069961 -3.16608801 1.11317251 3.01019073 -2.4503009 2.23980318 0.60137439 -1.57375379 0.97404201 -0.30697849 0.42932526 0.5597479 -0.97048306 2.06172497 1.2995064 -0.20214651] Distance 9.757828690423118 Each least square approximations [ 1.46273187e+01 -2.08173923e+00 -3.22406923e+00 -1.50972486e+00 7.18783916e-01 -2.85237571e-03 6.01581372e-01 -6.55881765e-01 1.37354182e-01 2.18881703e-01 -6.40826634e-01 -3.59241880e-01 2.37966240e-01 -9.90595661e-02 4.21717520e-01 1.31512814e-01 -2.35081124e-01 1.83955097e-01 -3.82403262e-01 6.92422823e-02] Distance 0.6705983834413644 Each least square approximations [11.16134065 -2.28515002 -4.08765045 -1.12412955 -1.03940795 0.34489109 -2.84470145 -0.29510971 0.20042125 1.60618953 1.14923718 2.61608105 2.47781193 0.62714391 1.26258516 -0.62030153 -0.62157439 0.14690593 0.63050914 0.76034872] Distance 7.483574986143508 Each least square approximations [-9.15138896 -5.13170131 -4.46882543 -1.01182287 1.11877215 2.54157189 1.07687328 -0.19677658 0.52122292 0.79877383 1.05196615 0.63221004 -1.49366717 -1.39452874 0.06748834 1.7927283 -2.7947228 0.77176932 1.09701132 -2.19496782] Distance 8.343195124261802 Each least square approximations [-10.62049578 6.73875247 2.27251889 -1.38376408 -3.89630032 -2.62494545 1.14219285 -1.63082839 1.6147183 0.17143686 1.25858627 0.96877333 0.85106198 -0.9164242 0.02610917 1.17996144 -0.21365289 0.68199221 -0.43701729 0.15422593] Distance 5.8025971566261045 Each least square approximations [-9.27696702e+00 -2.03129161e+00 6.57656643e+00 -1.24365937e-03 -2.09540261e+00 4.08859061e-01 -2.34374200e+00 -8.49590747e-02 -2.12752576e+00 -1.45609275e+00 -9.04886132e-01 -5.43543936e-01 2.08033061e+00 1.25442366e+00 5.17107449e-01 6.76287859e-01 4.23615645e-01 -6.14359910e-01 1.89351395e-01 -5.95970204e-01] Distance 8.660256186107834 Each least square approximations [ 9.86238993 -2.71127411 4.26834916 -3.17275729 1.13826273 0.27644792 -2.24769089 0.53773723 1.33960723 3.36140836 -3.22439398 0.0977218 0.19208824 -0.8323924 1.41067573 2.22692543 -0.26172879 -2.98014877 -0.06363439 0.63778447] Distance 7.326450800515656 Each least square approximations [10.50961703 4.48240605 1.89577793 -0.3048406 4.00834483 -0.76848317 -0.17882262 -0.89367419 -1.43315165 -3.22919788 1.1506797 -1.84730129 -1.60351226 0.02217894 -1.59522265 -2.42769696 -0.33841513 -0.34147051 -1.22600132 -1.17622462] Distance 7.125135162652456 Each least square approximations [11.03605831 -5.44732103 2.10509614 -2.47784188 0.09803347 1.68934498 -2.51761291 -0.30816812 2.52987759 0.54978146 2.73066166 -0.86556591 -0.97200513 0.9075045 -0.82204355 -0.03312258 -0.74031616 0.75542846 -0.77560986 2.11424276] Distance 6.241230801703498 Each least square approximations [-11.29708588 -4.93068032 0.60774798 1.23685339 -3.16135549 -0.41881068 -2.14070574 -0.55350073 -0.27965351 1.3832001 0.53514693 0.27751854 -0.62905057 1.73272201 0.48140544 0.6188218 -1.7016423 0.66449467 -2.75926343 0.47523548] Distance 6.8844065781108865 Each least square approximations [-8.36362085 -8.86751661 -1.15058401 -0.11096364 -0.71157158 1.44851577 -3.34112388 -1.28848118 -0.29171433 -2.3559257 -1.41837549 -1.0293879 0.73464902 -0.15041221 -0.87871496 -0.13289615 0.3404673 1.36955268 -2.2846803 -0.29119019] Distance 4.13564299575938 Each least square approximations [-0.27931358 2.22244639 0.51468707 -1.01812668 -1.21264953 0.36816509 -0.98614896 -1.77354641 -4.91593637 -1.44100891 -3.30787625 -0.72480438 0.61657379 -1.65601715 0.60238821 -0.63478238 0.52807965 1.00497669 0.47388717 -0.15133214] Distance 12.026134722040267 Each least square approximations [ 1.91898727 3.32564455 -0.38580929 -0.8588403 1.04279602 -3.86409332 1.29652708 -1.94788628 3.6442342 1.28680362 1.79893412 -1.27548463 -1.31846083 4.28541823 0.87072757 -0.34589643 2.00320998 -2.55508895 3.6384659 0.20625458] Distance 9.903553104358844 Each least square approximations [-3.43698129 3.54332237 1.04965654 0.98897003 -0.74234389 0.75807577 1.51608661 1.5106039 1.56159237 -0.17423009 0.97496298 -2.33319126 1.33149664 -2.02601306 -2.11835122 -0.44357791 -0.87689941 -1.07823422 -0.07773944 0.81909988] Distance 12.067234825408216 Each least square approximations [ 0.04875115 -0.67869658 -0.14126711 1.03631452 -0.71701067 -1.97699929 -1.57688384 0.29596675 -1.96233309 0.5663589 -3.45433326 -0.11361066 2.21361965 0.44316978 2.70265589 1.03992901 0.63797081 -0.11469028 -0.18217828 0.57577769] Distance 12.683375038284693 Each least square approximations [-4.34277448e+00 1.34659856e+00 -5.07220576e+00 1.21165551e+00 7.12800722e-01 3.52369912e+00 -3.08755976e+00 2.34589132e+00 5.16035199e-01 2.37813876e-01 1.06824879e+00 4.86265029e-01 2.88269763e-01 2.82189526e-01 -6.99276009e-01 -4.21460549e+00 8.66842268e-01 -2.06762166e-03 -2.97444073e-01 7.30493194e-01] Distance 10.123634045589487 Each least square approximations [ 2.50467095 6.92848618 -2.0272756 -4.70749739 -0.52272353 0.60821946 3.005465 0.2326619 -1.37243793 -1.18354286 1.92632916 0.14505272 0.19146101 -0.05344755 -2.20821264 1.32819276 1.32206276 0.86497241 1.40996537 0.44482493] Distance 9.54725456562601 Each least square approximations [ 1.64953357 -0.29501152 -1.64592734 -1.35615642 0.02726282 0.20407394 -2.76337071 2.26768659 0.29059227 -0.46615205 1.25157748 0.51477774 3.30438201 -3.09607257 -0.13816048 2.81853074 1.55911464 -0.73679908 -0.46253744 2.21490223] Distance 11.87156459207844 Each least square approximations [ 1.65184615 2.95541856 -0.73922297 -1.99118573 0.29278412 -2.5869246 1.01880372 -3.71394223 1.77106629 -2.44380639 -0.59757423 -0.13856712 -0.66031051 -0.07929364 -0.23852941 -0.46860342 -0.15164117 -2.42323821 0.68147241 -0.42926625] Distance 12.061278168611162 Each least square approximations [-1.0470683 0.53849937 1.54487883 -1.31340018 -1.45405324 -0.06227868 0.82918221 -1.15256543 0.92782238 0.72214439 0.3883209 -2.04275248 0.83918147 -0.70111512 0.85267091 0.42207544 3.12637483 -1.66577361 -0.0209317 -0.07631271] Distance 13.031169365090118 Each least square approximations [-8.34760662 -1.10628147 -2.74829997 -3.86597914 0.78610995 1.54763885 -2.11257488 3.02013864 -1.82864384 1.85218615 -1.18972808 1.26573209 -1.80546535 0.81932174 -2.99075809 1.67805477 -1.09060169 1.85992856 -0.13861861 -0.33835149] Distance 7.330973000934145 Each least square approximations [ 3.40223494 1.29553449 0.29836843 -0.55302673 -0.02267691 1.55883347 -1.41075501 -0.79631409 -2.45325553 -0.62984897 -1.31077489 -0.2072945 0.40230947 -0.64442491 -0.10523368 0.13774132 1.99780563 -1.07050765 -1.56686332 0.84260978] Distance 12.578666599287155 Each least square approximations [ 4.72474182 2.04175761 -2.59638047 -2.55012943 2.21295849 -0.66510994 2.62863832 -1.36507943 2.85524843 1.89812805 2.5507529 -3.54286516 -0.29840399 1.81279417 -0.76495214 -0.01108979 1.52204704 -0.85638138 1.23264076 2.72376485] Distance 9.664388223258634 Each least square approximations [-8.89321064 4.20580047 1.84271561 1.75662323 -0.25026614 -0.23300783 -0.45826091 1.50367093 -1.49724235 -3.0552319 2.56608166 1.34964798 0.63230191 -0.94930933 -0.06716765 0.09837392 0.14469536 0.12673276 1.53388503 1.09902426] Distance 7.954200090236296 Each least square approximations [-5.38132013 -0.78992035 -1.0929643 1.08821433 -1.04726455 -1.26929324 -2.21144115 0.23214524 0.43548985 0.48359992 0.51148188 1.41245429 -1.38355126 -2.22147236 -0.43269116 0.36479887 -0.49820448 -0.35446115 1.36838825 -0.17014297] Distance 11.927840517023354 Each least square approximations [-7.43581501 2.03011471 -4.27064319 -1.82077744 -1.85738504 3.68688333 -1.03154657 -0.42387726 -1.64586154 -2.31903872 -0.10794957 -1.29350945 0.14070877 -3.45926495 2.76788901 -1.58631732 -1.36964375 0.07517098 -0.66707493 1.89457432] Distance 7.543690690521441 Each least square approximations [ 5.08784772 3.17041864 -0.46323246 -1.92801677 1.90746444 4.11046272 2.64371905 1.02046071 -3.91357058 1.37626607 -1.01198955 1.20601603 -0.14371238 1.86547033 -0.479874 -1.85750942 0.28535141 -0.38402823 -1.10605761 -0.61440647] Distance 9.842642993127306 Each least square approximations [ 4.83328829 2.62096228 0.01155246 -1.22566064 -1.7485378 1.3353005 -2.40351684 3.47371102 0.79205075 -0.56698602 2.53953903 -0.38949959 0.40035533 -0.94087937 0.70889757 2.70618563 2.00238695 -1.44339426 0.26658046 0.04099234] Distance 10.817042871883098 Each least square approximations [ 6.79908809 5.92773894 -1.46813617 -4.30530328 1.40996571 -2.8279605 0.22541986 -4.40137426 1.41659745 0.32788406 -2.10409187 -4.42634776 -0.30590726 1.18521001 -1.22526249 -0.70249126 -0.32341133 -0.6416236 -0.13537472 -0.87530242] Distance 5.623079023523509 Each least square approximations [-6.35863701 1.9994677 0.48486138 -2.78532945 -0.79864774 2.5830356 -1.0418459 -0.63658198 2.78538689 0.74539812 -0.76592913 -1.51573969 0.87782991 -1.56763314 -1.33297969 -0.91973655 2.89361045 -3.31019726 -0.94313773 0.37949733] Distance 9.766020665440848 Each least square approximations [-7.25458664 0.33326573 -1.2748861 1.8373462 2.55697221 4.83362343 -0.55046652 0.76184978 0.65252339 2.70120252 0.99563871 -1.09010592 -0.95513828 -2.05324478 0.44401661 3.88292808 -1.30161049 -0.33130354 0.11792846 0.51976357] Distance 9.445706290886609 Each least square approximations [ 4.90905728 -1.09015122 -0.16509711 -0.15903753 -1.09632117 0.57640984 -1.2848575 -1.38826946 -4.22423723 0.3163839 -2.95211682 -1.3802558 -1.05313052 -1.19872178 0.58961211 -0.5442583 0.59255332 0.62394221 -0.20840008 -0.63800516] Distance 12.11375627554358 Each least square approximations [ 5.8752074 2.55411446 -1.67160586 1.15320579 2.41459427 -3.332012 0.25594222 -0.24018439 1.27808629 3.01415255 1.06352655 3.36102534 -1.06266638 0.90366587 -1.04809773 -2.81757096 0.52963687 -0.46250378 -1.63037989 0.63991114] Distance 10.498932342548768 Each least square approximations [-8.62883922 3.92432761 -1.3691321 1.80230297 -5.43817588 0.30154395 3.19072506 -2.27461874 -1.19077158 2.54713563 -0.95696169 -1.77792928 -0.12187963 0.72619149 -0.16832144 0.48114409 -1.86266112 -0.61566071 0.02958736 -1.80135846] Distance 7.089574139007885 Each least square approximations [-2.96325211 1.08203954 0.58985894 -5.09218919 -0.42492775 -1.88859347 -1.65025362 -0.56690958 1.13678694 -1.80870729 1.05596391 -0.1481758 2.04946858 -2.62500383 -1.02069033 3.16992125 1.33657162 1.08185861 0.98258659 0.04622928] Distance 11.632367380158914 Each least square approximations [-8.39726986 8.91763508 -0.378689 -0.56850001 -1.17619429 -1.24216998 -1.13360116 0.01937682 0.11197369 -1.37431421 1.15234819 0.85670491 3.89162342 0.68357635 0.86230769 -0.4426677 0.48966228 -0.51857319 0.79634468 0.3642293 ] Distance 5.79943206939123 Each least square approximations [ 6.31239578 2.27245458 -2.67285351 -1.50742049 -0.52238842 2.04768242 0.07603241 2.12204729 -1.02953702 2.19992153 1.4883843 0.60365077 -0.81147836 0.08582248 2.26362457 2.00564273 -0.89757042 -0.62637511 0.54034308 3.78490368] Distance 10.612803251864605 Each least square approximations [ 4.84139704 0.94152251 -0.51557443 -1.58047998 -1.01765437 -1.38416535 -1.08139687 -2.45396329 0.74560762 -0.80658576 2.59872802 0.21547602 0.03853872 -1.7969456 -2.40781086 1.51540145 0.13042442 -0.46633999 -1.83445205 1.02463072] Distance 12.203597545237672 Each least square approximations [ 4.58097284 -0.23392172 -4.98877742 -2.32720096 1.7297911 -0.09882754 -2.03378404 -1.56844789 1.9786354 -0.13205304 0.53129502 -2.16823361 1.09867016 0.57659642 0.28213819 0.2064395 -3.71950437 -2.88916228 -0.38634853 0.95391892] Distance 10.741482367933067 Each least square approximations [-4.44914631 -1.15469823 1.02549096 1.65411854 0.49838738 -3.10239624 0.54966871 -0.13879642 0.12371474 1.83615249 0.21089055 -0.65418068 -1.38721871 1.01970954 -2.49112786 -0.88176257 3.20499311 -1.89452609 -1.56885228 -1.37620016] Distance 11.958542609091992 Each least square approximations [-11.53513118 -1.46681476 5.49541453 -1.02599849 3.7021862 -0.52351911 -3.47455144 -0.75828773 0.39733538 -0.47317456 -0.76084881 -0.28166827 -1.36213535 -0.41976049 -0.65542355 -0.39835236 0.79834989 -0.27291752 -0.20101859 0.07031626] Distance 4.036108568809077 Each least square approximations [ 0.77173473 -0.81410673 0.48453424 -1.29523663 -1.98380841 -0.25114658 -1.8355446 -1.29353289 -2.42124339 0.63619714 -3.66046601 -0.09641683 0.21832103 -1.31442049 0.87802698 -1.00879559 0.22924823 -0.3914802 2.31452096 0.42525189] Distance 13.137853118427543 Each least square approximations [ 3.89689931 2.66848874 3.7054744 -0.32008414 2.23025578 -4.9380927 1.69371169 -2.36317832 0.61666349 5.17896418 2.24554078 1.92096113 -2.04108769 2.04337867 -0.11092364 0.42407871 4.85842859 0.04571338 1.96889182 -0.22345848] Distance 8.236830640446472 Each least square approximations [-4.66113416 1.71268531 1.3874547 1.48169019 -6.49399065 1.34786222 3.01292778 1.3126551 0.8603936 -2.80819834 -1.97039658 0.63796364 1.09311546 -2.78253353 1.00017443 0.0663421 -0.85640061 -0.55572553 -0.3158649 -0.52313774] Distance 10.29345225561372 Each least square approximations [-1.7327493 -2.97192671 0.59332101 -2.29461433 0.1382739 -4.67998609 -0.19922483 2.93727116 -0.98359629 -2.2730591 -1.22317748 0.03553418 0.43277848 -1.23346587 1.11333932 2.06010045 1.26999792 1.81831143 0.8425444 -0.06626145] Distance 12.054044233326952 Each least square approximations [-5.22026783 5.01045025 -2.08934839 0.34519373 1.47823194 4.820598 1.56027785 4.38475216 1.42472515 -0.28253931 2.16974183 -0.01762362 2.69698265 -1.99229717 0.05957551 -1.59758668 0.56477885 0.59309059 0.01504246 1.46442683] Distance 9.297408363429158 Each least square approximations [ 5.88302835 7.29487542 -3.63033056 -0.17511222 -1.13711826 -0.75177909 2.3173797 2.77417935 -3.75984983 -0.48979331 0.19467276 -0.82096422 0.34169913 0.19181912 -1.57018495 0.23295949 -1.04335305 0.84766607 -0.23266071 -0.03791495] Distance 8.84387310991307 Each least square approximations [ 0.9820045 1.08842818 -3.72668272 -2.4368398 1.15223128 0.57474408 -4.76034203 -2.2306617 0.1077549 -1.60573059 1.63209137 -1.81940243 1.6378475 -0.54563241 -1.48279701 4.18785888 2.21227065 -1.61309105 -1.42286621 0.87279132] Distance 10.998384786037162 Each least square approximations [ 2.64075844 3.75202529 -2.29403855 -2.4459514 3.5657739 1.70331353 -2.97422129 -4.11418118 1.74996548 -0.96966578 -1.25726158 1.31571035 -1.00522628 0.44376334 -0.76775795 0.93733984 -1.56652793 -1.88775047 0.43418584 0.53642751] Distance 11.118866430801402 Each least square approximations [-1.75434737 0.354438 -1.77351399 1.48839397 -1.08385967 -2.4976214 2.81924672 -0.40797368 2.31498295 2.82892109 1.61238055 -1.6362669 0.72491503 -2.13726174 -1.95637502 2.08112369 1.32051221 -2.18637377 2.43074966 1.43187952] Distance 11.972168363726244 Each least square approximations [-7.55185602 1.4952416 -4.17808705 -0.30656746 1.37812196 3.18961191 -3.76902307 1.79069364 0.07012824 4.72396415 -1.56671402 0.79995987 -1.27068224 -1.20320521 1.20823196 1.7419897 0.15549747 1.56135353 -0.65531313 -0.06361732] Distance 8.468728827127725 Each least square approximations [ 5.42786896 0.08433518 -1.41169812 -0.50107054 0.28977947 1.40510387 -1.63199082 -1.82797222 -4.56767055 0.40675314 -3.32840276 -0.85115964 -0.44013163 -0.88432364 0.69610124 -0.47352757 1.3587635 -1.18511674 -1.31633098 0.05612647] Distance 11.602133964478945 Each least square approximations [ 7.24979183 5.50484906 -4.14168793 -1.33859134 0.97939611 -0.54818548 0.48456391 -0.23104033 0.47084845 2.37160698 1.7465193 0.54429582 -2.20770811 1.07350988 -0.26252177 -1.56650806 1.68087793 0.12148989 -1.55700327 0.64426548] Distance 9.333316071471542 Each least square approximations [-12.19287131 3.55621767 1.13991228 1.84968114 -3.61493362 0.68282131 -1.84531497 -0.70368662 1.53077244 2.12458194 -1.62246715 -1.15613648 -1.0858929 -0.25345828 -0.7957029 -0.29028377 0.76653362 -0.74951772 -0.66796397 -0.2405095 ] Distance 3.9975301275556983 Each least square approximations [-4.75094561 2.01971603 -0.74205114 -3.23874502 0.04296669 -0.61994262 -2.63257891 -0.67059108 1.50095672 0.57115429 1.26303596 1.09547712 1.35655252 -1.16047671 -2.23893087 2.58911217 0.59731725 -0.22452108 0.78149677 -1.10747109] Distance 12.079287110199951 Each least square approximations [-8.72405235 5.10046857 -1.03160305 -1.75773603 -1.29928636 -0.41199714 -1.84331914 -1.60362473 -0.34665213 -3.10799902 -2.55017296 0.05770339 4.00638272 -1.46291193 0.06535931 -2.40987685 0.44982826 -2.10239952 1.17720454 -0.22383233] Distance 7.309962896408375 Each least square approximations [ 6.13624113 1.09992399 -0.60624197 -1.24049295 1.72293065 3.99011929 2.01995155 -0.42062432 -1.78148094 2.17395172 0.52906918 0.9991023 0.73739384 0.9989047 2.94443256 -0.10661301 -1.46171613 -1.09564636 0.32345193 3.05969927] Distance 10.852107879348122 Each least square approximations [ 6.61248983 3.47999673 0.32595275 0.45264558 -1.15256747 -0.83309633 -2.21670994 -0.8221574 -0.01833918 0.35973449 4.09315288 -1.63839347 0.76006314 -0.98004607 -0.61491296 2.22626611 -0.31630301 -1.13668056 -0.32945488 0.37460718] Distance 11.047543506998542 Each least square approximations [ 7.43734239 2.28135356 -3.53728649 -2.81103801 3.26658226 -0.9371138 0.80241394 -2.8530192 1.49032246 -1.15980608 0.36279895 -3.74277721 -1.02831957 -1.50386743 0.79944387 1.59300277 -2.25856712 -3.01493647 -0.66615659 -0.14248725] Distance 8.588718779340232 Each least square approximations [-6.6176109 -2.19569913 0.98166167 -0.6121302 1.13419134 -1.00941331 1.33598553 -1.59794835 2.83756271 1.72082195 -0.99310008 0.03347453 0.93168229 -1.96736851 -2.0292201 -2.17013473 2.50166547 -2.98124712 -2.04305716 -1.41940125] Distance 10.50673753156513 Each least square approximations [-10.53947307 -7.42591262 2.60337178 -0.9104428 -2.18238889 -0.45737302 -1.51248875 -0.95713063 0.6510072 0.73424348 -1.97561412 0.3707195 -0.37333173 0.13052834 -0.67287363 0.02119206 1.30632871 0.99980765 -0.06942675 0.19620832] Distance 4.0468055122966495 Each least square approximations [-0.31148913 1.52533246 -0.14291402 -1.0160719 -1.04013249 -0.23369527 -0.92373198 -1.99085189 -2.58448934 -3.39410004 -3.21936163 -0.5926349 1.15477482 -1.07183285 0.97963128 -1.05334436 0.68051271 0.94260446 0.41753462 -0.14848896] Distance 12.739766951891559 Each least square approximations [ 2.81403232 3.96758708 2.49683881 -0.77710606 2.38350925 -4.47648544 1.80265598 -0.88899837 3.29109859 0.93987921 4.05261727 0.04170026 -2.03407747 2.60362685 -0.33548696 0.19181301 2.16311254 -0.31197433 4.23421877 0.38469489] Distance 9.188502617584128 Each least square approximations [-3.71682324 1.93422065 0.91587435 0.17901166 -4.07782801 -1.16249708 2.42487139 0.39630007 1.30739306 -2.14887273 0.92151149 -2.07389409 0.2112903 -1.91847016 -0.59700315 -0.45666981 0.15236265 -1.00441334 -0.11486233 1.15683139] Distance 12.089299433335883 Each least square approximations [-0.65508814 -2.01874918 1.13739204 1.75267893 0.07333666 -3.36553355 -1.70541198 -0.62656859 -2.73155701 -1.25166212 -2.27842043 0.8951236 0.8307193 -0.23707137 1.82626198 1.83983551 1.1291662 0.62622217 -1.00777953 0.68277127] Distance 12.554150799984685 Each least square approximations [-3.79997445 1.56895626 -4.19979611 2.67323398 -1.5870927 4.03596121 -1.60310857 3.65584324 1.7628585 -2.13236676 3.03602853 -0.15619795 1.61305223 -0.92646245 -0.18381499 -2.86136324 0.37348076 1.27142515 -0.18174425 1.58269906] Distance 9.871428329951321 Each least square approximations [ 3.29537513 6.83459213 -1.80224585 -2.86427376 -0.57130882 -0.64328789 0.55393427 1.91369683 -3.33353349 -2.42022706 0.91269151 1.61623602 0.45696708 0.64405926 -1.3618656 0.46888053 1.0343946 1.56717412 0.1436052 -0.59479347] Distance 10.295611598148092 Each least square approximations [ 1.88927993 -0.38130198 -3.0189683 -1.30391006 -0.12601234 -0.39556789 -3.90912692 2.80964393 0.35156213 0.48146709 2.15639046 -0.91359769 2.54528207 -2.35570798 0.17305922 2.94926148 1.43734108 -1.53949439 -1.34443864 1.98964023] Distance 11.49221146097905 Each least square approximations [ 2.38241089 4.36399335 -0.50698316 -1.25559512 1.02924905 -1.10790598 -0.30198084 -4.06281766 1.30185086 -2.66283021 -1.19601929 -0.11549975 0.03471749 -0.53139003 -0.54773983 1.18090004 1.64288599 -1.06921373 0.25326659 -0.90037511] Distance 12.015950582966537 Each least square approximations [-1.33720061 1.37820089 1.03350554 -1.87659214 -1.92798243 -0.7157754 1.65499058 -1.06050804 1.35299969 0.98331061 0.77760646 -2.74821022 2.52355967 -2.58123465 0.5745679 0.44566291 2.94276337 -2.15430604 0.70582102 0.45088099] Distance 12.323087031225379 Each least square approximations [-5.16662424 3.72084157 -4.41671756 -0.38138611 -1.83638209 -4.73634795 1.69033868 -0.87414587 -4.15723943 2.08740685 0.80122596 -0.04613153 -2.7084689 -0.26448027 -1.24015565 -0.65589902 -2.61634241 0.71902741 -0.23369367 1.51779959] Distance 9.457645479027367 Each least square approximations [ 6.51435025 2.30158261 -0.74317706 -2.5924032 1.42646965 3.52117681 -2.43548737 0.56102742 2.28103345 -0.03970352 0.37784695 -0.89555831 0.87470396 1.70911714 0.05609704 0.1269981 -0.25732236 0.8652284 -1.62526756 -1.12796915] Distance 11.409356193398882 Each least square approximations [ 8.70325881 -2.26073779 0.15538609 -2.45412655 1.17353694 4.51154234 -1.63769129 1.76305512 1.76308892 0.36315305 0.13911223 -2.15544606 0.63564304 -0.58472124 3.58121905 2.14350348 -1.25028318 1.24968277 0.64125336 -1.77013547] Distance 8.560186228149703 Each least square approximations [-5.82361031 -1.81174008 -5.24318309 -2.71010909 2.70763866 0.43621083 1.23096551 2.24004989 -1.47445019 -2.03188591 -0.51279161 0.30851493 -1.68065315 -1.49928464 1.90428292 -0.74402114 -0.78362108 -0.5523808 -1.17286188 1.9116618 ] Distance 10.60633399672077 Each least square approximations [-10.24031032 -1.18834874 3.3693821 3.38918637 0.03857565 0.90390083 0.48025388 -0.73526126 0.87346248 2.30986708 -1.85529284 1.24189589 -0.71157829 -0.53432632 2.38707842 -1.6698435 0.18336579 2.11622943 0.83698673 -1.85621624] Distance 7.792251919482993 Each least square approximations [-6.22133921 -4.29902798 1.48053111 -0.28131297 -2.46741758 3.64613363 -0.36890524 -3.39481799 1.19135528 0.40599493 3.24835159 0.78355189 0.05621961 0.67934652 0.06668586 -0.80222219 -0.21834827 -0.62614908 -1.8752651 -1.20498523] Distance 10.52006175198169 Each least square approximations [ 6.73055054 0.93386626 8.61059195 -0.44363775 0.04224503 2.15618811 -3.0840366 0.28693972 -3.14810825 -0.54640454 1.04057695 -0.9297557 1.7308046 -0.45444879 1.38861139 -3.03856586 0.41664191 0.21659885 -0.75011922 -3.25871748] Distance 6.9112619096290775 Each least square approximations [ 7.43093337e+00 1.76192539e+00 1.23206792e+00 -3.09206100e+00 3.14938619e+00 2.25008553e+00 -1.70816966e+00 3.60145726e+00 1.81869873e-01 -2.65456705e+00 5.37154463e-01 7.76312955e-01 -9.10716724e-01 9.29251046e-02 2.77557735e+00 -1.13339154e+00 7.37959998e-03 -6.73802103e-02 -1.56963030e+00 -1.77613823e+00] Distance 9.83623265568907 Each least square approximations [ 7.97255163 1.03015414 0.82480651 -5.57604336 -2.28317853 1.19070453 -1.31152824 2.81542376 -1.81913684 -0.70663527 0.74264418 -0.16274582 1.90827291 -0.65553312 -2.88885473 1.14124885 1.50990894 0.92676328 -1.83140697 0.47563055] Distance 9.10748314562728 Each least square approximations [-7.83454053 1.85216327 4.74127473 1.3086736 -6.02955436 1.44938177 1.61548002 2.02291642 0.31295574 -1.26599808 -0.6199573 -0.56791101 1.56622202 -0.03759331 0.11908957 1.43248927 -1.55117268 1.07689485 -0.47625293 0.74011802] Distance 8.661065050365728 Each least square approximations [-4.67573096 1.97782412 -7.20899433 1.056308 -3.92242389 -2.38722615 1.23520536 1.49038421 -0.71954006 -0.85791685 0.74299944 1.36046888 -2.27118671 0.04448512 1.24169437 2.81202691 -1.7585845 -0.58470799 -0.70816042 -1.41673624] Distance 9.450759639675777 Each least square approximations [ 7.65562566 3.9805429 -0.1628078 -1.95463404 -1.54315734 4.51795237 -1.58007403 -0.67198232 -0.3746551 -3.78081049 0.01103371 -1.37274239 0.90056394 -0.62534921 0.64192978 0.79910435 -0.76425304 0.69900492 -0.94072185 1.23747111] Distance 9.54537194957494 Each least square approximations [ 7.0444341 0.43371952 -2.18983333 -7.01991346 2.32750686 -0.41825379 -0.94680118 -0.14541785 1.75132419 -2.95845 -0.20024232 1.2940597 0.03410918 0.41874578 0.86354785 -0.90960701 -3.75913575 0.85154124 0.75298088 0.86134812] Distance 8.6816821482514 Each least square approximations [-7.7445683 -2.4340698 -3.90859026 0.48115921 5.77751996 -1.90543408 4.14299534 -2.3777423 -1.47265203 2.58363483 0.88120688 -0.59201194 -1.08950085 -0.70329753 -0.39794035 -0.87964199 0.6275115 0.95270166 -1.0491877 0.76878543] Distance 7.771687315075591 Each least square approximations [-8.19058904 0.44281423 0.73381648 -0.84545713 -3.9093873 1.33819764 -1.50625842 -2.17379407 -0.54512821 1.6481213 -1.1264955 -3.06543869 0.68888949 1.82471439 -0.31911067 -0.19693025 0.79653825 -0.27887347 -3.53048425 -0.80528296] Distance 9.652177812221588 Each least square approximations [-7.79067127 -4.1721325 1.61150488 -2.68054469 -4.79076047 0.70643059 -3.48017033 -1.4889958 0.16410713 1.2018861 0.22759559 0.24815589 1.53390297 0.80053503 0.78705441 0.71176106 -0.77016847 0.20330394 0.20625771 0.81519655] Distance 9.192838435329783 Each least square approximations [ 6.82438868 -1.81730487 3.888352 -3.34480007 5.71481335 -0.13833814 -1.3654968 -0.14747729 1.6048205 0.71454669 1.84707945 0.20778821 0.62041918 2.2219457 -0.17020967 -0.9581543 -0.25628716 -0.58367329 1.22837202 -0.95407127] Distance 9.53075558400852 Each least square approximations [10.75526372 -4.98027877 5.46604299 -2.08970439 1.85749582 -3.47629412 -0.09171983 1.23881802 0.91280146 -0.51535276 0.62295279 1.67622296 0.11069246 1.67914161 -1.71258668 1.18207476 0.48442711 -0.2158021 0.78806941 -0.57137981] Distance 3.5676848118396247 Each least square approximations [ 7.02545567 -2.5695705 1.37573599 -4.50880631 -2.16283299 -4.0672854 0.6828728 2.33888792 2.2857462 0.19458157 2.18581681 -0.19694197 0.66022957 -0.1401937 2.84286404 0.32121526 2.37316645 1.38659547 -0.23270348 0.271915 ] Distance 9.245306650358478 Each least square approximations [-8.50961526 0.84925896 6.47023479 -0.74607673 -0.77254893 -1.56456966 -2.87700087 2.18322044 -1.65052421 2.26709044 -1.00710863 0.99412111 0.0737228 0.49848954 1.12312378 -2.12347223 -1.24730091 2.58270281 1.21274948 -1.39360219] Distance 7.61862936569352 Each least square approximations [-6.68213216 0.37340445 -4.57287392 -0.29556094 -2.88538779 2.51979081 -2.18426351 1.05877556 -0.26754655 0.98517272 1.22992059 0.01901963 0.49630041 0.20568772 0.06181747 1.23128375 -2.41183019 0.96066254 -0.17555885 2.76642148] Distance 9.942077951631386 Each least square approximations [ 4.52921486 0.89817057 0.59500228 -1.46671886 -0.64096574 1.45523838 -1.58291318 -1.5232274 -2.1223533 -1.06511397 -2.02276589 -1.22120046 -0.59344682 0.84331476 0.02872787 -2.19940969 1.94610791 -0.56340392 -0.23955077 -0.37017482] Distance 12.303873534780424 Each least square approximations [ 6.11113515 2.45902153 -2.39997364 -1.99322694 0.6964916 1.17270202 -0.03058959 -0.74939335 3.27422861 1.13972802 2.46399438 -2.97046504 -1.551902 -0.05669184 2.45893837 -1.51507719 -0.01659083 1.49015284 -0.20972514 0.1759525 ] Distance 10.415174381434301 Each least square approximations [-7.23966246 0.31673265 -1.09914035 -3.82775017 -0.8338006 -0.85213247 -2.62525332 2.05742368 -1.71242422 0.20284391 1.27339869 -1.90787465 1.44158875 -4.12733328 1.55225679 0.04884341 0.07900463 -0.38156637 -2.41241153 1.21036097] Distance 9.266733059424684 Each least square approximations [-5.76035212 -0.53717889 1.66729995 1.57166658 -0.31776048 2.04315285 0.15004293 -1.45963441 1.81845273 1.18300783 0.63280964 1.16346211 -0.95869682 0.14353636 -1.05850165 0.01300948 1.98790521 -1.92372176 -0.7410437 -0.68673891] Distance 11.90148648870015 Each least square approximations [-9.21099831 -3.06530604 -4.08224132 0.6514393 2.54557391 0.06987087 -2.88803742 -1.13099334 2.75534182 -5.52204591 0.97688133 -0.25415688 -0.31774169 0.62949398 0.41638458 0.66671074 1.61168187 0.64959207 -0.44003068 0.90597134] Distance 5.683557308795414 Each least square approximations [ 7.33680993 -0.17222603 -0.70844974 -0.70662199 -0.1556133 3.47081164 0.25276215 -1.30195339 -2.05476167 -1.59859342 0.68186675 0.86957149 1.50472923 0.25159023 1.54057089 -1.0197062 0.98599959 -0.28594274 0.183196 0.37954438] Distance 10.969400567497695 Each least square approximations [ 5.75668004 -0.21004627 0.08764329 -1.63875987 -0.26076016 0.00806274 0.82873739 3.43488826 -1.58802391 -1.45707972 3.74455238 -0.5879056 2.34477278 -0.14315016 1.96272498 0.90869962 0.17433248 -0.09762316 0.6168571 0.74732136] Distance 11.196891529300823 Each least square approximations [ 6.97172373 3.0525052 -2.97061234 -1.9849509 -1.52911769 -3.01384202 -2.19708728 0.64505403 0.37353801 -0.95335387 2.12368736 -0.75765172 -0.46062734 -0.50246256 -0.6084541 1.12345236 2.03958648 -1.65130605 0.6827063 1.31179789] Distance 9.966587090560425 Each least square approximations [-5.0761829 2.44160119 2.52556351 0.40094524 -3.94471288 -0.39255114 -1.00540079 -1.86484113 -0.23832712 0.8604844 -2.02237364 -0.17147219 0.29779058 -0.02839513 -0.88347752 -0.1246498 0.376453 -0.56050938 -0.49005141 0.62168887] Distance 11.774196010388446 Each least square approximations [-8.25053333e+00 2.96033686e+00 -1.18256997e+00 -2.08421905e+00 -2.28176410e+00 -2.27059895e+00 -4.13355062e+00 2.73730002e-01 -2.47894971e-02 1.09002227e+00 -1.87832017e+00 7.63588968e-01 -1.23193058e+00 1.39638454e+00 1.31398068e+00 2.07273438e-01 -1.04828250e+00 5.23304694e-03 2.71568119e+00 2.06806407e+00] Distance 8.244993625241436 Each least square approximations [ 4.63018043 0.19128218 0.04866142 -1.31369215 -2.23220731 0.39990948 -1.98890759 -0.92235062 -0.57146775 -2.09167014 -3.13421206 0.40427547 1.02937967 -0.73644918 1.17597424 -0.33415074 -0.49102957 0.73103961 0.0574971 -0.56170765] Distance 12.220328742293754 Each least square approximations [ 8.92370929 4.66780397 2.80215142 -3.00091269 2.18005881 -1.65603804 4.7658278 2.62008123 -1.21571974 3.24960247 1.26185758 -0.26695993 -0.02862914 1.39670522 1.05198876 -0.63362915 0.25781008 1.64471196 0.88558644 0.18455772] Distance 5.0264842385053585 Each least square approximations [-7.17001505 -1.2011461 -0.09181807 -1.75827264 -1.82496008 -0.18658022 2.12237944 1.55286433 0.74484786 -1.60619884 -2.06475218 -0.95582022 -3.33589966 -3.0249193 0.28623992 0.18260301 2.9461828 0.45617968 -2.0510703 3.04451042] Distance 9.168754987205972 Each least square approximations [-5.05055343 -2.14646209 2.53798023 -2.38451884 1.38306059 -2.21508835 0.41336381 -1.57774698 1.48460859 0.81401139 1.86960831 -0.62487138 -0.68567693 0.61815276 1.70122765 -0.98630929 1.33544494 1.84881039 -0.93133424 0.46267661] Distance 11.484385689031303 Each least square approximations [-5.88047249 -1.73575888 0.05716099 -1.08056806 0.52032702 1.31493219 -1.95022912 0.50414402 -0.41403291 -1.70373141 0.37953632 4.18229786 3.84170953 -1.69293555 1.15365067 -1.54995292 0.40450924 1.73381392 1.88521513 0.45517043] Distance 10.370553279120433 Each least square approximations [ 7.44710583 1.70776469 1.34767097 0.36813321 1.19521185 -0.39881177 1.57407901 0.32799203 -1.76776569 -0.4949056 -2.10937637 0.39132855 3.79851719 1.40608849 -0.12503948 -0.98072119 0.19482974 -0.45704467 -0.38861156 -1.17155891] Distance 10.47575809382009 Each least square approximations [ 6.02450421 -0.11788317 -0.9190416 -0.04098535 1.09411146 -1.00417 -2.35520168 0.06349232 2.11704899 -1.31644156 4.47109542 -2.77201985 0.5672679 -1.08502988 0.16920131 2.24412527 -1.32470343 -0.87841003 -1.21134971 -1.59363652] Distance 10.462785758932833 Each least square approximations [ 6.76804358 3.12749899 0.34239322 -2.76427529 1.93274246 1.12927149 -1.3671527 0.55946053 1.79900058 -1.88497783 -1.41552348 1.30004165 0.72257886 -2.32337805 -1.15612536 1.27405374 0.34624826 -0.85562544 -1.06120246 0.91912403] Distance 10.42319071279295 Each least square approximations [-4.71464421 0.41476177 1.40429544 0.90995478 -2.79490512 -1.86752963 2.7678701 0.36552659 1.94247781 1.66729952 -1.09096439 -0.93693208 1.99657448 -2.03983479 1.47811013 1.08642875 -1.02982356 -1.36576572 -0.43845348 1.11565969] Distance 11.514253915757372 Each least square approximations [-7.15410293 -6.75463297 0.45987436 6.52291581 -1.52679346 -2.94318767 2.63712371 0.36965584 2.12212157 1.58379648 -2.39457105 1.27360595 0.01567528 1.26027069 1.89087199 0.33307466 -0.43567996 -0.56785199 0.39205051 0.95063229] Distance 4.790315027107808 Each least square approximations [ 3.50660066 2.59445217 0.67157155 -1.29110558 -0.18982644 1.70252715 -1.28502556 -1.51457801 0.15124122 -1.69629016 -0.59300218 -0.06434115 0.21489822 -0.32240987 1.46808063 -0.71560416 -0.92428927 1.85195796 2.04874971 -2.28288877] Distance 12.410414186815292 Each least square approximations [ 4.91088728 -0.70406578 1.95880174 0.64339149 2.49489177 -3.77810592 -0.03127878 -1.14588783 3.32864166 -2.87373626 2.53094435 2.55524961 -3.16641493 -0.29758706 0.45917851 -0.68320567 -0.87488555 -0.80584713 3.56987961 1.07800831] Distance 9.630561177675045 Each least square approximations [-2.50437086 -1.40893115 -3.68274913 -0.86380011 -3.23436588 -0.52967438 4.90141109 -0.16344164 2.19921246 -2.97425297 2.32469226 -3.19112177 -0.33922474 -1.66047147 -2.59799691 -1.50747431 -1.36308578 -0.03710142 0.76764719 0.42751609] Distance 10.03276251419189 Each least square approximations [-3.07279803 0.67748591 2.24877793 1.3655723 -2.42830807 0.61161088 -3.72417792 -2.36685784 -1.20015809 -2.63141711 -0.87184143 1.10999212 1.19591729 0.2658371 2.32836391 1.65645295 1.82502177 2.14077333 -1.25153922 1.95817668] Distance 11.220861107561733 Each least square approximations [-3.06052798 0.80239634 2.53920768 4.8844925 -3.78634344 3.32383534 -2.44989066 2.38568992 4.21438931 -1.02067648 0.46812274 -1.30899362 0.60825847 1.22024814 0.0859124 -1.02892491 0.23562851 1.9009145 -0.99907021 2.13064539] Distance 9.568104845085282 Each least square approximations [ 3.66547624 1.40944862 0.86412758 -4.68133423 0.53149901 -2.70697469 -2.08722523 1.34040916 -0.69963526 -0.61214136 0.99978877 0.72761533 -1.37509108 -2.55686575 -0.71634927 1.20145345 2.9892213 3.08433412 -1.8514761 0.44203534] Distance 10.729059279877522 Each least square approximations [ 3.88382912 0.01688211 -1.89329855 -1.81339111 4.10451958 0.99544796 1.35488381 2.67679197 0.7721244 1.60790507 1.81127158 -1.98557479 0.80453548 -1.11921084 -0.50068547 1.36994349 0.71483713 0.64577764 -0.94850032 2.49722938] Distance 11.424446735478698 Each least square approximations [ 2.54441128 -1.15200908 1.41871299 -1.51899534 -1.00442663 -0.14754466 -1.76304946 -1.86659861 -0.17312686 0.33071075 2.44306268 0.46111676 -0.17151303 -0.95598802 -0.19932808 1.81219853 1.99928272 1.18561124 -1.25531101 -1.87969302] Distance 12.68724838009998 Each least square approximations [-2.5857413 -0.59992674 3.4440818 -0.39704849 -1.10974255 -0.99343319 -0.68566491 0.46589687 -0.6720859 2.25577683 -0.41411659 -2.95602989 3.16522736 -1.00273797 -0.80125874 0.27694219 1.37646796 -0.77368789 -0.79353668 1.75292638] Distance 12.142934125637417 Each least square approximations [-6.06878348e+00 3.73685007e+00 -7.63239679e+00 3.72587705e+00 7.06862525e-01 -3.97021359e+00 3.36242768e+00 7.41997013e-01 -1.67656474e+00 1.09958588e+00 -4.65318649e-02 -5.31931237e-03 -2.31019169e-01 1.03045781e+00 1.11497570e-01 9.18850183e-01 -1.56593164e+00 1.41846388e+00 -1.18388990e+00 -3.57820484e-01] Distance 7.928368065959355 Each least square approximations [11.03465268 2.12489911 -2.09764676 -0.08869279 0.47065279 5.85778208 -2.73708991 -0.84941397 0.99257089 1.1528049 0.8660978 -0.45447757 1.53728467 1.04171461 0.65586819 0.76957352 0.49186911 0.93226309 1.53689313 0.17016292] Distance 6.420026129453023 Each least square approximations [ 1.05921598e+01 -3.29740702e+00 -3.54458830e+00 -1.89274814e+00 2.98092143e+00 1.65103886e+00 -2.60983933e+00 -1.98330318e+00 4.63517695e-03 -2.52332133e-01 -2.45721696e-01 7.08114606e-01 -7.71898320e-01 -8.25226823e-02 6.13512332e-02 -8.22565936e-01 -1.30378752e+00 -1.44430049e+00 1.26092053e+00 4.60718502e-02] Distance 7.552425059334607 Each least square approximations [-9.70519237 -3.91896794 -6.08562225 0.96237304 1.75514038 0.96451833 1.24825592 1.22349752 0.70378508 0.26926128 2.14260539 1.83388894 -0.74987464 -0.9055012 -0.59326334 -1.13433041 -1.27418887 1.54539195 0.29329025 0.03024686] Distance 7.461780990475252 Each least square approximations [-12.62327593 4.51213948 -1.94319297 -2.33017115 -0.4222437 -0.44193314 -3.02143013 -1.01601503 -0.85274924 0.60177865 -0.82537832 -0.8649265 1.40343142 -0.16719382 1.10372754 -0.44028936 0.43467762 0.73117012 -0.5773041 -2.02416198] Distance 3.919945967840835 Each least square approximations [-10.22163175 -2.07523141 5.50269596 -1.11792974 -3.774341 1.8096704 -2.03373006 -0.99508647 0.06501744 1.88261186 -0.5311936 0.3155781 -1.5743165 0.39869712 0.45553869 0.06772448 0.58283554 -0.29965489 0.80360594 -1.17192078] Distance 7.328196797551796 Each least square approximations [ 9.04563771 -2.04910717 4.94673448 -3.93131332 5.13691092 1.85797566 -2.76189696 0.51079045 0.07557132 1.60378219 0.91030013 -1.16486088 1.07413541 -0.1573722 0.35367633 0.14308742 1.56767908 -0.86028724 0.78833148 0.68996188] Distance 7.199726002168802 Each least square approximations [ 1.16356203e+01 4.88395704e+00 1.39482541e+00 -4.42204390e+00 2.76220301e+00 -9.72214551e-01 1.68924405e+00 -5.15901933e-01 -8.95923127e-01 -1.10048163e+00 -9.62935547e-01 9.39372409e-02 -4.23908271e-01 -5.35993496e-01 8.96424974e-02 -1.47498620e-01 -5.94858812e-02 1.15582143e+00 4.14159654e-01 -5.23676688e-03] Distance 5.338772473134728 Each least square approximations [10.9701608 -4.68644419 0.43792833 -4.43399271 0.08738134 -0.69447965 0.87563016 -0.68718419 -0.56271126 3.2437914 0.78026187 0.70139981 -0.65438444 -0.23133662 0.02601937 1.10279467 0.07694288 0.77301026 -0.22331015 -0.33089536] Distance 6.899734040318249 Each least square approximations [-1.26289317e+01 -3.21412412e+00 3.15809292e+00 2.89580382e+00 9.79099094e-01 2.77735786e-02 -2.06170213e+00 1.01118553e+00 5.90678901e-04 -5.12088366e-01 -6.57556027e-02 -1.70512579e+00 7.03481541e-01 3.54569118e-01 -3.39353014e-01 1.86629719e-01 6.21930224e-01 2.52508932e-01 -1.13793987e-01 4.66975531e-01] Distance 5.1823764938750285 Each least square approximations [-8.64082124 3.79285555 -6.22774358 2.14228926 0.38280637 -0.34945531 -3.75351462 1.70364381 -0.13241595 3.73542875 1.53186348 -0.67214937 1.7817788 -1.13356273 0.31471896 0.25220234 1.96004812 1.37656142 -0.28495768 0.1270407 ] Distance 6.531792541271256 Each least square approximations [ 8.5270499 -0.23717343 -2.32705927 -0.80031059 -0.24838646 2.97635999 -3.63554137 -1.48095916 -3.86252793 0.05006165 -3.96513047 -0.80771565 -0.22537447 -0.86001439 -0.26978345 0.26749982 1.17326009 -1.66945997 -0.6104358 -1.54949412] Distance 8.789319899281399 Each least square approximations [10.03407263 2.66163762 -3.91756038 -2.09597928 0.30170145 -0.27823666 -2.44980074 -2.08470919 -0.8192039 3.18099112 2.30597928 0.31873453 -2.26344727 1.85134762 1.22308267 -1.02458604 0.40846622 2.39020211 -0.39887296 0.6829027 ] Distance 6.909395286345003 Each least square approximations [-12.45664915 -2.57244373 -1.8792787 -0.18657212 -1.19893772 0.53350482 -1.71692833 2.35749115 0.53309137 0.95724132 -1.822059 -2.33738018 0.81443157 -0.3295839 -1.40183073 1.71244677 0.07133471 -0.72789092 -0.49250149 0.15793642] Distance 5.2476946081537506 Each least square approximations [-7.97368961 2.90946349 1.31959074 -4.1242649 -1.55390972 0.14494876 -0.41416183 -0.61227932 -0.44167901 1.09733966 0.52572957 1.70346025 1.50876709 -0.419266 -1.15669125 2.33473033 0.20520617 -1.02616922 0.61672096 -1.4885039 ] Distance 10.406080433276463 Each least square approximations [-11.02104486 -0.33194561 1.1774418 -1.77730077 -1.31025911 -1.0914794 0.42489165 -0.98497143 0.88107622 -2.4930486 -1.86881418 0.83620914 2.30512481 -1.20937993 -0.92138917 -3.48697598 -0.18085377 -1.16899552 1.53343975 0.54170588] Distance 7.37458814153344 Each least square approximations [ 9.54671009 0.1333639 1.89603433 -0.89377724 2.10859106 2.53135844 2.82052953 -1.0204411 -2.14683353 1.30063103 1.04121516 1.2993904 1.57453199 0.37511397 1.20736113 -0.5855583 0.06535516 -1.13174298 0.08809108 2.50832426] Distance 9.115578763205962 Each least square approximations [ 8.43139586 3.26316944 0.9699924 -2.4316114 1.92002313 -1.18830942 -1.31880969 -1.0109608 -0.72871668 -1.80074721 2.99563582 -2.46351042 -0.41307248 -0.59800573 -0.95069815 1.90299653 -0.95131913 -0.64203705 -0.91038407 -0.2440932 ] Distance 9.851296620505652 Each least square approximations [ 9.54907087 0.05737201 -4.46660946 -4.69955067 2.6491407 0.13960542 -1.20802436 -0.72200467 0.253879 -3.09383239 2.78821244 -0.75307149 -3.40033952 -1.6352375 0.60326441 1.12250546 -0.71507456 -0.6954781 0.20009569 0.59002291] Distance 6.48924711607087 Each least square approximations [-8.79095973 -2.41189958 1.91004578 2.04930948 -0.91918914 -1.82255808 -0.56297267 -1.11891705 2.49530417 2.4706785 -0.37967841 0.26294835 1.43541767 -0.89806281 -2.31635488 0.37139228 -0.1069375 -0.72201376 -1.50818595 -0.42429988] Distance 9.949380168002595 Each least square approximations [-5.95418503 4.94091209 -3.6820468 2.75223981 -0.12307093 -0.444241 1.61509416 -0.85531136 -3.97790207 1.14084404 0.14366361 -1.08871609 1.42901165 2.25584251 0.23335753 1.62958688 -0.12665743 2.54219415 -0.10964537 -3.15674403] Distance 9.563339034468354 Each least square approximations [ 9.70313331 -2.39266347 -2.57055053 1.58299162 -1.32018788 4.00590781 -0.8925323 1.24003521 0.15762428 -1.0463579 -0.63213926 0.96518786 -0.09310794 1.92532425 -0.65332568 0.89011601 0.85613112 0.37331303 0.48282906 1.41096304] Distance 9.002201023893969 Each least square approximations [ 8.44854541e+00 1.63193542e-01 -2.10995887e+00 1.82450410e-03 3.25128187e+00 2.34199672e+00 -2.91636280e+00 -2.86194760e+00 8.13848807e-02 2.39600024e+00 1.93999906e+00 -3.10958342e-01 1.43114075e+00 -1.54900167e+00 -7.85230390e-01 -2.56056491e-01 -2.67789560e-02 -2.03170750e+00 -8.16411585e-02 6.33645492e-01] Distance 9.630827168501142 Each least square approximations [-9.60851735e+00 -3.51574245e+00 -1.63044720e+00 -1.64569036e+00 -6.70672193e-01 1.09003746e+00 -4.18133167e-02 5.95125353e-01 3.44554673e-01 1.66570510e+00 2.75329610e+00 5.36177550e+00 -2.55656293e-02 1.04547050e+00 6.08649934e-01 4.99794393e-01 -1.26385261e+00 1.54033724e+00 2.29903604e+00 7.26383183e-03] Distance 7.641892347375096 Each least square approximations [-11.02348399 4.26650327 -5.28904544 -1.90984551 -0.44294708 -3.64857795 0.77647262 1.4969806 -0.01186369 -1.12635319 1.15986507 1.41134482 1.2758281 -0.30955285 -1.13084474 0.13258227 -0.97899862 0.30356838 0.93502508 -0.14021199] Distance 4.834333475337092 Each least square approximations [-9.83032122 -1.949312 3.06295284 0.40865483 -1.50930159 0.26778632 -0.07648357 1.46288772 -2.73750538 1.85804347 -0.10931395 -0.2980375 0.4426761 -1.59518101 2.50293263 0.52126345 0.33645688 -2.14966733 1.47012583 -0.74988717] Distance 8.852910533889311 Each least square approximations [ 7.7255388 -1.3235465 3.11760194 -0.61450909 2.1101068 0.25029357 -2.53651701 0.7846854 0.92894262 1.82579174 0.26744047 -0.42548353 0.7641846 2.61449021 0.23842771 1.62767671 1.52094232 -3.99297893 3.35601748 0.15229684] Distance 9.665383258380595 Each least square approximations [11.02850133 5.09457233 -3.04134341 -1.97928103 -0.72996616 -2.06624202 -1.49177693 -2.50128245 -0.55122516 -1.27434817 -1.15325532 -0.58254876 -1.23328334 -0.11439512 -0.33576858 -1.48695593 1.27751284 -0.2327322 1.13720268 -0.41085308] Distance 5.999839979649285 Each least square approximations [11.50013011 -1.76412399 -1.06763499 0.06469693 0.32870435 1.30024772 0.30968053 -3.53826002 1.68482148 2.17174763 -1.34363082 1.06195531 0.49188137 0.20117058 0.62473767 0.45543791 0.32080571 0.42324488 -0.76791835 1.47354323] Distance 7.436446370134125 Each least square approximations [-13.63102623 -1.22672461 -4.3106411 1.15941607 1.65795679 -0.67543117 -0.76712722 -0.52886166 0.15508238 -1.10098699 -0.19554805 -0.59303664 -0.05075448 0.19516257 0.92667527 -0.06696908 0.31638417 -0.32819117 -0.11353253 0.09097886] Distance 2.562689128340353 Each least square approximations [-4.68298565 2.68453719 -1.40868938 0.69238032 0.05522194 -4.86603591 0.54507776 0.74214691 -4.32202211 3.93370535 -0.79598169 -0.4671262 -1.2518217 0.82111019 -1.9996535 -1.01305109 -1.55584883 2.10311616 -2.78431616 -1.07097657] Distance 10.002013209832537 Each least square approximations [ 7.54608447e+00 -1.32619510e+00 -1.37331814e+00 -2.47898373e+00 2.01480673e+00 -7.23273719e-02 -1.34983153e+00 -2.59193648e-02 1.83914439e+00 3.93836578e-01 7.79823169e-01 5.35006765e-01 1.22836840e+00 2.84452476e+00 2.47053642e-04 1.20489271e+00 -4.91860608e-02 -1.18326287e+00 -6.13723986e-01 -1.37748407e-01] Distance 11.14820402459137 Each least square approximations [ 7.31518887 -1.80846192 -1.37250727 -0.65846303 -0.82052609 2.95312406 -1.79826242 -1.58685526 1.8123633 1.82246625 2.57516415 -0.90175838 1.41051322 1.05482548 0.87408753 2.77574515 -0.49391668 0.28810786 0.26991471 0.80051347] Distance 10.643176306319349 Each least square approximations [-5.51179966 -3.28971509 -1.72889147 -1.92873065 1.78797735 1.27604694 0.91262901 1.74943608 -1.24109924 -1.95336737 2.12780592 1.77212271 -1.04932035 -1.60092917 2.57361398 0.70114586 0.37621493 1.71086131 -1.15789604 -0.12182583] Distance 11.372264698778432 Each least square approximations [-9.15861565 2.90074676 1.2360614 6.10791528 -0.30157571 -2.35339203 -0.20561695 2.08987586 -0.38707331 3.07865148 0.95238329 2.50996069 -1.80990078 -0.25178724 2.07623713 0.61705999 -1.04118829 0.3823219 0.43927325 -0.70061582] Distance 6.799820086026077 Each least square approximations [-5.04628026 -3.59760764 1.78615467 0.5087904 -2.4206029 5.57723776 -0.20803742 -0.35458299 -1.43602247 -0.87628737 2.87528687 -0.10356188 -0.45861449 0.40649937 1.07384924 1.21457106 -0.19452021 -0.99750226 -0.06256899 -0.0069309 ] Distance 10.956543430640508 Each least square approximations [ 5.14527762 -0.25482628 6.15175116 -1.9417909 0.12751132 2.0499807 -2.95941645 1.13937299 -3.15291835 -0.05159584 -3.45493556 -0.22513034 0.03715084 0.88282048 -1.10961404 -1.29209962 -0.70893262 -3.36038012 -1.21314311 -1.59764854] Distance 9.503986867489925 Each least square approximations [ 6.7553652 4.20238814 -0.48142491 1.51721504 4.14294392 1.39865169 -3.10557633 3.39712796 -1.49460156 -4.11973305 -0.5112969 -0.38111692 -0.6726928 1.64311988 0.28904092 0.20728954 0.39073444 -0.20966565 -0.16426942 -1.3013864 ] Distance 9.123739025365538 Each least square approximations [ 8.84007429 0.07948741 4.09329246 -1.78883527 -0.99213713 2.07622688 -1.55065175 -2.62363376 -0.37796441 1.32668333 1.44129413 -1.26935071 -0.59082528 0.17773316 -4.02741625 -0.47995368 1.67604487 0.72217667 -0.13071173 0.93350741] Distance 8.65172813726804 Each least square approximations [-8.51442872 -1.352675 -0.2958553 -2.08430018 -6.32793491 1.84441831 0.36158462 -0.53621272 1.92186906 -0.13587789 0.9317409 -0.21503286 1.49640117 -1.61892362 -0.68911477 1.44121471 -1.57574758 0.50227291 0.42272902 1.0120632 ] Distance 8.694177105174468 Each least square approximations [-10.77561713 -2.24228648 6.10989379 -1.10317661 -3.80060585 -1.65195098 -2.50272352 -1.41795669 -0.63941185 0.49098409 0.318912 2.24081907 -1.06994327 1.0781461 0.60973364 -0.42657576 0.79317409 0.31822996 -0.06843713 0.82304123] Distance 4.288729948806305 Each least square approximations [-0.62437668 -0.25133849 -0.56401591 -1.49490652 -2.2408557 -0.10653148 -1.58624425 -0.99155321 -0.38994627 -2.88955816 -3.10172408 -0.79661712 -0.12904028 -0.40599229 0.72932483 -1.37900346 0.65858722 0.98046284 1.39982416 -0.27393234] Distance 13.313049740976654 Each least square approximations [ 3.77401129 4.55877651 6.55636324 -1.8897698 2.42692626 -3.69864214 0.69492256 -0.43646683 2.15575392 2.75535353 3.40602227 -0.35141363 -1.19603317 0.67932625 -0.05738868 1.99189898 1.73475955 0.75256836 2.78771611 0.39369222] Distance 8.391781102495694 Each least square approximations [-3.31094915 -0.93978733 1.81750543 -1.6984953 -4.9353482 -2.05133156 3.25557867 0.73922023 0.59509474 -2.0284953 -2.16055964 -0.23036313 0.07515103 -1.70394353 0.93615019 0.1481769 0.59232739 -0.03801071 -1.56157782 1.19264228] Distance 11.773764812816816 Each least square approximations [-2.13356255 -4.2195426 1.84480333 1.72966026 0.74197383 -4.71949369 0.81293045 0.36173712 -1.75297528 -2.49140453 -0.37236354 1.83698543 -0.53212197 0.87017508 0.51105044 1.31667674 1.27790655 1.70936671 -1.71480996 0.06633504] Distance 11.742274725509526 Each least square approximations [-3.87672218 -0.08468679 -3.46580024 3.2038985 -1.28849213 3.43571468 1.40004088 4.48834989 1.72304996 -1.85174559 2.88534079 1.52801783 2.48623429 -1.68975834 -0.03358811 -0.44400201 0.5048757 0.98035976 -0.43665423 1.31709718] Distance 10.547984887326342 Each least square approximations [ 4.77914967 6.18896365 -1.44302936 1.10797288 -1.05585087 -3.04091357 -0.7736549 1.5073291 -3.59034229 -3.16286831 0.84254324 1.61743725 0.58912973 0.95788788 -1.71293951 -1.19787372 -0.04789451 -0.08824764 -0.05385061 -1.78623777] Distance 10.041573893420383 Each least square approximations [ 2.41869452 -2.53785703 -5.33417811 -1.13081337 1.03184942 -0.33304413 -5.40862926 1.31213245 0.90284415 0.31943878 2.50116084 -2.17786872 1.80918224 -0.11043978 0.19759731 2.38428221 1.23799657 -0.39863598 -1.52312833 1.12805852] Distance 10.639266548635657 Each least square approximations [ 2.98065652 5.65220488 -0.71124419 -0.1015071 1.49191792 1.11760834 -2.15017891 -3.08821023 2.26409116 -2.80977226 -0.27083549 2.16866515 0.73446439 -0.86866449 -0.24935152 1.93740197 1.54247192 0.40926797 -1.56816011 -0.50743234] Distance 11.243812031112673 Each least square approximations [-1.93141167 3.34830466 -1.02107395 -1.56805868 -2.80376286 -3.72975915 3.05892116 0.0128581 1.13031385 2.0169477 0.24506205 -2.12680799 1.9873443 -3.46197725 0.54547167 1.28934466 1.09223675 -0.54498855 1.15638094 0.48224093] Distance 11.537807054583975 Each least square approximations [-4.70765204 4.46907831 -5.34844172 4.9311613 1.92590876 -1.51114104 1.87708612 3.9117647 -3.09949409 1.76870721 0.35596772 -0.74515268 2.33553015 0.15870187 0.40228456 0.49647834 -0.97198738 2.19166682 2.32603991 0.1538568 ] Distance 9.049891595378325 Each least square approximations [14.52085503 -3.28833893 0.94102768 2.61633044 0.64405846 0.73107768 -0.18840774 -0.53120012 -0.16125128 -0.14712974 0.34499295 0.6071297 -0.24630643 0.02873738 0.09978621 0.1302081 -0.25464803 -0.2062293 -0.44107347 -0.0926797 ] Distance 0.8141166711592119 Each least square approximations [ 1.04022501e+01 -3.08043906e+00 -4.80556799e+00 -7.82012019e-01 1.39659828e-01 -4.78656447e-01 -1.49945934e+00 -1.40581373e-01 2.23465404e-01 1.67241936e+00 1.71284575e+00 1.76855056e+00 1.93065938e+00 -5.82344573e-01 1.31681630e+00 -1.03491060e-01 1.27934791e-01 4.85414167e-03 -1.51293110e-01 3.15699998e-01] Distance 8.572432036485127 Each least square approximations [-8.7691647 -4.97486998 -4.44231703 -0.93236109 0.65058654 2.8245622 0.86423478 0.30645493 -0.54943619 0.44698421 1.12382506 1.05863391 -0.77037795 -1.47279455 0.45903209 2.43838956 -2.86561225 1.71982084 1.5363608 -2.0123011 ] Distance 8.449027486253954 Each least square approximations [-10.39727625 6.43540281 2.52376784 -2.4638051 -3.89334222 -1.72129163 2.15600147 -0.96400482 1.81617728 0.27530171 1.97947875 0.95327721 1.73884097 -2.3971374 -0.49734704 -0.31705697 -0.38772302 1.31478317 -0.39367494 1.1028402 ] Distance 5.102709833384768 Each least square approximations [-9.35746182 -1.36569453 6.83582361 -0.16289349 -0.98339949 0.44920951 -1.77815891 -0.14679152 -2.08944208 -1.88796861 -1.25764815 -0.52856043 1.44741671 0.96759715 0.64426636 1.60067219 -0.23997131 0.04158573 -0.11107625 -0.34634452] Distance 8.70271318587386 Each least square approximations [ 9.88944979 -4.130975 2.90675523 -3.32996786 -0.06047746 0.74132732 -1.91361682 1.82631791 1.98628888 3.95610501 -3.10110919 1.54436223 0.43799488 -0.42521826 2.0273854 2.54032436 0.01106656 -2.46660049 0.23359866 0.60561832] Distance 6.4240615791495 Each least square approximations [ 9.49351394 4.14139989 1.67171745 -1.9857256 3.59649264 -0.58997354 0.40109773 -1.44597378 -1.634645 -3.40254351 2.14907597 -1.63568483 -2.58377765 -0.30582558 -1.47821957 -3.11608134 0.19647118 -0.7250303 -0.98908124 -0.9128406 ] Distance 7.754291855575021 Each least square approximations [11.04143098 -5.57774863 1.7759535 -1.92614606 0.63214367 0.88062324 -3.26005138 -0.02351328 1.96387309 0.35433386 2.38565239 -0.19710636 0.55734028 0.57345085 -0.23183768 -0.90180168 -1.46675156 0.11762372 -0.80790907 1.26582891] Distance 6.7031108552318575 Each least square approximations [-10.80790042 -3.91047021 0.29428487 2.60727752 -2.42612834 -1.39605343 -2.72157018 -1.72379062 0.02754331 1.55793803 0.46936026 -0.38840638 -1.00294466 2.69835333 0.37973058 0.53401427 -1.84569069 0.06725062 -3.6476014 1.64629946] Distance 6.642345011546688 Each test image's smallest residual: [9, 6, 3, 0, 6, 0, 0, 0, 6, 9, 6, 2, 3, 4, 0, 3, 1, 6, 9, 6, 2, 2, 4, 9, 6, 2, 0, 5, 8, 3, 7, 0, 0, 0, 7, 9, 8, 0, 0, 7, 0, 8, 1, 0, 7, 1, 0, 4, 2, 0, 8, 5, 1, 2, 0, 6, 5, 9, 2, 0, 9, 0, 4, 2, 0, 9, 1, 2, 2, 1, 8, 3, 7, 2, 0, 9, 0, 1, 2, 1, 2, 0, 7, 2, 0, 6, 7, 3, 2, 0, 9, 0, 4, 8, 2, 0, 7, 0, 0, 9, 0, 6, 7, 3, 0, 7, 2, 8, 9, 4, 3, 3, 9, 9, 7, 0, 5, 9, 9, 6, 8, 5, 7, 0, 6, 8, 5, 6, 1, 4, 8, 5, 0, 1, 4, 7, 0, 0, 7, 7, 9, 6, 6, 3, 3, 0, 7, 5, 0, 9, 6, 2, 2, 4, 8, 9, 1, 0, 1, 0, 0, 9, 0, 6, 9, 2, 9, 0, 3, 3, 4, 0, 9, 0, 4, 0, 8, 5, 0, 4, 1, 0, 6, 0, 4, 0, 6, 4, 1, 4, 1, 0, 1, 0, 4, 5, 7, 2, 0, 6, 3, 1, 8, 0, 5, 0, 1, 8, 0, 0, 1, 3, 8, 0, 2, 0, 6, 8, 0, 9, 0, 9, 8, 0, 3, 2, 1, 8, 0, 3, 2, 2, 4, 6, 2, 9, 6, 4, 1, 5, 2, 5, 5, 1, 6, 4, 5, 8, 1, 0, 1, 8, 4, 7, 8, 4, 6, 0, 4, 8, 4, 7, 7, 0, 8, 4, 0, 9, 2, 8, 4, 6, 0, 1, 2, 3, 6, 6, 6, 0, 3, 3, 0, 6, 6, 8, 2, 0, 1, 7, 9, 9, 7, 3, 7, 9, 9, 6, 6, 7, 7, 9, 7, 9, 9, 7, 5, 6, 8, 2, 7, 5, 6, 8, 1, 0, 1, 1, 1, 6, 7, 6, 8, 5, 0, 9, 4, 8, 1, 8, 6, 8, 5, 0, 8, 9, 0, 0, 6, 4, 4, 1, 3, 1, 6, 4, 1, 4, 1, 9, 0, 5, 2, 4, 1, 0, 0, 0, 1, 1, 0, 0, 1, 8, 1, 0, 0, 0, 7, 1, 0, 0, 1, 7, 1, 0, 0, 2, 0, 1, 8, 9, 2, 1, 0, 1, 0, 8, 1, 0, 1, 0, 1, 1, 0, 0, 0, 1, 1, 0, 1, 6, 3, 1, 0, 0, 2, 2, 1, 0, 0, 2, 1, 1, 0, 0, 5, 4, 1, 0, 0, 1, 0, 1, 0, 0, 0, 3, 1, 0, 0, 3, 6, 8, 9, 1, 1, 5, 8, 9, 1, 0, 8, 0, 0, 3, 0, 2, 0, 7, 1, 1, 7, 0, 2, 8, 8, 7, 0, 4, 9, 5, 0, 2, 8, 8, 9, 1, 6, 9, 2, 0, 9, 7, 0, 0, 8, 9, 7, 0, 7, 5, 9, 7, 9, 0, 1, 9, 6, 5, 2, 4, 0, 0, 0, 4, 4, 8, 8, 8, 3, 4, 0, 1, 6, 0, 4, 2, 7, 0, 8, 4, 0, 1, 1, 7, 3, 1, 5, 0, 3, 3, 0, 9, 1, 6, 8, 2, 0, 0, 6, 9, 8, 4, 1, 1, 9, 4, 0, 8, 7, 9, 4, 6, 1, 8, 9, 4, 2, 4, 0, 0, 0, 0, 0, 7, 5, 2, 3, 1, 7, 2, 0, 0, 6, 4, 3, 0, 6, 8, 4, 8, 1, 7, 0, 4, 3, 6, 1, 2, 9, 3, 8, 1, 2, 1, 4, 2, 6, 6, 9, 6, 8, 1, 3, 9, 0, 0, 2, 5, 3, 5, 0, 4, 5, 1, 4, 2, 1, 9, 3, 5, 0, 5, 6, 0, 4, 8, 8, 1, 9, 7, 1, 2, 2, 3, 2, 3, 1, 2, 3, 2, 6, 0, 2, 3, 2, 6, 0, 2, 5, 6, 6, 1, 2, 0, 2, 3, 9, 0, 5, 0, 1, 8, 0, 0, 0, 9, 2, 0, 0, 0, 5, 2, 1, 0, 2, 2, 0, 0, 0, 5, 2, 0, 0, 1, 3, 2, 0, 4, 6, 0, 2, 0, 0, 1, 6, 7, 9, 9, 6, 6, 2, 0, 0, 0, 1, 4, 4, 1, 5, 1, 9, 6, 2, 6, 8, 4, 6, 9, 7, 0, 4, 6, 2, 8, 3, 8, 3, 0, 3, 4, 6, 4, 1, 0, 8, 1, 4, 6, 3, 8, 3, 4, 6, 2, 9, 1, 0, 0, 1, 0, 1, 4, 0, 1, 4, 4, 6, 0, 5, 2, 4, 6, 2, 7, 8, 4, 6, 1, 4, 0, 4, 7, 8, 1, 1, 1, 1, 2, 9, 4, 6, 9, 2, 3, 4, 6, 5, 6, 8, 4, 7, 4, 0, 1, 9, 6, 3, 8, 3, 3, 3, 9, 1, 9, 3, 3, 5, 4, 2, 3, 3, 9, 3, 2, 3, 3, 5, 4, 9, 4, 4, 9, 4, 2, 2, 0, 9, 0, 6, 4, 6, 3, 8, 3, 4, 3, 2, 3, 2, 2, 7, 6, 0, 4, 0, 8, 9, 0, 2, 9, 6, 6, 0, 4, 4, 6, 2, 9, 1, 9, 6, 2, 3, 0, 9, 2, 1, 0, 5, 9, 0, 0, 2, 7, 4, 8, 0, 9, 8, 3, 3, 0, 6, 9, 7, 9, 4, 9, 0, 3, 8, 1, 3, 8, 9, 0, 2, 1, 0, 2, 8, 4, 0, 5, 1, 6, 8, 0, 1, 8, 7, 1, 8, 4, 5, 2, 7, 3, 6, 4, 4, 7, 7, 0, 9, 8, 5, 0, 4, 9, 6, 8, 2, 1, 9, 6, 2, 2, 4, 9, 6, 7, 3, 2, 9, 6, 8, 9, 6, 8, 1, 3, 9, 6, 8, 1, 9, 0, 0, 4, 5, 7, 7, 0, 9, 8, 3, 0, 3, 5, 8, 2, 0, 5, 8, 3, 8, 1, 1, 6, 8, 8, 4, 8, 6, 8, 1, 2, 8, 6, 8, 0, 0, 9, 6, 8, 1, 4, 5, 2, 3, 0, 4, 9, 9, 3, 3, 6, 9, 8, 0, 4, 6, 8, 2, 0, 0, 6, 5, 5, 1, 0, 1, 8, 9, 1, 0, 1, 0, 3, 7, 5, 5, 9, 9, 9, 8, 0, 3, 7, 5, 5, 0, 3, 4, 5, 3, 0, 5, 4, 0, 1, 0, 9, 4, 5, 3, 0, 0, 4, 4, 6, 0, 5, 8, 5, 3, 0, 5, 4, 0, 2, 0, 5, 0, 9, 1, 3, 7, 3, 9, 7, 3, 7, 3, 1, 1, 3, 7, 8, 1, 6, 0, 0, 4, 0, 3, 7, 1, 3, 8, 3, 7, 4, 0, 2, 2, 4, 0, 0, 0, 0, 2, 7, 8, 7, 3, 7, 2, 0, 2, 7, 2, 2, 0, 4, 4, 0, 1, 4, 2, 9, 0, 0, 2, 5, 0, 8, 0, 8, 7, 5, 4, 5, 9, 7, 0, 3, 8, 9, 7, 3, 0, 2, 9, 7, 1, 1, 1, 9, 4, 1, 0, 7, 6, 9, 1, 6, 0, 6, 8, 0, 0, 9, 6, 8, 0, 0, 9, 6, 8, 1, 2, 7, 7, 1, 1, 3, 0, 5, 7, 1, 0, 5, 5, 7, 1, 0, 2, 9, 9, 7, 0, 9, 5, 8, 7, 0, 1, 7, 3, 1, 5, 9, 7, 4, 0, 0, 4, 4, 0, 7, 1, 2, 9, 6, 7, 1, 3, 9, 6, 7, 3, 0, 9, 6, 8, 1, 6, 6, 6, 4, 4, 1, 7, 3, 5, 7, 6, 7, 2, 3, 0, 8, 7, 1, 0, 4, 8, 2, 1, 2, 9, 1, 9, 4, 8, 7, 5, 3, 4, 9, 6, 4, 8, 1, 4, 1, 4, 8, 0, 8, 0, 4, 8, 4, 3, 3, 4, 8, 7, 6, 8, 4, 8, 2, 0, 7, 4, 7, 0, 0, 6, 4, 8, 2, 4, 0, 0, 5, 8, 5, 4, 2, 3, 0, 1, 4, 8, 6, 5, 5, 1, 4, 1, 2, 7, 4, 4, 2, 5, 4, 4, 7, 2, 0, 3, 4, 4, 1, 5, 5, 6, 9, 1, 9, 9, 2, 0, 8, 7, 4, 4, 4, 3, 2, 2, 1, 4, 4, 0, 7, 7, 4, 5, 5, 8, 4, 4, 4, 7, 1, 1, 4, 4, 2, 3, 0, 4, 4, 2, 5, 8, 6, 5, 5, 0, 9, 4, 2, 0, 9, 5, 4, 4, 0, 1, 5, 3, 5, 3, 8, 5, 4, 4, 0, 9, 5, 3, 4, 0, 2, 0, 3, 0, 5, 4, 1, 4, 1, 0, 3, 0, 4, 5, 4, 1, 9, 6, 7, 2, 0, 3, 3, 0, 6, 8, 3, 5, 4, 0, 2, 3, 3, 3, 3, 9, 1, 4, 1, 3, 0, 3, 5, 1, 8, 2, 5, 0, 3, 6, 9, 0, 0, 0, 5, 5, 0, 3, 4, 0, 6, 4, 1, 3, 3, 6, 4, 1, 1, 2, 6, 4, 1, 4, 1, 6, 6, 1, 0, 2, 6, 4, 1, 1, 1, 6, 6, 2, 1, 5, 6, 6, 0, 4, 3, 6, 7, 0, 3, 9, 8, 4, 1, 2, 1, 9, 2, 6, 0, 1, 4, 4, 6, 3, 5, 7, 1, 4, 6, 3, 7, 1, 0, 3, 7, 2, 1, 4, 4, 9, 7, 1, 1, 0, 5, 7, 1, 1, 1, 2, 4, 7, 8, 1, 1, 0, 2, 8, 6, 0, 0, 2, 8, 8, 7, 0, 3, 3, 0, 1, 0, 3, 3, 0, 1, 0, 2, 9, 0, 6, 0, 2, 8, 4, 0, 0, 2, 9, 0, 1, 2, 9, 4, 0, 5, 2, 9, 0, 6, 7, 2, 9, 8, 0, 1, 2, 9, 5, 5, 0, 2, 9, 9, 0, 5, 5, 5, 1, 0, 1, 2, 9, 2, 0, 1, 0, 0, 3, 2, 2, 7, 0, 1, 2, 4, 4, 2, 1, 0, 6, 4, 1, 1, 6, 1, 1, 7, 6, 0, 5, 7, 1, 8, 8, 6, 0, 0, 1, 5, 9, 7, 0, 1, 0, 9, 9, 1, 1, 5, 7, 5, 5, 7, 2, 1, 2, 5, 7, 0, 6, 8, 8, 3, 2, 7, 4, 9, 9, 5, 1, 6, 9, 9, 5, 0, 5, 7, 2, 0, 0, 9, 5, 3, 6, 2, 7, 2, 2, 0, 3, 2, 4, 2, 3, 7, 0, 3, 5, 5, 7, 2, 7, 1, 2, 7, 2, 3, 1, 5, 8, 9, 5, 0, 5, 3, 8, 8, 0, 3, 1, 9, 1, 3, 7, 1, 9, 1, 4, 1, 1, 9, 1, 2, 9, 1, 9, 2, 5, 0, 1, 9, 1, 7, 0, 1, 4, 1, 0, 1, 1, 9, 1, 2, 4, 8, 5, 7, 2, 6, 8, 0, 3, 2, 2, 6, 4, 1, 4, 1, 8, 6, 6, 3, 5, 9, 7, 2, 0, 2, 9, 9, 2, 9, 9, 7, 2, 2, 5, 1, 0, 0, 4, 6, 7, 0, 1, 3, 0, 8, 4, 4, 4, 4, 0, 9, 1, 0, 1, 0, 6, 1, 5, 4, 0, 6, 1, 0, 3, 6, 3, 1, 1, 0, 6, 4, 1, 1, 1, 0, 3, 0, 4, 7, 5, 2, 6, 2, 0, 0, 9, 9, 7, 9, 9, 6, 6, 8, 9, 1, 2, 0, 3, 6, 7, 0, 8, 5, 5, 7, 1, 3, 1, 4, 2, 7, 9, 5, 5, 4, 6, 0, 1, 0, 1, 8, 7, 3, 0, 1, 2, 7, 1, 1, 2, 9, 9, 5, 0, 8, 9, 9, 7, 0, 9, 8, 4, 0, 1, 0, 9, 7, 0, 7, 5, 9, 7, 3, 3, 1, 9, 7, 2, 0, 1, 5, 5, 1, 9, 0, 5, 5, 1, 0, 7, 5, 5, 1, 8, 2, 5, 5, 1, 8, 2, 8, 1, 4, 3, 1, 8, 0, 9, 0, 9, 6, 3, 1, 7, 8, 7, 5, 4, 1, 6, 5, 5, 4, 6, 0, 5, 5, 4, 6, 0, 3, 5, 4, 6, 0, 5, 5, 1, 8, 2, 5, 5, 1, 0, 8, 5, 0, 3, 0, 6, 7, 5, 2, 0, 4, 3, 9, 4, 0, 1]
5. Calculate the overall correct classification rate, as well as correct classification rate for each digit in a confusion matrix.¶
In [6]:
# Get overall accuracy:
# test_output / predictions
accuracy = accuracy_score(test_output, predictions)
print(f"Overall accuracy: {accuracy * 100:.2f}%")
# Get confusion matrix
conf_matrix= confusion_matrix(test_output, predictions)
print(f"Confusion_matrix:\n {conf_matrix}")
# Get correct classification rate for each digit in a confusion matrix
digit_accuracy = {}
for digit in range(0,10):
correct = conf_matrix[digit, digit]
total = np.sum(conf_matrix[digit, :])
if total > 0:
accuracy = correct / total
digit_accuracy[digit] = accuracy
for key, value in digit_accuracy.items():
print(f"Digit {key} has {value:.2f} accuracy")
Overall accuracy: 93.97% Confusion_matrix: [[355 0 2 0 1 0 0 0 0 1] [ 0 259 0 0 3 0 2 0 0 0] [ 8 1 179 2 3 0 0 1 4 0] [ 1 0 4 148 1 8 0 1 2 1] [ 1 1 0 0 187 1 1 3 0 6] [ 8 1 2 4 0 140 0 0 2 3] [ 2 0 0 0 2 2 164 0 0 0] [ 0 1 1 0 3 0 0 139 0 3] [ 4 0 2 6 0 1 0 0 149 4] [ 0 1 0 1 4 0 0 4 1 166]] Digit 0 has 0.99 accuracy Digit 1 has 0.98 accuracy Digit 2 has 0.90 accuracy Digit 3 has 0.89 accuracy Digit 4 has 0.94 accuracy Digit 5 has 0.88 accuracy Digit 6 has 0.96 accuracy Digit 7 has 0.95 accuracy Digit 8 has 0.90 accuracy Digit 9 has 0.94 accuracy